Newform data - 289.4.a.c

Formats: - HTML - YAML - JSON - 2024-04-25T05:55:24.525237

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 4624, 'analytic_conductor': 17.05155199165904, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[17, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [289, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 2555057, 'field_disc_factorization': [[2555057, 1]], 'field_poly': [36, -4, -21, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [36, -4, -21, -1, 1]], [3, [63, 88, -55, 2, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321850145, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '289.4.a.c', 'level': 289, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '289.4.a.c', 'nf_label': '4.4.2555057.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(-1+\\beta _{1}+\\beta _{2})q^{3}+(3+\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '289.4.a', 'trace_display': [1, -2, 14, 36], 'trace_hash': 2120973461770921135, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.668', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.544', 'prec': 17}, {'__RealLiteral__': 0, 'data': '34.625', 'prec': 20}, {'__RealLiteral__': 0, 'data': '15.231', 'prec': 20}, {'__RealLiteral__': 0, 'data': '485.658', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [4, 1, -2, 11, 14, 38, 36, 60, 6, -7, 10, -29, -22, 73, 54, 63, 0, -334, 22, 330, -352, -79, 380, 159, 378, -448, -494, 608, -78, 313, 362, 331, 94, 0, -242, 141, 512, -524, 12, 1381, 840, 1455, -114, -1041, 648, -1051, 10, 998, 1006, 805, 0, -1537, 50, 581, -1316, 411, 358, -376, 996, -217, 448, -73, 766, -150, -372, -1090, -868, 0, -1128, 1052, 1116, -39, 540, 1630, 1070, -873, -894, -1245, 940, 307, 1080, -334, 850, 443, 0, 2411, -384, -2252, 784, -2069, -2858, -1566, -1550, 1119, 2494, -2643, -518, -1877, -1406, -1960, -1480, 0, 2524, -2543, -2982, 4228, 358, -2951, 1064, -3351, 4684, 191, 250, -933, 170, 493, 1438, 2590, 0, 2428, -1712, 1317, -1176, 503, -6912, -8571, -2122, -3259, 4666, -6159, 6140, -969, -4824, -6722, -6156, 0, 4136, 4021, -3224, 10685, 4306, -1146, 3194, -7118, 2012, 5137, 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229625, 164024, 0, -183882, 492536, -528540, 303330, 147366, -2797, -546278, 365573, 585594, 914424, -361636, 190095, -595994, 57079, -616906, 545329, 0, -278125, 468040, -67794, -5010, 211830, -222582, 623538, -369330, 274768, 194196, 3806, -59520, 280942, 282334, 122075, -148160, 0, 69664, 256561, -58360, -60620, -338232, -106152, 332112, -102989], 'weight': 4, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0, 0], [0, 1, 0, 0], [-1, 1, 1, 0], [3, 1, -1, 1], [4, -1, 1, 2], [11, -2, -3, 1], [10, 1, -5, 0], [15, 2, 1, 3], [5, -9, -3, 2], [-3, 9, -1, 3], [1, 0, 2, -4], [-10, 11, 0, 0], [-5, -9, 5, -2], [11, 21, 9, 1], [9, 8, 10, 0], [10, 19, 4, 0], [0, 0, 0, 0], [-91, 10, 15, -5], [7, -13, 11, 4], [79, 28, -15, -1], [-99, 38, 2, -4], [-16, -19, -4, -8], [100, -25, 1, -4], [33, 17, 13, 3], [82, 25, 7, -18], [-107, -32, -1, -13], [-133, 22, 4, -12], [155, 10, 1, 23], [-15, -11, -1, 6], [88, -3, -28, 8], [93, -2, -16, -8], [89, 5, -35, -5], [31, -27, -1, 2], [0, 0, 0, 0], [-43, 9, -51, 28], [50, -59, -16, -16], [108, 38, 46, 4], [-127, -12, -9, -5], [2, -25, 25, -4], [328, 61, 10, 2], [210, -8, -4, -12], [402, -81, -42, 30], [-43, 50, 32, 24], [-249, -59, 11, -3], [171, -40, -32, -36], [-291, 57, 23, -33], [-17, 32, 42, -4], [279, -52, -43, 23], [268, -59, 19, 26], [203, 21, -39, -11], [0, 0, 0, 0], [-364, -117, -6, -42], [5, 93, -65, -2], [194, -167, -30, -2], [-308, -85, 45, 44], [114, 87, -84, 48], [78, -17, 61, -2], [-97, 0, 13, 1], [222, 56, 64, 12], [-73, 109, -21, 13], [139, -2, -46, 60], [-54, 91, 34, -18], [279, -230, -80, 40], [-45, -8, 33, -5], [-85, -126, 74, -20], [-289, 14, 29, -23], [-176, -158, 10, 16], [0, 0, 0, 0], [-363, 128, 172, -24], [211, 180, 93, 65], [298, -36, -44, -4], [15, -121, -29, -51], [83, 130, 62, -16], [434, 70, -130, 46], [297, -82, -4, 32], [-208, -37, -58, -54], [-246, 21, -9, -78], [-291, -89, -25, -33], [294, -212, 52, 76], [47, 153, 39, 73], [296, -6, -126, -28], [-136, 162, 16, -32], [183, 37, -3, -84], [21, 221, 149, 11], [0, 0, 0, 0], [646, 39, -114, 98], [-114, 37, 23, -12], [-533, -190, 69, -1], [218, -20, -112, -44], [-584, 51, 104, -112], [-677, -112, -106, -68], [-305, -212, -111, 23], [-451, 161, 75, -18], [336, -85, -116, 24], [587, -66, 132, -80], [-744, 269, 34, -30], [-224, 67, 149, -162], [-545, 275, 21, -7], [-371, 99, 59, 80], [-469, 58, 1, 143]], 'ap': [[0, 1, 0, 0], [-1, 1, 1, 0], [4, -1, 1, 2], [10, 1, -5, 0], [1, 0, 2, -4], [-5, -9, 