Newform data - 31.6.a.b

Formats: - HTML - YAML - JSON - 2025-09-12T23:36:58.546649

• 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
  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_largest	boolean
  is_maximal	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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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': 1116, 'analytic_conductor': 4.9718984142024, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[31, -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': [31, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 1153258081517335151760, 'field_disc_factorization': [[2, 4], [3, 1], [5, 1], [1049, 1], [4580783609458751, 1]], 'field_poly': [275908, 410640, -260319, -18583, 12633, 256, -199, -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, [420336, 115128, -240688, -30550, 10963, 903, -178, -7, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033823, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 260, 'hecke_ring_index_factorization': [[2, 2], [5, 1], [13, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '31.6.a.b', 'level': 31, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [31], 'level_radical': 31, 'minimal_twist': '31.6.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+\\beta _{6}q^{3}+(19-3\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '31.6.a', 'trace_display': [7, -2, 128, 88], 'trace_hash': 1899986816035916664, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.077', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.385', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.296', 'prec': 17}, {'__RealLiteral__': 0, 'data': '165.134', 'prec': 24}, {'__RealLiteral__': 0, 'data': '84.495', 'prec': 20}, {'__RealLiteral__': 0, 'data': '6364.230', 'prec': 27}], 'trace_zratio': 0, 'traces': [8, 7, -2, 149, 128, 72, 88, 924, 1512, 1581, 574, -46, -122, -309, -524, 833, 1932, -6845, -1796, -37, 996, -9000, -4136, -17468, 3308, 1524, -2624, -21245, 5050, -30450, 7688, 21045, 27920, -24738, 25700, 21637, 23674, -4289, 38652, 36606, 44828, -9994, 21058, 13168, -1344, 6198, 5348, -69588, 19356, 33242, 22300, -60386, 4926, -24476, -56892, -87652, 22072, -25002, 16944, -138556, -73682, 6727, -138784, -1300, 63316, -128796, -134768, -9524, 3992, -142737, 123724, 93232, 70792, 307468, -302902, -65405, 107932, 36820, -26036, 576783, 82528, 142335, 21882, 299144, -130464, 480478, -440244, -71982, 164392, 397969, -60028, 31012, -1922, -170388, -7404, 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• 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, 0, 0, 0], [1, -1, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 1, 0], [19, -3, 1, 0, 0, 0, 0, 0], [17, -4, 0, 2, 1, 1, -1, 1], [7, 3, -4, -6, -2, -3, 1, -3], [10, 1, -2, 3, -2, 2, -2, 1], [118, -17, 4, 2, 2, -1, -7, 4], [187, 24, 2, 0, 4, 0, 4, -6], [200, -11, 9, 3, 7, 8, -8, 4], [71, 19, 4, 1, -3, 3, 4, 8], [-17, 45, -10, 0, -20, -15, 15, -15], [-4, -12, -8, 0, 6, -18, 3, 18], [-58, 65, -7, -11, -11, 22, 10, -22], [-75, 99, -12, -45, 9, 9, 37, -12], [138, -146, 20, 39, 37, 11, -35, 28], [221, 79, -4, 11, -21, -21, 11, -38], [-815, -219, -22, 6, 10, -30, -34, 54], [-246, 11, -4, 33, -40, 4, -10, -25], [42, -285, 82, 55, 33, 42, -74, 62], [119, 33, 40, -45, 29, 51, 5, -6], [-1145, -49, -42, -30, -10, 25, -7, -55], [-525, -59, -16, -35, -53, -77, -23, 20], [-2231, 201, -82, -78, -86, -69, 113, -69], [434, -70, 4, 24, 77, 25, -67, -1], [181, 223, -2, -112, 44, -115, 113, -107], [-254, -30, 92, 168, 40, 42, 32, 126], [-2710, 255, -48, -27, -69, 78, 90, -24], [628, 2, 0, 0, 36, 54, -165, 126], [-3830, 384, -124, 126, -74, 30, 142, 18], [961, 0, 0, 0, 0, 0, 0, 0], [2755, -149, 259, 164, 248, 146, -106, 148], [3438, 396, 90, 216, 24, 96, -28, -78], [-3136, -128, -254, -312, -152, -274, 46, -38], [3036, 577, -176, -129, -110, -74, 12, -237], [2703, 279, 267, -30, 30, -30, 118, -30], [2989, -827, 32, -105, -119, -73, -158, 58], [-748, 441, -197, -301, -217, -10, 14, -170], [4816, 198, -118, -450, 142, -150, 196, -222], [4875, -1743, 439, 495, 273, 201, -561, 330], [5537, -292, -174, -142, -149, -197, -217, 1], [-982, -1164, 244, 726, 158, 402, -386, 474], [2882, -1104, 20, -162, 120, -18, 303, 36], [1477, 1041, -48, 