5, -2], [0, 0, 0, 0], [7, -13, 11, 4], [100, -25, 1, -4], [-15, -11, -1, 6], [93, -2, -16, -8], [108, 38, 46, 4], [210, -8, -4, -12], [-43, 50, 32, 24], [-17, 32, 42, -4], [5, 93, -65, -2], [222, 56, 64, 12], [139, -2, -46, 60], [-176, -158, 10, 16], [298, -36, -44, -4], [83, 130, 62, -16], [294, -212, 52, 76], [183, 37, -3, -84], [218, -20, -112, -44], [-224, 67, 149, -162], [-329, -158, -58, -52], [682, -136, -136, -68], [215, -372, -90, 40], [211, 228, -68, -60], [132, 61, -273, 66], [-517, 242, -104, 192], [1576, -14, -46, 104], [1004, 138, -38, -20], [-820, 75, -11, 8], [-126, 114, -122, -144], [689, -312, -342, -96], [-1236, 15, -267, -190], [121, 850, 120, -96], [1171, -135, -107, -4], [195, -102, 394, -24], [884, -257, -459, 136], [-275, -332, -116, -84], [583, -937, -29, 116], [-353, 116, 76, 48], [508, -757, 189, -142], [701, 206, 92, 284], [-108, 101, 203, -320], [1268, 219, -283, -276], [129, 138, 372, -444], [1968, -784, 248, -88], [2502, 718, -286, -144], [-2713, -180, 326, -308], [426, -683, 247, 142], [359, 181, -579, -32], [-1062, -1071, -729, 486], [1073, 173, 561, -512], [2739, 537, -737, 42], [-652, -583, -1061, 84], [2348, 88, -704, -208], [-3738, 215, -383, 210], [5900, -272, -440, 200], [2580, 50, 394, -132], [1808, 519, 101, 624], [-1691, 261, 633, 68], [-1548, 754, -270, -356], [-3079, -606, 126, 4], [-3882, -49, 733, 620], [-3399, -141, 177, -182], [-3305, 409, -855, -748], [-2021, 334, 1538, 244], [-357, 712, -400, 744], [-4158, 1075, -499, -1152], [3180, -202, 1102, 496], [991, -1132, 1108, 508], [-1439, -1178, -212, 144], [-883, 2835, -353, -320], [-2647, -1868, -528, -176], [-5269, -966, -582, -352], [2734, -1265, -835, -910], [2927, 1494, 582, -660], [2751, -1284, -82, 120], [2638, 315, 1601, -386], [4626, 171, 153, 1368], [3588, -1304, -752, 80], [614, -126, -1910, -1012], [4193, -2126, 1124, 724], [-263, -1731, 1827, 422], [-5690, -1069, -1463, 538], [-3034, 1088, -1460, 724], [5274, -1122, 494, 572], [-7866, 2139, -447, -180], [8603, -20, 774, 652], [-3413, -1587, 609, -1032], [-2618, 1185, 1815, 1220], [6972, -2413, 425, -128], [2251, 1724, -1254, -472], [9713, 566, 1282, -764], [-1392, 440, -2136, -120], [-5599, -2336, -1886, 1236], [-3897, 277, 3115, -962], [5627, 2090, -760, -796], [8696, 1204, 996, 856], [-4844, 1274, 4186, 1448], [8487, 2430, -910, 72], [-3149, -821, -533, 1008], [13541, 254, -2650, 588], [4291, 511, -1281, -676], [3447, 428, -428, -1512], [3171, 772, -1594, 60], [1989, -4823, -25, -338], [-4303, 796, -170, 1592], [-16484, 2950, -290, -668], [2637, 904, -2812, 540], [-4351, -4452, -1146, -316], [11107, 193, 517, -764], [-3007, -2187, -1973, 346], [7552, -2170, -1970, 3312], [-4103, 1308, -882, -2200], [-5747, 4970, -66, -628], [109, -1818, 2620, 680], [-15152, -505, -1843, -614], [-7960, 3004, 2476, 1280], [-663, 2853, 1023, -678], [-4021, -1445, 683, 928], [7472, 5016, -2516, -796], [-7863, -756, 3264, 1536], [-1011, -1351, 1523, -1010], [3925, 3938, 2068, -2056], [-9914, 2044, -1364, 1636], [-14195, -1801, -663, -1598], [-2289, -4680, -1854, 1880], [14565, 5050, 3596, -624], [7873, 216, 3090, -960], [-4455, 3468, -276, -2740], [19309, -4076, 1016, -268], [-5681, 2955, -1387, -3206], [-3151, 5952, 2280, -2372], [-4030, 3426, -206, -1084], [13317, 0, -3652, 2496], [6770, -1398, 1590, 1576], [-5324, 5218, 2002, 2184], [21485, -4934, 1554, -1736], [-10181, 2006, -428, 2424], [4167, 4758, -96, 288], [6822, 3626, -618, -1264], [10814, -390, -5406, 484], [-12029, -576, -1956, 2472], [-425, 2622, -1014, -1288], [1844, 5762, 1154, 432], [-20812, 2437, 1199, 52], [7280, 1713, -4785, -634], [607, 5311, -3927, -1798], [-15405, -1303, -4279, -400], [-7724, 6335, 1545, 1124], [-15099, -1961, -105, 928], [23986, 7231, 1689, -904], [5343, 113, -379, -1096], [4549, 4895, -387, -1762], [-16224, -2163, 1455, -2806], [10026, -1755, 3087, -486], [-8695, -5040, 4362, 1948], [-22712, 7093, -2269, -142], [31976, -1227, -3085, 1812], [-12832, 5095, 777, -2456], [-4167, -5327, -6697, -2394], [-28746, 5996, -1676, 1620], [5973, -923, -7607, -536], [1677, -10305, 2745, 3358], [-18521, 5410, 1354, -5292], [-12660, -7843, -6821, 2310], [-12969, 2308, 3578, 108], [8004, 5365, -6293, -1834], [14513, 4806, 2800, -56], [-21869, 794, -2298, 1216], [11232, 4992, -2196, 1940], [14239, -6215, -1533, 2138], [30583, -4083, 717, -2412], [5837, 3256, 7068, 736], [-23578, 5674, 514, -5148], [-13161, -1206, 1242, -2512], [-13044, 4685, -2485, -4588], [12652, -6078, -4654, 1664], [-33894, -1378, -2566, 2416], [16178, -7878, -3866, 1240], [2005, 252, 9546, -4852], [-20970, -5380, 4624, 2556], [-18189, 7726, 386, -932], [18137, -1454, 1072, -216], [5557, 11806, -410, -4116], [18767, 301, -7119, -224], [-8072, -1233, -2331, 2646], [-25039, -2584, -3386, 112], [-1380, -4742, -1342, 2384], [8770, -1910, -1546, 6752], [24039, -11276, -10, -3888], [-39131, 11536, -2040, -328], [5759, -4546, 2702, 5948], [2006, 3082, -5618, -4792], [-15657, 3506, 1234, -2244], [-650, -7217, 5169, 2096], [4459, 4111, 6669, -862], [17894, -5184, 5520, -6460], [24547, -9877, -6439, -3458], [1700, -5110, -4462, -1980], [12610, 12558, -5906, -868], [33049, -7566, -3294, 1040], [7915, -4619, 7369, -6788], [-34050, 4816, 200, -7332], [564, 6383, -8927, -1842], [-35052, -2860, 2796, -1456], [3230, 8626, 478, -2152], [29723, 5560, 7032, -3260], [-43377, 2011, 1063, 1204], [-16830, 216, 1152, -684], [-4778, 1638, 10614, -1516], [-9513, -13162, 1294, 2452], [-3437, -2557, 3159, 2620], [30153, -15031, 5191, -2622], [-92, 14706, -6142, -3808], [-16546, 5856, 3252, 5812], [16154, 6630, -2022, -5616], [-25513, 12375, 4251, -304], [-24711, 11014, -1234, 1428], [20583, -7462, 9512, 328], [50451, -3084, -2978, -3840], [4740, -12757, -8231, -1630], [26967, -10152, -3072, 9168], [-43494, 5713, 2771, 2400], [51174, 554, -5934, 2732], [23978, 6721, -7473, 4276], [18076, -7789, 437, 5362], [-35630, -10309, -10835, 348], [-20047, 12178, -4300, -5928], [14354, 6568, 2268, 868], [16365, 10288, 5078, -4048], [-8453, 10674, 1608, 5624], [-20730, -1648, -6580, -140], [-27612, -1474, 3030, 5940], [-13875, -2715, 8085, 3156], [-17238, -11310, -3574, 5844], [-58016, -5514, 4926, 440], [34145, 6055, 4295, 3744], [-7581, 14735, 3395, 1172], [26062, -11901, 3285, -5114], [33576, 8265, 2223, -726], [63376, 1812, -9852, 1088], [-29825, 1526, -4460, -4608], [-9517, -20742, 9980, 3328], [20979, 5518, -11560, -5152], [-11832, 7566, 13158, 3264], [4424, 14153, 9587, 318], [7379, 3125, -8049, -4550], [-10061, -6366, 6880, -1912], [-23198, 22938, -6570, 1680], [-13935, 13228, 5864, 5808], [-27350, 13381, 10299, -2236], [14141, 13254, 4366, -3424], [-7619, -2942, 676, -5772], [-66763, 1817, 4491, -4442], [31418, -15212, 5168, 7308], [-4416, -7916, -2276, 3040], [-53826, -13537, -8507, -3180], [35012, 14244, 9748, -5512], [-146, -24116, 8504, 7212], [31798, 1885, -7309, -3442], [35293, 13700, -4178, -1340], [-9598, -13225, 5485, -1730], [533, 12984, 10464, 2584], [-3967, -85, -8413, 8348], [23329, 5226, -1102, -4864], [-40134, -3419, 3367, -4118], [34861, 5807, 12207, 1780], [74247, -8073, 1953, -3682], [38051, -3607, 11045, 5940], [14772, -13668, 5436, -7024], [-39327, -7286, 652, -736], [-79748, 16782, -2146, -904], [-16575, -2967, 1107, 6986], [-20130, -17438, -12826, 2000], [-62089, 22533, 1221, 9964], [54762, -5578, -10178, 660], [4580, -17888, -1528, 11768], [-39578, -25460, -13780, -268], [-4348, -8161, -17723, -5742], [-37853, 16730, 2900, -3720], [-15693, 1776, 14502, 3048], [47578, -2167, -11677, 1110], [10709, -6590, -8838, 12496], [-44229, 12024, -1102, -1396], [-60823, -5258, 19358, 1012], [43473, 14966, 7414, -3216], [10485, 7708, 19454, 756], [2707, 2421, -17409, 4058], [-22471, 2293, -9787, -15308], [-18282, -5501, -2723, -12074], [87756, 14737, 10835, -5730], [-51176, -9952, -8312, 9736], [44163, -12723, 915, 7686], [37237, 8524, -15130, -1420], [2467, 24029, 14981, -1664], [21117, -1987, 14243, 2966], [-39405, -11096, 13664, 6132], [21678, -17818, 12806, 2644], [28622, -26919, -13145, -8108], [-24348, -17597, -915, -56], [17052, -2448, -10640, 13936], [25761, -38424, -2422, 204], [2879, 13695, 6493, 6650], [64706, -3221, -1395, 6064], [-51495, -5149, 13005, -5110], [-32017, -23307, 16577, 52], [39165, -10966, -12414, -4344], [-40977, -5422, 12082, 9180], [24451, -11776, 18482, 1528], [-14279, 2614, -5836, 4844], [-100680, -384, 8064, 4160], [-65701, -15930, 5856, 5512], [-26297, -8250, -14760, 2372], [-5355, -14511, -4809, -3614], [29949, -3705, 8397, -6918], [-45525, 16697, 14633, 2572], [-44684, 10498, -12774, -2676], [-42539, -32188, -13280, 2144], [-102845, 4448, 12150, -3272], [-26209, 8118, 20554, -7880], [48663, 10472, -6016, 5552], [32651, 31512, -19518, -2344], [-27723, -2894, 11144, -7808], [3011, 9904, -8166, 6604], [25956, 19861, -8269, -12042], [-17675, 10107, 10269, -1998], [23154, -11998, 10822, -4488], [124356, 4309, 3463, -1748], [-28688, 7923, 7529, -7864], [-4620, 4671, 14761, 2464], [-109236, -20696, -9028, 2604], [3689, 27122, 12878, 4140], [74852, -60, 148, 9472], [-19219, 39168, -10724, -9340], [27021, -33100, -13194, 1112], [-10509, 34307, -17407, -1390], [-106577, 7013, 8127, -2902], [-41684, 9381, 19859, -12850], [-56083, -8296, 19210, -6528], [30783, -7974, -5862, 