236, -104, 127, 89, -143], [163, -1146, -172, 648, 187, 63, -239, 417], [652, 542, -84, -354, -154, -368, 512, -508], [700, 750, -106, 286, 46, 514, 604, -58], [-9159, 2661, -672, -1080, -180, -225, 621, -435], [2168, -542, -168, -132, -359, 89, -299, -329], [4595, -836, 627, 777, 501, 270, -426, 762], [3028, -420, 908, 48, -92, -72, 674, 156], [-7475, -599, -136, -258, -194, -715, 139, -83], [619, 101, -512, -227, 33, -411, -224, 146], [-3244, -276, -140, -732, 404, 24, -900, -204], [-7120, -2, -4, -582, -80, -16, 574, -206], [-11369, 2655, -583, -53, -371, -227, 163, -16], [2473, 543, 896, -333, -227, 129, -109, -192], [-2841, -273, 856, 1314, 582, 1143, -129, 171], [2088, 527, 72, 457, -82, -334, -326, 197], [-18884, 5808, -1210, -654, -1202, -492, -228, -1242], [-8790, -466, 392, 996, 554, 904, 11, 560], [961, -961, 0, 0, 0, 0, 0, 0], [-16924, -933, -302, 1389, 260, -168, -416, 477], [452, -3265, 1002, 744, 788, 595, -1867, 1436], [7661, 3131, -188, -549, 661, 277, 357, -384], [-15736, -4038, -434, -270, 182, 150, -1510, 882], [-16408, -2052, -324, -540, 144, -432, 492, 72], [-1414, 4280, -440, -1356, -452, -704, 3024, -774], [78, -2106, 24, -882, -690, -1050, -934, -852], [-17952, 309, -1057, -333, -1089, -558, 1506, -270], [15244, -2001, 660, 557, -386, 670, -1084, -167], [11546, -1671, 370, -156, 128, 69, -693, -654], 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[2088, 527, 72, 457, -82, -334, -326, 197], [-8790, -466, 392, 996, 554, 904, 11, 560], [-16408, -2052, -324, -540, 144, -432, 492, 72], [15244, -2001, 660, 557, -386, 670, -1084, -167], [8608, 3670, -420, -294, 646, -118, 958, -968], [-3035, -1139, 224, 1569, 73, -103, -1679, 1042], [2037, 2221, -480, -955, -299, 1057, 974, -1202], [21297, -887, -4, -455, 547, -1973, -659, 1628], [-17089, 216, 190, -702, -855, -1551, 633, -2049], [39225, 240, 1200, 3930, 1701, 1857, 387, 2289], [-41498, -4343, 1444, 1335, 808, 2240, -2078, 2245], [-8476, -14299, -512, -1401, 1474, -254, 1338, -1305], [15397, 1090, 1788, -1932, 2485, 2669, 2989, -785], [30165, -4306, -2638, -6312, -37, -445, 4179, -2349], [-75394, 2472, 5608, 4716, -990, 810, -2124, 5994], [-58244, -5196, 916, 3960, 1984, 1108, -528, -816], [15359, -2179, -3912, -883, -3419, -959, 1817, -1202], [26523, 24683, -3440, -1317, 779, -761, 4880, -1798], [140320, -11062, 5144, 2834, -1950, 1050, 1928, -3932], [-105609, 21395, 588, -5493, 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[-297454, 60944, -620, 1974, -17600, -5570, 4803, -18756], [194623, 25158, -708, -8656, 11275, -305, 15155, -21311], [169537, -78473, -8888, -7393, -14119, -19663, -3931, -6668], [-589745, 87637, 2552, -19059, -2755, -7015, 41118, -8394], [-424953, -93445, 22836, 18591, 8183, 10711, -33829, 14882], [-357732, -4810, -1072, -19146, -6454, 1666, 53099, -9040], [554631, -6626, -7024, -2540, 1291, 10651, 40423, -9715], [-269942, 115918, 12820, -4290, 38578, 20138, 25420, 5812], [105060, 83770, -36416, -41934, 8662, -28874, 14766, 4560], [468350, -18285, 12252, -16767, 12396, 5424, -5424, 18939], [1136648, -31873, 1172, 30997, 13426, 25738, -13700, 9605], [-758855, 46819, -6852, 13395, -5333, 11543, 44311, 8782], [-1237951, 62784, 21924, 30694, -19627, -12715, 32107, 5933], [-773203, -68583, 29664, 16857, 6141, 14169, 11958, 21570], [-241565, -104537, 27112, -2697, 10561, -47767, 32839, -13052], [579026, -156882, 6672, 8062, -8422, 18218, 13747, -23968], [-456104, -341582, 19504, 19218, 8290, -33886, -27464, 30532], [706438, 13506, 57412, -27246, 40456, -2108, 70044, 6630], [2094076, 196485, 28710, 13139, 3460, -1760, -32104, 13027], [-188502, -225868, -34124, 34584, -29926, 13234, -76834, -24910], [-1984775, -172466, -376, -31632, -20747, -64171, 32821, 40279], [-406382, -39830, -480, 69942, 16786, 8390, -81884, 21124], [975784, -149578, 32476, 57766, -14820, 51624, -13934, 10166], [1093185, 225851, -4728, -104381, -14401, -13621, 163138, -79402], [-784111, -5784, 1524, -94950, -6231, -72435, -19053, -72375], [1007041, -15299, -64628, 39965, -66253, 16355, -18481, -13472], [188283, -18115, -62056, -45903, -20371, 31981, 111401, -85354], [446898, -90787, -13964, 1715, -2296, 42584, -14764, -79343], [-754949, 220870, -41360, 47568, -3497, 11747, -4487, -9647], [709138, 143172, 