15576], [-36788, 2282, 23538, 272], [46530, -23061, -2487, -4706], [-14851, -7354, 28036, 11592], [85933, -21052, -618, 8960], [84672, -10562, -10426, 14292], [40753, 14398, 2660, 7960], [1073, 22858, 18558, 15512], [-103860, -2243, -7873, 126], [-8361, 7745, 7157, -5360], [-40107, -742, -1206, -352], [-14845, 15918, 9274, 5560], [32070, 18991, 933, -6096], [18778, 3003, -5091, 11252], [6682, -30892, -25440, -13084], [-53724, 12042, 18786, 5088], [-11959, -16639, 7219, -7774], [35936, -3766, -19718, 2884], [81306, 16262, 15382, 3708], [72792, -34589, 8813, -6048], [-95502, 809, 5711, -14812], [-41765, 7462, 21734, 14284], [-1285, -37200, -8056, 3268], [-99328, -6611, -2621, -4548], [-6332, 1196, -3260, 3264], [80267, 10107, 9947, -6536], [48002, -4029, -4571, -4300], [89397, 28253, 241, -324], [-36111, 6959, 22105, 2694], [-2960, -16686, -5694, -13136], [24516, 2686, 21774, -1724], [57389, -4557, 7051, -5024], [108017, -6964, 4558, 14944], [-25618, 40796, -8632, 1380], [104559, 22327, -14439, -4146], [48561, 37093, -18341, 350], [52698, 12974, 18442, 16368], [46125, -18628, -12296, -10260], [-57755, 51226, 460, -528], [-28706, -27513, -18891, 12098], [-99598, 8460, -14900, 13772], [-86802, 7159, -16135, -8184], [61132, 15182, 7310, -10064], [-86593, 6185, -6601, -15990], [-17696, -1518, 24130, 13248], [-90975, -12696, -890, 5988], [-46299, 5285, 12995, 4858], [86717, 21679, -3343, -7442], [104776, 32560, -2080, 368], [56792, -19039, -18837, -2736], [54191, -19635, -16127, 11656], [-69091, -1027, -26029, -21514], [-20983, 35540, -8758, -17916], [55763, -21751, -957, 25186], [119611, 15049, 20105, -1404], [39472, -8420, -8676, -3016], [7650, -13998, -1794, -4352], [19601, -16745, 16949, 13090], [20667, -25288, -15754, -9760], [-31052, -18216, -14736, 3032], [46019, 39019, 24353, -8234], [13613, 12995, -22009, 17552], [79504, -26410, 13070, 4252], [-99488, 21222, 2678, 9980], [-31964, -40253, -15439, 12088], [-3387, 5428, -18934, 6960], [-28848, -29087, 6751, 13018], [-36065, 30968, 21588, 3032], [-34067, 2913, -32175, 4796], [84462, -818, -21762, -8516], [13580, -18435, 13971, -2718], [-107781, 4616, 18052, 13128], [74600, 7698, 6026, 16096], [-55217, 41632, -7838, -12156], [-75459, 17455, 2861, 11406], [28479, 8898, -22212, -19236], [-35611, 22348, -2500, -2708], [86950, 11761, -20189, -8838], [-20322, 574, -8098, -1548], [3020, 11788, -3904, 1780], [-11480, 35227, 6193, -13530], [57661, -39808, -1712, 25100], [35289, -12958, 10564, -8604], [-85913, -30676, 15964, 3272], [-155607, 20546, -6476, -12364], [97068, -58897, 14533, 11796]], 'char_orbit_index': 1, 'field_poly': [36, -4, -21, -1, 1], 'hecke_orbit_code': 9007199321850145, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 4, 4], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [11, 1, -1, 1], [15, 18, 1, 3]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [18, -15, -3, 1], [-26, -19, 1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '289.4.a.c', 'level': 289, 'maxp': 2999, 'weight': 4}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'AL_dims': [[[[17, -1]], 28, 3], [[[17, 1]], 32, 6]], 'ALdims': [32, 28], 'Nk2': 4624, 'analytic_conductor': 17.05155199165904, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [289, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 68, 'dim': 60, 'eis_dim': 18, 'eis_new_dim': 15, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67109153, 'hecke_orbit_dims': [1, 3, 4, 4, 4, 8, 12, 12, 12], 'label': '289.4.a', 'level': 289, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 86, 'mf_new_dim': 75, 'num_forms': 9, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 102, 'trace_bound': 3, 'trace_display': [2, 4, 2, 6], 'traces': [60, 2, 4, 198, 2, 50, 6, 18, 336, 74, 52, -14, 4, -176, -72, 574, 0, 142, -184, 162, -52, -358, -82, 834, 1160, -160, 100, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 225289
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '289.4.a.c', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '289.4.a.c', 'target_level': 289, 'twist_class_label': '289.4.a.c', 'twist_class_level': 289, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 225290
    {'conductor': 17, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '289.4.a.c', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '289.4.a.d', 'target_level': 289, 'twist_class_label': '289.4.a.c', 'twist_class_level': 289, 'twisting_char_label': '17.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 225291
    {'conductor': 17, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '289.4.a.c', 'source_level': 289, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '289.4.b.d', 'target_level': 289, 'twist_class_label': '289.4.a.c', 'twist_class_level': 289, 'twisting_char_label': '17.c', 'twisting_char_orbit': 3, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 650625
    {'charpoly_factorization': [[[36, -4, -21, -1, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 2}
  • id: 650626
    {'charpoly_factorization': [[[63, 88, -55, 2, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 3}
  • id: 650627
    {'charpoly_factorization': [[[-28791, 6826, -341, -14, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 5}
  • id: 650628
    {'charpoly_factorization': [[[-276489, 31266, -541, -36, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 7}
  • id: 650629
    {'charpoly_factorization': [[[316467, -270, -1756, -10, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 11}
  • id: 650630
    {'charpoly_factorization': [[[-26579, 19238, -3509, 22, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 13}
  • id: 650631
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007199321850145, 'p': 17}
  • id: 650632
    {'charpoly_factorization': [[[4371507, -171312, -9191, -22, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 19}
  • id: 650633
    {'charpoly_factorization': [[[-176752917, 764110, 37207, -380, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 23}
  • id: 650634
    {'charpoly_factorization': [[[-107811, -88650, -2705, 78, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 29}
  • id: 650635
    {'charpoly_factorization': [[[-38411429, 76898, 33196, -362, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 31}
  • id: 650636
    {'charpoly_factorization': [[[-1758989168, 27122048, -11756, -512, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 37}
  • id: 650637
    {'charpoly_factorization': [[[1180838736, -29649888, 246952, -840, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 41}
  • id: 650638
    {'charpoly_factorization': [[[4351627359, -15416394, -156808, 114, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 43}
  • id: 650639
    {'charpoly_factorization': [[[-153320769, 7306578, -85816, -10, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 47}
  • id: 650640
    {'charpoly_factorization': [[[3826783197, 46024614, -372241, -50, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 53}
  • id: 650641
    {'charpoly_factorization': [[[-7997430672, 72202320, 136768, -996, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 59}
  • id: 650642
    {'charpoly_factorization': [[[26730644633, 114033120, -379178, -448, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 61}
  • id: 650643
    {'charpoly_factorization': [[[30297331184, -177274912, -240108, 868, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 67}
  • id: 650644
    {'charpoly_factorization': [[[589600944, -37022672, 366640, -1116, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 71}
  • id: 650645
    {'charpoly_factorization': [[[-46400632803, 282817420, -362174, -540, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 73}
  • id: 650646
    {'charpoly_factorization': [[[229066578288, 749340144, -1039872, -940, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 79}
  • id: 650647
    {'charpoly_factorization': [[[1637812071, -13935172, -402171, -850, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 83}
  • id: 650648
    {'charpoly_factorization': [[[24704450064, 315477824, -442568, -784, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 89}
  • id: 650649
    {'charpoly_factorization': [[[2200880766749, -1423590222, -3375773, 518, 1], 1]], 'hecke_orbit_code': 9007199321850145, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '289.4.a.c', 'level': 289, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 109947000
    {'hecke_orbit_code': 9007199321850145, 'n': 1, 'trace_an': 4}
  • id: 109947001
    {'hecke_orbit_code': 9007199321850145, 'n': 2, 'trace_an': 1}
  • id: 109947002
    {'hecke_orbit_code': 9007199321850145, 'n': 3, 'trace_an': -2}
  • id: 109947003
    {'hecke_orbit_code': 9007199321850145, 'n': 4, 'trace_an': 11}
  • id: 109947004
    {'hecke_orbit_code': 9007199321850145, 'n': 5, 'trace_an': 14}
  • id: 109947005
    {'hecke_orbit_code': 9007199321850145, 'n': 6, 'trace_an': 38}
  • id: 109947006
    {'hecke_orbit_code': 9007199321850145, 'n': 7, 'trace_an': 36}
  • id: 109947007
    {'hecke_orbit_code': 9007199321850145, 'n': 8, 'trace_an': 60}
  • id: 109947008
    {'hecke_orbit_code': 9007199321850145, 'n': 9, 'trace_an': 6}
  • id: 109947009
    {'hecke_orbit_code': 9007199321850145, 'n': 10, 'trace_an': -7}