4090, -20268, 16528, -72428, 28470, 66234], [-780031, -50619, 53488, 27513, -57813, 59607, -82413, 14652], [-29126, 182359, 90514, 122061, 93118, 105266, -28178, -22229], [-1415386, 235359, -18184, -94779, 23360, 2156, -61782, 14487], [1329854, -69160, 109208, 77464, -32804, 63364, 11242, -9556], [-400950, -96334, 27324, -68322, -61576, -16064, -119890, 14846], [-1237657, 106199, 173816, 160315, 145777, 108469, -7718, 110732], [873932, 110238, 12672, -70938, -137508, -59064, 68976, -179094], [-387138, 339941, 6880, 43175, 115532, 55136, -1156, -15143], [183748, -402783, 31108, -105909, -16262, 2098, 84060, -98937], [32989, 280771, -78756, -32145, -99731, -108271, 33865, -54752], [-622691, 88907, -54176, -184481, -102687, -80499, -72242, -29656], [-110519, -144947, 60116, -51693, -42305, 82901, -161894, 125020], [-1315044, 234159, 42452, -109747, -22194, 56454, 64916, -165023], [-2220612, -542338, -28888, 17838, 45218, -27286, -28647, 33144], [4266922, 162724, -22884, -15608, -93760, -78820, 25396, -27712], [488950, 556750, -20884, 195132, -13868, 69902, -20471, 23062], [2389887, -359224, -4804, 12606, -43477, 27967, -18409, -137581], [2995664, 18849, -31104, 21195, 39774, 172014, -106170, 53895], [1768431, 349665, -128256, -2169, -12969, -16419, -182472, 12780], [-2275336, -53037, 44288, -18063, -5134, -191662, -12000, -13539], [3853792, -234632, 102452, -60864, -1030, -121474, -37068, -204810], [1075688, 29424, 91060, -17478, -29814, 88464, -207351, 190302], [5125942, 13318, -201286, -21570, -121262, -115306, -4226, 30358], [-1946437, -24107, -35988, 143559, 219597, 113211, -77916, 126738], [104275, 109866, -7522, -20648, -7439, 31057, 357097, -60727], [-4109918, -18947, 136202, 83655, -117118, 115958, -107754, 169701], [3178101, -819571, 37864, 143097, -81265, -18437, 56357, 56864], [-5850, 140258, 63392, 142170, 70718, 183622, 174110, -174760], [-3758297, -219197, -40496, 4881, -74993, 135617, 122038, -156170], [2219996, 275322, 241860, 48358, 216818, 152054, -75926, 271544], [-4686194, -367388, -111540, -242070, -143276, -235822, -31085, -329492], [570, -196228, 67500, 121884, 146582, 236146, -122584, 191054], [3963770, 553734, -36220, -34902, 58496, 70232, 340614, 67938], [4395795, 917771, -112632, 30939, 11603, 165391, 198488, -248950], [-1384910, 141758, -248292, 97890, -204750, -94386, -297768, 90300], [-1973002, 109080, 62368, 13076, -151420, 150848, -460738, 208420], [-4474180, -652877, 95724, 362217, 77922, 117138, -408660, -47631], [1210315, 15808, 117880, 22782, 148699, 206351, 179719, 153823], [-2017485, -122473, -32628, -255585, -197539, 733, 143753, -113668], [1348987, -661253, 301136, 300663, 33269, -18319, 39624, 294396], [227566, -566849, 396832, 195665, 275804, 67244, 304964, 190315], [-1386242, -512903, 174252, 93855, 10996, 233180, 440602, -198599], [7056745, -81274, 196460, 60536, 229641, 358617, 32741, 11743], [-1317039, 1782539, -4272, 59667, -243937, -250277, -177580, -47698], [6394835, -838105, 57148, 400779, -128189, 195955, -568407, 245874], [-6301920, -798157, 260972, -16671, 61946, 133738, 198704, -135199], [-374593, 48306, -121520, 158004, -29589, -136041, -437163, 198393], [719122, 1178212, -230568, 168240, -66338, -237490, 43633, 75826], [-9364211, 658993, -61160, 68465, 46373, -57343, 305009, 98410], [29976, -557179, -197318, -341589, 365564, -258824, 102404, 226151], [5241830, -28044, 390464, 339030, 188562, 16824, 13083, 172950], [-288740, 107374, 144000, -8258, -41782, 155690, -31184, -198448], [1674713, 1748010, 116734, -14580, 149931, 364827, 210759, 228003], [-5196132, -212154, -58728, -345378, 267330, -18174, 98133, -159072], [5620166, 579168, 119056, 68436, 331314, 221946, -137211, 236298], [-5940307, 878979, 79328, 411801, 228293, 19451, -200730, 229140], [11477440, -1973548, 29768, 511220, -174210, -81054, -597544, 394594], [8747378, 388398, -194028, 138474, 121566, -420150, 665448, 137856], [375852, 1553874, -272544, -714312, 48204, -267258, 532107, -369738], [-4105815, 318167, 27508, 186963, -56239, -263771, -430267, -73696], [-6053292, -603656, -344580, 154706, -5186, 72220, -170623, 454498], [9458237, 990513, -254520, -299763, -310401, -354213, -327120, -30420], [-3915442, 1763004, -275990, -285172, -15100, 55736, -49486, -300002], [-8143254, 