  • id: 109947010
    {'hecke_orbit_code': 9007199321850145, 'n': 11, 'trace_an': 10}
  • id: 109947011
    {'hecke_orbit_code': 9007199321850145, 'n': 12, 'trace_an': -29}
  • id: 109947012
    {'hecke_orbit_code': 9007199321850145, 'n': 13, 'trace_an': -22}
  • id: 109947013
    {'hecke_orbit_code': 9007199321850145, 'n': 14, 'trace_an': 73}
  • id: 109947014
    {'hecke_orbit_code': 9007199321850145, 'n': 15, 'trace_an': 54}
  • id: 109947015
    {'hecke_orbit_code': 9007199321850145, 'n': 16, 'trace_an': 63}
  • id: 109947016
    {'hecke_orbit_code': 9007199321850145, 'n': 17, 'trace_an': 0}
  • id: 109947017
    {'hecke_orbit_code': 9007199321850145, 'n': 18, 'trace_an': -334}
  • id: 109947018
    {'hecke_orbit_code': 9007199321850145, 'n': 19, 'trace_an': 22}
  • id: 109947019
    {'hecke_orbit_code': 9007199321850145, 'n': 20, 'trace_an': 330}
  • id: 109947020
    {'hecke_orbit_code': 9007199321850145, 'n': 21, 'trace_an': -352}
  • id: 109947021
    {'hecke_orbit_code': 9007199321850145, 'n': 22, 'trace_an': -79}
  • id: 109947022
    {'hecke_orbit_code': 9007199321850145, 'n': 23, 'trace_an': 380}
  • id: 109947023
    {'hecke_orbit_code': 9007199321850145, 'n': 24, 'trace_an': 159}
  • id: 109947024
    {'hecke_orbit_code': 9007199321850145, 'n': 25, 'trace_an': 378}
  • id: 109947025
    {'hecke_orbit_code': 9007199321850145, 'n': 26, 'trace_an': -448}
  • id: 109947026
    {'hecke_orbit_code': 9007199321850145, 'n': 27, 'trace_an': -494}
  • id: 109947027
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  • id: 109947028
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  • id: 109947029
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  • id: 109947030
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  • id: 109947031
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  • id: 109947032
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  • id: 109947033
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  • id: 109947034
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  • id: 109947035
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  • id: 109947036
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  • id: 109947037
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  • id: 109947038
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  • id: 109947039
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  • id: 109947040
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  • id: 109947041
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  • id: 109947042
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  • id: 109947043
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  • id: 109947044
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  • id: 109947045
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  • id: 109947046
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  • id: 109947047
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  • id: 109947048
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  • id: 109947049
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  • id: 109947050
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  • id: 109947051
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  • id: 109947052
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  • id: 109947053
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  • id: 109947054
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  • id: 109947055
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  • id: 109947056
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  • id: 109947057
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  • id: 109947058
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  • id: 109947059
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  • id: 109947060
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  • id: 109947061
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  • id: 109947062
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  • id: 109947063
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  • id: 109947064
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  • id: 109947065
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  • id: 109947066
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  • id: 109947067
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  • id: 109947068
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  • id: 109947069
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  • id: 109947070
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  • id: 109947071