2664080, 7084, 56796, 452228, 256456, 507674, -362128], [-1738990, 443504, -80964, 426236, -368624, -159428, -858232, 99340], [6921041, 1137435, -193900, -67851, -207981, -93423, -249810, -558834], [-2674851, -1038539, -5256, 69473, 396817, 429817, 125945, 14698], [-4434039, 1906028, -202536, -301854, -77959, 188185, -474349, 160769], [10122186, -2825710, -82720, -296214, 181928, -270316, 75240, 506874], [-9513449, -1256063, 14904, -98763, -173045, 258311, -48296, -65096], [12850590, -753935, 35134, -222069, -192086, -115586, 387270, -420627], [4504346, -3227847, 119536, 427275, 112656, 148260, -211032, -20271], [-10527217, 294591, 9456, 215131, 106739, 55043, -63803, 63254], [11595962, 995934, -703144, -853938, -456726, -840870, 150330, -425880], [1435326, 2604506, -427028, -349378, -82708, 54548, 145118, -311414], [-11926350, 822032, 275228, 692844, -473152, 495628, 350492, -532180], [5014871, -998401, 47448, 314315, -100943, 71197, -998908, 17140], [1144659, -711513, 741368, 48479, 179907, 765327, -387298, 193126], [-2368155, 660639, 179268, -766953, 79479, -595797, 504243, -739890], [-636040, -1595412, -211288, 268092, -182592, 345000, -659526, 393540], [12983936, -69296, -145460, -80180, -257124, -27864, -156080, -413056], [-7378077, -2612696, 593180, 377902, 123067, -80705, 160903, 187427], [-28290578, -361500, 93516, -79804, -350294, -197426, 70640, 38218], [9120977, -1306053, -197496, -263421, -38727, 47961, 816687, -208440], [3168131, -2227992, -577148, -98190, 217515, -17349, -10125, -117741]], 'char_orbit_index': 1, 'field_poly': [275908, 410640, -260319, -18583, 12633, 256, -199, -1, 1], 'hecke_orbit_code': 4503599728033823, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 12432384, 12432384, 1308672, 24864768, 6216192], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [50, -1, 1, 0, 0, 0, 0, 0], [-31, 75, -1, -2, -2, 1, 7, -4], [3585, -124, 106, 31, 29, 15, -7, 12], [-4243, 6060, -221, -245, -339, 47, 897, -560], [280872, -14532, 10467, 5009, 4199, 2432, -1840, 2296], [-516454, 514413, -31102, -27770, -41274, -2452, 96156, -60428]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [-50, 1, 1, 0, 0, 0, 0, 0], [108553724, 230792788, 10748347, -7619468, -752733, 28965, 7594, 375], [643617404, 35403732, -121383589, -1759756, 3039811, 62853, -19862, -617], [7452188, -29569932, 6416003, 97556, -180629, 17373, 1114, -161], [260217876, -580550500, 20777401, 35939452, -1111055, -734361, 10926, 4621], [-35821076, -240654716, 42813879, 16630116, -1272353, -323607, 9170, 1891]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '31.6.a.b', 'level': 31, 'maxp': 997, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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

  
  {'ALdims': [5, 8], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [0, 0], 'Nk2': 1116, 'analytic_conductor': 4.9718984142024, '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': [31, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 13, 'dim': 13, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663327, 'hecke_orbit_dims': [5, 8], 'label': '31.6.a', 'level': 31, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [31], 'level_radical': 31, 'mf_dim': 15, 'mf_new_dim': 13, 'num_forms': 2, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 13, 'sturm_bound': 16, 'trace_bound': 1, 'trace_display': [-2, -22, 56, -20], 'traces': [13, -2, -22, 202, 56, -72, -20, 237, 989, 797, -664, -758, -288, -795, 78, 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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: 24999
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '31.6.a.b', 'source_level': 31, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '31.6.a.b', 'target_level': 31, 'twist_class_label': '31.6.a.b', 'twist_class_level': 31, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 25000
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '31.6.a.b', 'source_level': 31, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '279.6.a.f', 'target_level': 279, 'twist_class_label': '31.6.a.b', 'twist_class_level': 31, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 25001