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  • id: 109947072
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  • id: 109947073
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  • id: 109947074
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  • id: 109947075
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  • id: 109947076
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  • id: 109947077
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  • id: 109947078
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  • id: 109947079
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  • id: 109947080
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  • id: 109947081
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  • id: 109947082
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  • id: 109947083
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  • id: 109947084
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  • id: 109947085
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  • id: 109947086
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  • id: 109947087
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  • id: 109947088
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  • id: 109947089
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  • id: 109947090
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  • id: 109947091
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  • id: 109947092
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  • id: 109947093
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  • id: 109947094
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  • id: 109947095
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  • id: 109947096
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  • id: 109947097
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  • id: 109947098
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  • id: 109947099
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  • id: 109947100
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  • id: 109947101
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  • id: 109947102
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  • id: 109947103
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  • id: 109947104
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  • id: 109947105
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  • id: 109947106
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  • id: 109947107
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  • id: 109947108
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  • id: 109947109
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  • id: 109947110
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  • id: 109947111
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  • id: 109947112
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  • id: 109947113
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  • id: 109947114
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  • id: 109947115
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  • id: 109947116
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  • id: 109947117
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  • id: 109947118
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  • id: 109947119
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  • id: 109947120
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  • id: 109947121
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  • id: 109947122
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  • id: 109947123
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  • id: 109947124
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  • id: 109947125
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  • id: 109947126
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  • id: 109947127
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  • id: 109947128
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  • id: 109947129
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  • id: 109947130
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  • id: 109947131
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  • id: 109947132
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  • id: 109947133
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  • id: 109947134
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  • id: 109947135
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  • id: 109947136
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  • id: 109947137
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  • id: 109947138
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  • id: 109947139
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  • id: 109947140
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  • id: 109947141
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  • id: 109947142
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  • id: 109947143
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  • id: 109947144
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  • id: 109947145
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  • id: 109947146
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  • id: 109947147
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  • id: 109947148
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  • id: 109947149
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  • id: 109947150
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  • id: 109947151
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  • id: 109947153
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  • id: 109947154
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  • id: 109947155
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  • id: 109947156
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  • id: 109947157
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  • id: 109947158
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  • id: 109947159
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  • id: 109947160
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  • id: 109947161
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  • id: 109947162
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  • id: 109947164
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  • id: 109947166
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  • id: 109947167
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  • id: 109947168
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  • id: 109947172
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  • id: 109947174
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  • id: 109947175
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  • id: 109947177
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  • id: 109947513
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  • id: 109947515
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  • id: 109947519
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  • id: 109947978
    {'hecke_orbit_code': 9007199321850145, 'n': 979, 'trace_an': 18860}
  • id: 109947979
    {'hecke_orbit_code': 9007199321850145, 'n': 980, 'trace_an': -4547}
  • id: 109947980
    {'hecke_orbit_code': 9007199321850145, 'n': 981, 'trace_an': -75682}
  • id: 109947981
    {'hecke_orbit_code': 9007199321850145, 'n': 982, 'trace_an': 63037}
  • id: 109947982
    {'hecke_orbit_code': 9007199321850145, 'n': 983, 'trace_an': -112284}
  • id: 109947983
    {'hecke_orbit_code': 9007199321850145, 'n': 984, 'trace_an': 13862}
  • id: 109947984
    {'hecke_orbit_code': 9007199321850145, 'n': 985, 'trace_an': -25954}
  • id: 109947985
    {'hecke_orbit_code': 9007199321850145, 'n': 986, 'trace_an': 0}
  • id: 109947986
    {'hecke_orbit_code': 9007199321850145, 'n': 987, 'trace_an': 49746}
  • id: 109947987
    {'hecke_orbit_code': 9007199321850145, 'n': 988, 'trace_an': 27338}
  • id: 109947988
    {'hecke_orbit_code': 9007199321850145, 'n': 989, 'trace_an': -91642}
  • id: 109947989
    {'hecke_orbit_code': 9007199321850145, 'n': 990, 'trace_an': 99771}
  • id: 109947990
    {'hecke_orbit_code': 9007199321850145, 'n': 991, 'trace_an': 15898}
  • id: 109947991
    {'hecke_orbit_code': 9007199321850145, 'n': 992, 'trace_an': 79003}
  • id: 109947992
    {'hecke_orbit_code': 9007199321850145, 'n': 993, 'trace_an': 68204}
  • id: 109947993
    {'hecke_orbit_code': 9007199321850145, 'n': 994, 'trace_an': -40358}
  • id: 109947994
    {'hecke_orbit_code': 9007199321850145, 'n': 995, 'trace_an': 120352}
  • id: 109947995
    {'hecke_orbit_code': 9007199321850145, 'n': 996, 'trace_an': -5486}
  • id: 109947996
    {'hecke_orbit_code': 9007199321850145, 'n': 997, 'trace_an': -4210}
  • id: 109947997
    {'hecke_orbit_code': 9007199321850145, 'n': 998, 'trace_an': -100791}
  • id: 109947998
    {'hecke_orbit_code': 9007199321850145, 'n': 999, 'trace_an': -31124}
  • id: 109947999
    {'hecke_orbit_code': 9007199321850145, 'n': 1000, 'trace_an': 382}