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '31.6.a.b', 'source_level': 31, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '496.6.a.h', 'target_level': 496, 'twist_class_label': '31.6.a.b', 'twist_class_level': 31, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 25002
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '31.6.a.b', 'source_level': 31, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '775.6.a.b', 'target_level': 775, 'twist_class_label': '31.6.a.b', 'twist_class_level': 31, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 25003
    {'conductor': 31, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '31.6.a.b', 'source_level': 31, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '961.6.a.c', 'target_level': 961, 'twist_class_label': '31.6.a.b', 'twist_class_level': 31, 'twisting_char_label': '31.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 114700
    {'charpoly_factorization': [[[420336, 115128, -240688, -30550, 10963, 903, -178, -7, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 2}
  • id: 114701
    {'charpoly_factorization': [[[4699378944, -36796032, -180929376, 632448, 959544, -2256, -1726, 2, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 3}
  • id: 114702
    {'charpoly_factorization': [[[6147184721424, 596790808368, -12826806008, -1905236564, 2175545, 1063324, -5962, -128, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 5}
  • id: 114703
    {'charpoly_factorization': [[[3372839891163008, 83430584930848, -11908436793868, -35656944380, 1695953045, 3708292, -73034, -88, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 7}
  • id: 114704
    {'charpoly_factorization': [[[-2909029513724375808, -257256842660098944, -3313667790193952, -5539344693856, 73734472496, 180915176, -477250, -574, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 11}
  • id: 114705
    {'charpoly_factorization': [[[1840726155931712078720, -9056657666797563776, -202044523636303744, -152825836599232, 1392841549072, 68352704, -2191106, 122, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 13}
  • id: 114706
    {'charpoly_factorization': [[[1654519679526228675811584, -461407330311301423872, -17755967430520083776, -9983443591536000, 18341678143680, 9114004320, -6831444, -1932, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 17}
  • id: 114707
    {'charpoly_factorization': [[[-4460874616811233580998400, -31040567085470442922240, -18448733921107697120, 38917671768094608, 24794211679149, -14829301860, -9009326, 1796, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 19}
  • id: 114708
    {'charpoly_factorization': [[[182057026428924659158745088, 643944971071414626582528, 817560808748840965120, 387832303099094528, -35639791908208, -85353657568, -14871052, 4136, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 23}
  • id: 114709
    {'charpoly_factorization': [[[-4064779274097008628305136000, 1320426479937635750465280, 8204262971091614136320, -6843524244698121376, 996184348640512, 360465238128, -73621426, -5050, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 29}
  • id: 114710
    {'charpoly_factorization': [[[-961, 1], 8]], 'hecke_orbit_code': 4503599728033823, 'p': 31}
  • id: 114711
    {'charpoly_factorization': [[[-3520114621056640184232179804288, 1996334864716407230181825920, 603286974861033477865312, -154234120397702743904, -11978525744058184, 3442611097384, -10302182, -23674, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 37}
  • id: 114712
    {'charpoly_factorization': [[[2917534491638017972983509849952, 62021921757607346772877296, -1510933265715097977308756, 545637906357175978288, -62503445551590487, -562036080668, 630613298, -44828, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 41}
  • id: 114713
    {'charpoly_factorization': [[[33997835482046564173483228065536, 9218678044539133773228819328, -1650636478811197889896480, -495152149308019864672, 22728182431094728, 6523558980368, -280651694, -21058, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 43}
  • id: 114714
    {'charpoly_factorization': [[[-3692986255084299676767645321756672, -1758284149641851537887042068480, -163550275573768385943645184, 5315581780815527996416, 913933804322310208, -880143845280, -1642513708, -5348, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 47}
  • id: 114715
    {'charpoly_factorization': [[[859579533822116208934538773702656, 523464178446535706869284191232, -59279662430513425494760832, -4694505398164251068160, 500679445288477368, 11067886724376, -1328251446, -4926, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 53}
  • id: 114716
    {'charpoly_factorization': [[[-128143788434537834875709425180800, 458197027608398709958327091520, -49362665829692513901066680, -4942789632824534791764, 433637273259386469, 16747622134260, -1183303662, -16944, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 59}
  • id: 114717
    {'charpoly_factorization': [[[5224442212632837168605782811401600, -3417014184368081149942760439424, -69443373252461731904384000, 33784326271261063342464, 257179235200115760, -95741252911344, -603075362, 73682, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 61}
  • id: 114718
    {'charpoly_factorization': [[[96098308583718618679060487049576448, 13976839889905923506040327372800, -115618105930323456771817472, -98539967862545579720704, -4464167459302095872, 18864963090560, 5667625552, 134768, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 67}
  • id: 114719
    {'charpoly_factorization': [[[-54428560919855505238657457957498880, -13029706788392256991336120814592, 2225837097317184094338532736, 5960562761293449188240, -9843162232302580235, 315708640698732, 1159422218, -123724, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 71}
  • id: 114720
    {'charpoly_factorization': [[[-2894814052089177418370175883737524992, 480452474859911471369581561948672, -2514404580728562040235696128, -807630046908057114426752, 9292236939264168992, 423882951792352, -5627401568, -70792, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 73}
  • id: 114721
    {'charpoly_factorization': [[[-89025417678932426851759668345344000, -172458610250671841501787831577600, -6193306990992852913029057920, 311476695107623476493120, 11623248429461427536, -170963251251200, -6531843212, 26036, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 79}
  • id: 114722
    {'charpoly_factorization': [[[-3539861991157672114353255047392217856, -600258320871734158044778775894400, -19498307483682410638775581088, 568715852569820957831904, 29445483482708326320, -16817467740504, -9791787834, -21882, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 83}
  • id: 114723
    {'charpoly_factorization': [[[-225364836255642860850676911981139200, -73742444464212978173409234136320, 12991526494537807811200767040, 928386329341290058919936, -105220799179853216032, 2227260017979248, -6495724972, -164392, 1], 1]], 'hecke_orbit_code': 4503599728033823, 'p': 89}
  • id: 114724
    {'charpoly_factorization': [[[34422691430731473219119036011060029536, -2084312869632854064277554631986032, -42867093087154725572252946964, 3457421853924939898167416, 18856684551334365601, -1565450006864764, -10668527078, 131948, 1], 1]], 'hecke_orbit_code': 4503599728033823, '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': 2, 'label': '31.6.a.b', 'level': 31, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHECw6SB3r8AAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vCTHed6Lf6uq06STz+ZdLBbABmQQmQEkmKMIRlGkSCpQsqxgX91rS7JsJV/pSuLPkizrKpKSKIqixEwwgQABEkROi7zA5hxPPpM7Vf3+qO6enrNL2ZbpC1L2fNicmbOLPTPdTz/1vM8bSvC/H9+1x2e/fC9SitXP7D06alJj1k26eK5k56E2N10+IW64uD5/z+Mp6yYXJq/eccI8tXc9gSdZPdmlXkuFlhctgzkzue5lAGuBJaAnhHihv9r37cN5oT/A98tj/+HTAOdrna42CN3tRXzu81/gonUn2bx2gUB5HDz++XjRvOjXe53FNzvCxCdOe6yeEMTdPu3lxDtxYu4vj50QiLT/48dGOtGpM3OsnYSj/YiReur2k8Nf+S9/s/vXnzv+RfGff+NDv3vmxKHPBMlTOzvLe5TBByGkku4Z4FClvu6FPiXfF4//TQ3f4fHcvlmMCMZcfeim3tJTKCnjE4tjP9/uy9dIYYjihMcff5J6ZYkL1zVZaiuOzVRAhyRxwnjDsOeYxyXnp5yalYyPJDRqPgdOOaQ6ZqouODkfc+kWzb5jkokRjed5BIHDoVnJUge2rkq4aNM423ZcjsHFUdCNnG/sPtT/g1Sn7s0vu5QLN6+/B8IlIVa90Kfse/LxvwGePRYX5wBeV6uHFxw+3Na/8Yef1u97feP8dn/VL3XbB6kHHoeOnabVmieKHRa7ktR4BK6h4RtmWgn7TvVZNxEwWlEoETM14nHRRkW3D0KGnJh16Edwcl6g8OiFMRdsNKwe7yCR1KoRa6bb7DkywcJShVqQ4jsx3b6m2VFEScLY+BS1+jqUE3Lp1vN5cvfc79yw7fSh9Rd+UMZiVK6bVgeM4faRkakX+pR+Tzz+lwf47mfvRQpx0+Jy/Non982/85Its9uijstHP7+PGy5dYm7W5ehsl/VTiqoPU6OaE4s+Shqk0KwdSzk6E1CrGnYeCOmGgsCD+WU4f8qhWvFZPZVw06Utnjs0ws7dguePJtx4Scq6SU2tJti4eom5JUXgQy80PLFnknpFcnDGY814HynAUymnFxQjtQRJyrpVMXPzdXpGc/MVNY4sXkxQT7npypE9J+dWfTZK5B1CcM/rX/vyF/oUv6CP/+UA3u00qQT++Okzc//Pn378Dm/PkV3pT78teNHiwujVn7hthrXTR3jllVXuenSMXrrMa652uO+pgC0benR6LqcWFWEs8J2EHRtSVo2HLLQlTx0cIU4EF63rM9NWXLalx77DLq2+QxTCtTs67D1epVGJ2H3C4fqtkigOafUdnjoiufK8lGbb5YL1EVEseeaQYL4dsGYMtm1s4zmSKIbTiy7tMOHCtS7fftLwyms6hL1Rbnuoy8uvWeLKCzby8J51LPQ7O9/76pnHp8evVuPrXx9VG+O/nCbR4sT46At9Cf4/ffyzDzIPHTqC6zriS7c9gPaNuv2++/7k0vX9rU88dfqlxw6fVGdm2+w7fJzV9VE2TNR44sAkN125yIu2GW5/tM5jB7qct8ZwatZh7bShe9IQG0MYuxyfk6yaCBHCcNH6kOcPOfhejy1rPM7MuYw1BNfviHl6v+aZgw26cZtNqyMud0c4OQ9P7auwdVPCxkk4OCOo+DEIxb4TDoYYaSI2TBnqFVAiwlUuzR5smFYcOSW4enubsWqNbzwraIzG3HhJg8d3wf2PH2TDxtbVOlRX7957iKMPfCENRjfsuO5y9j731N/8dBxW0w3nvwytEzO9esMLfYn+pz7+WQL81OkZEI4U6VJw79d/Kbzqpt/8N0mavv8r39gVf+D1R7f3gkrQXKww4kPYVTyxT/L+V3e49II6pxYC7tzp8/aXLnPFlgm++aTHBRu6rB6tc+RUwrXbIvYc9xitxYBk15Eqa8c1C0sODzyX8sB+uGyTYccGyWJbcN/zkpsviRmtKZbadY6fdlhuGZQb8YHXL3H0TIPltuCqrX0uu2AOlzHOzE9xfA52nKfpRZLDZ3zGqg67T0i2boB2W7J10zyb1wZ88zGPIws93nGTZmZ+jN1HoBmlXHlBDGmVPQd7PLN/t9o7d/jlTzy/eP0vvDu4NtQvdcOw/7c3vvnf/Kc9e/b7a1eN9qM40VOr1r7Ql+67/vhnJVGMMQDyxGx79NTJQzesGUs/cuLYvuSue/dPPPncTOPZ4wlT0/P82ntDdLqOp/ZVeWpvzL4zPV57Y5OXbK/x9N5R7nkmYnSiw9teLHl2T537dvXYviVh/XgFTA/hCFzpcOC0w3QjpRka6kHI0dmU546n1NUYr7mmw9JynUeeN1yyWXDhxpQ0ERybc0lTzYXrBRefH/PIc4LFTpdXXy2p1E6x90idI6fHqPqCdtdlciTh4GkPzwlRUmG0w4bVi1y8SXHvk2PsPBTz1puarKqNcu8TAU8e7nL9FUu88RqPA0eneGqv5umDMR3Z5lffP8OGsSn2HZ9mqTfdEsH5C9u3XeismeInLrhgy0OI0WWj0VL984HFPxsGP3xsgQNH5s5bWDi0vlFzP/vQzm+M3LDpeO3wUYlMPcbqgg1j8OzRMe57/gy33LDMhlUuzbZDq+fz2W/WmKi3uOwih35U4/5dhi8+0OUdL20SBHWe2O+ydqLDRMPj+IxDq5fS7faorXKJtcN4TbF2TPKyS3o8uT/BkQLfS/CrCTsPKWp1l/WTEWEC6ybgyq1zNLsOYTJGrB2ePSJ5et8mfBXgeynOaEgvhJFGj81Aq+NxfDZlYrTL1EidOx7xePZYxC0v77B+tMEDTwc8c7jPji1L/NArUvYdGePgCcGJ2YTTTc2bXt5ix4Yaew6PcGZecOD4TOPwiaONj3/pMX707eOf6Ueva/pu+M4LNl9wwiQLR4Qz8UJf0u/K4/v+Vo1Tg5Js/dzX7l07Ejh//sCTz1xY0feojWuavHhrhd2HV3PkdIWjpw3HTkfsO51yptfnF9+zwA0XjbJz9yR7jsCT+2Mmp5a48sKIrevG2HukyqN7Uiq1Jpecp6l5NfYfd5Bun4onCDzNeFVwesFloalwnJR6Jcb3FL4XcWxW4ciQHec5PL63wo2XLjM62uIvvlplqurz4h3wxD6PHef3kMLlyKyDr1yCQDMWpLgOzDddTi4oRmpdKh54nsKTDgdOGqrVNtvPg7o7wmPPe+w50WPr+YtcuQWmGlM8scdn79GYnQdTXnTpPL/0g10Wl9aw71iDI6cEx05HHJ9NePKE5rods+zY5PLDP3B9Ojp+zYHO8u53GfTTl17zEy/05f0ffnzfMni33UQp58KZ489cfuBY+1/v3n3gpiMHdnP3U0sY3+GNV8NVm7usmerS6Tt0+x790KUXGTqnKnztkRo3XrLAlRcpMGMY4/LUgTE+trfDO25uccP2mMnRGjt3j/GNR/qsmeyzbZNgesTh4CmXbj+m04VmR+A4hnWTKSiJlBG9ruT0UgC6wvRIxAXrujzwjE9IwtteEpNGVQ6ckEyNOaybEGidMLfk0OqH9GKPdsdjw2TIRKOPUhLHEcSxw8ETMDXW5frLEtaOOew7OsL9e+DUYpurL2vznpenHD+1mif3+uw9mvDkoZRYtHnTtX36vUmOz1Q5syCZW4pZbCWcWJJUan1eeU2LV18piZcfUQ8/f3rrutXVT+w54v/aw48+6229YNPOOE72r1r9/cno6oX+AP+Ux9PPHWd22T+vs/T473eWnvq1e+595LzHnjxEpxtScR1mF6s8dcBj3ZoWL94RE8U+SeqgjcIYgYvm6BmPI/Oa89a2WD0GVT8gcB0UDk8dVJxZ7tNoRFy8WbN1vU+7E3BiTuA5MbFRnFpyOTWnaUUCx3FYNZows6Q5ctpjrC4ROEyPxyy2DZee10fKKqcXqly0zmffUZ/j84Yd54XMLErixKUXKbZuiBHC0O5KVo0mTI2HTI9HuBKaXYXvw0XrBUtLdb75eIX9p/qMjzd5xYt6XL/V5+CxaZ7a6/HcoYRDcxH10SY/9roOF28a4ejpUY6dcTk1lzKzEHNsXrB/XvPWl87y029JEHqKk7NjdHuaM7Pd1UfPiB88fLr3zkqgN+3Yvuah//CLP7v8f//W77/Ql/6/+/F9JVHufnQ/WlSnAo78a6e789KZ2fYtSXcvM4tjHDzhMLsUsdhMmVk2HF4STE0u8+9+cJ7rLqpz+NQEx85UOTGrODWbcuxMzKE5jVPt8I6XdnjTtR7Hzkyw+7DPgROa3cdiUtlnw3TEjZdqNk1Ljp2pcXxGstjS9BONlDBWh6mRhMWWQ6ujGGtEOMJhrJES+DGP7PY5f7Vmaizh9HwFV2lOLmimxwznr4l4eLeP5ykm6qBUzGQNljqChY5guqEZb8RICWGkWGw5HJ1xODaXsGl1nxsuTVg/5Vi35HCVgycMzx9NOboQ8roXL/H2l4ZU1BhHTo9x5JTDqdmUU/Mxx2YNe+cM114yxy+9u8nqkVFOzo0xs1hhfslhZlGw72iPE3NdXnLtVpzK2Bd/6O0XP7t1y5o/RPfnhLr0hYbCf/Pj+4bBP/EPX8GErcau5/b/6e33PvRTO9bt2iGTDr2oTpw6pNqyszYagUEZODwTsPOA4KL1TXZs0oALKKR0cJTEV4bZeZc9JxR93WPbphZb1mmmxhxWj3l4wmeh6XP8jODwacEzR+DI6Yi5pZBmO6UfuwSex1TdsG46RoiUXuhw3uoYVxliLYhTj4WWpBe6eI5AGM3UqGZyJGWx5dPqCfqJy1JXsHpEs9DUHJtRBK7H6nFYPxWxaqLP9ETI6omQ9asMG1crtm9wqagah481eHiXxxP7Ep45GpOqNm98SZNbbjRU1AT7jo5y+JTDydmUM/Mxx+YM++cNV18yx6+9b4kNkyOcnBtjdqnC/LLL/JJgsZnS66cIFLsOLHJsfmb7TTsOvrTfNOcdPiLv+Jmf+sHoz/7i715oSPw3Pb6nGXxhscWJxR6NwPntCf+ZG88c+Kr82Fe8G7947yHnz35hmen6JMdm6iw2feaWHeaXBYvLKYvNmIVmyullOLQgmJ5c5tffv8A1F1U5PjPOqdkap+YdZhYMZ+YTTsylzLYTRsf7vPjSDtdtA09W8JXPzGLA6XmHM4uCbghJogk8TS1IGRtJ0MDRMwmtDmxa5VKrhBgjQHh0epqNq0MWlh0wVoosdyBMwGBYbEasm3Zp9xRCGYQOaQQuG9f0We4Kjp5ySLXDRENSDwS+C0ki6IaSM4uS0wuGmaUE3++Dm3D9jg43XiyYalRYWGpwfMbn1DzMzCfMLCacXISDC4YX7ZjnN96/xJrRBsfOjDOzUGFu2WN+WTK/lLLYillsJiy14dC8pDG+xJ//q3me2nd58rkH6g/+6594lX7jy7c8IOCXhfzeLvL6ng0yDz33aSbGG8zPz//Wn/7dN3/+9My3/FdccpKbX5TSaPTZtCpF0mWs7pBqQZwKUu1gjMIABkCkSGk4ND/Gb/yd4Ld+bIYrN0fUK+PUKnUaVZ961WW0oZhZUJxZcvjmQwG3PZBw4YYu285PWFzqsX1DyHteq4kThcDwlYcDZpsBlTTkyGlFp1PnsgtSZlsJu/e6XLRBsv8UXL8Vmm2ItIPvREzWYN/JCtVKjK8SRuqC5TZcu73NwRM+F23SHD4V8txB+++5G/ocnDGM1EMWWxFf/WYVIxRpmnLTFV1uuNJwZtnlyi19tqx1SeIG3V6F3YcCzswL5pZSZpcSZhY1xxYFM52IKy5a4Fff22G6McbR06NWliy7zC9LFpspzU5Mq5PS7BoWu5LFUNCaN3zunoSHdh11xsd4WevkIU7uuTD84K+MBH/wF1/SxqTR//kv3vZCQ+acj+9JBn/kvk+jzXrlOvt+9fiJpX//+duPqQd290i9kIlGh6l6h198T5MXXVjlzMI488s1FpsBi02PhabDUhuWmilLrYTFdsJ8E44vCZxKnxsuXuTdL4vYPF1judNgdrHC3KLHfFOw2LQSYamtafU0rdDQ7SdMNGI2rtKAwHcNJ2ZdhPTZNK3YvNawdrrLzFLI0/vrXHWhoVpZYteBceq1iChymRjT9PqwfWOfT949ytYNCWFomByRxGmPeuDz3JE+FbfGFRclPHMoYmbBY92Ez+Y1sHF1hFIxJ+bBcw1CGDatShirS9o9n07XpdV1WWwpFpdhoalZbKbMN1PONGGhn7JxXYd33zTPDdscArfB6fkG80sB88sOiy3BUlOz3I5ZaqcstQ0LHTjVVswux1y//RT/9j0LjNQ8RisBRo/x1L6JcP/M+tb0mvV/8rprtv/HnXuPpu97z/ceyL+nAL53715qtUrluT3HNp449vS7Dhw9/psmPkWrWeXpA4ZjS4IzHUGn3+eqC+b5vZ9a5PLzK8wujrGwXGOpHbDYdFlsOSy1YLmtWW4nLLcTFluGmabgVMeA6HDLS5q8/hrN+WsCoqjKUjNguePRbCuWOoJ2V9APDVFiSFNQ0uC7UPENow3D9HiM4/Y5eDri2QM+Oqnx2msjHHeZx3ePcN4a+PqjCS+5xGe22SNwFEkaMz4GSeziuAkLC1VefGWLrz9UZ/Ma2Lk/xKXKa67RJKLHswdTDp8IcKTHqjGHsZqg4gs8T6AEJBqi2NCPoN01LHc07a5muatZ6Bh6acqm9V1ef12TW26MQNdZWB5hdrHCQn6emrDcTml2EpbbKUsdzVJHcKqtmGslXH3RDB/+qVku2+zS6jRYbNU5OTvCk3s9ZppNLt+xmkpw3n+49OLLPlNtbDiWxP3elgsveqGhVDy+ZwD+4M49JGLaa8i9P3Li2P4/+cxXnxJ7jnZkzReMVQWdPix1YKknmO1J5jsR11w4y+9+aIGrLqgwtzxqQd7yWW57LLUdltuC5bah1UlZbic0O5qljmG2LTjd1IyNdnnVi9pcvy1h0ypFo+LSagf4rgQUUSLRWqANdPuA0IzV++w/adAm4s6dNcJuhQvWedxwaZdYL3PvE6NccaHL/jMdmksNrru0yzcf91k1bth91PAzb22x+4jPqnHJXU8obtiuWOy2OHR8nCsuirj32R5JWOX6HR5bNvTpJR2+8biCVHDwhEOj6uAI6PYk2ghSbYgTQGocT9PsGGr1mA1rQm7c3uVVVyVM1AJmFkdYWK6w1LLnZqklaHag2U5odhKauSzpSM60BXPthOu2zfJbH5rj8vN9FpojNDtVWp2AxZZPpycZa/Tw3ZhTC+OaytVm+7bzf/qqqzZ/rLu8ENXGLn6hIQV8jwBc6740aedNzz/1xQv2H+XDpvOQ+8iuEU7OpoRRijYQJ4ZOaGj3BMt9wXxfcqaZcP22WX7nQ/NceYHLcmuEueU6zXbActtjuePQbCuaXWh3DK1uQquT0ulpml3DXEcw14E4Dbnswh6rx1M6XcPrrgs5b7UmSSWONEQx3PN0wLHZgDVjCbsOBqCrbFuvuHKrxg+6PL6/y9x8jYvPq9EYXeKhZ1yuvjBgobvM0lKD1asNj+5WvPcVHR7b7bB+2mW+02RpcZwrt3d5aFfKeGWUiy/oMNts8ujzo1ScGi/aarhoYx9kh6cPC6bHY2bmYu592qUfK6SEVBvOWxPxqusi2h3F2jHNlRdCFFVZbFZZbPosd1xaXUWzI2l1oNVNaXVS2t2UVlez3IXFnuBkU9Dsh9xw0Rz/94eWeNFFHrMLozQ7Fdpdn3bPpdNziGJ78/ciwdFTKQ88F/Lj77k2Pjzn/sKP/uCbD4yPVL8aeK5+obH1ggeZrXaf5Wby/kd3PvkHxw49Pz5ZmWGsEbBxtYMQimYnoR9q+qFGCI0UBinBkRolHB7bv4pf+kuXt964yHtescjmtRFnFhr4XoWK71H1XWoVh3ZFUu+5jNQcuv2UTi9lVajphYZ232dxLuDEcUOUaE6eSfB9Awg8ZXCkoNtTCFySrsPl5wm2rDVsXNclTNvc/phiz4ExXn2Vz5Xbl/j47QZPVDlvXZdnHlKsG1VMNroEqkIUu8y2oRY4rF8leGpPxJUXVXjZFfP8zdd6eG6dV15rcP0u33o04uuP1Hj+cIXz11Y5b03K1FjE5smYS85LUUrjKBtSV32fqVGfKHZpdz127XdtBren6PQlnR50+oZO1373di+l0zO0eoblHsx1FWeWNLVGk5993Rw/cEPIZZurnJ5rZOD26PRc2j2Hbl/RCwW9vg2ST80l9ELBx7/4mPuiS0f+4PTR9Ytj267++ajf+xsvqPyvC3Bj2kD64wd33/fbD91///i+o03e+1pIU4/A14w2FEI4OCpFKZASlLQgd6TBlQZfSZ45MMmT+6vsPzXLW2/scOOOPqP1BovNKrVWQKPn0ek6tLOL3es7dEOHfmjoR5ooNsSxIUntESUeRoNUAtcRBJ5gtC4Yq8PqSc36VV0mx5rc8Tjc96SL1CO8+iqXy7e1eeD5mKjf4IbLBc1ej9mFGtdfpJkc7VJxfPqJYq4Vo7Tg8oscqvWQJ/YGvPTKEa67rM0TexWYEa7a4fFjb1zkm09F3PVYjd3HAjZOKVaPVxirVxmpQ8UH1zEoCdrA7sOCNBXEiSBKIIyx3zFM6WUk0e1ruqGm04NWCHMdyWwbQt3j5isWedONTX7olZokaXBmvkarG1hw9x06PYdOX9LtS7p9QadnaLYTwijFV9APE9ZV5/nGN+4af+5Q8v973ate6swu9v5yevyFA/kLBvBjJ5scP61+TPa+/tud2TunL1ir8NQop+bqjDUMjjLUAoPWEiEESgqUTFFKWOZy7N9xlabiCOa7FT5193q+9WSLl1yyzPtuXuaSzR0mRqssLFdp93y6PTcDtrJHJAhjSZwIksQu9bbi1gaVjgOBB9WKZrwes266S0KH/SdjPn1vwKHjNUb9ClfvcLj+0haP7mty58MNrr0wYOOaLp+8W6CET6Mes9wJ0QaUgKlGl1bbQycV3vSSWT719SpbZgJef22XKF7g3mcniNOAa3ZM8/qrW1y4ocm3nujyzPEqTx/2WD8uGW8Iqr7Ac+1NKAUIYdAGtDbESXazxoYwtjdyP4JeBO2+YCkULLZBOH2u2LrM+161zEt2pEw0ApZbNZbbFTo9y9qdnku3rzJwC7qhoNc3dHopvTAl1dCowGjd5eAxh0OnFpl58M7pfpL89o+9+yXGJIt/JZzx/zUA/qu//3HWToxx69fv+sBTB5Y/fO3mOydfeWmL89evplGVxKnAaMtMFV+jtQQEUiqksiB3pMBRGldpPMfguYaKK1jqKxaWx/jMt2s8sqvDDZct875XLnPFliYTaYUk8en2Azo9l17oEMWKOJEkqSTVAm0EAoMUBt/TVIME34vw3JCTCyFf2yk5cMLj8IkxlPbZssZj+2bFVdtaKH+OZw/WWTda5eLzYfXUEoutBpeskyTacMdjPmFXMlpLeM01fb56b8yxM3W2XuByernPc4dcNqwa47LNczzwTJuHnhOEkce2zeNs2+CzbX2bg6cXOXASHttTZf+hGlVH4DuSmm8IXLvCCcAYe7MmKUQJRKmgEwpafUErhkgnaNPnRRe2eN+rWrzkkpQ14x79sMFC02rtbs/LitQU3Z6yoA4lvb7tG+2FNtvZDzVxYhACmh2YX46ZaQoOLy6yd/enprsnd3/4+PzG5NDzX/p4r3uCi6/+l/98Af6FL3yBt/27u/nwv7r2h+5/8vh/ueux46P3TUVcdX6fNZNNlDR0+y79SCFDlWVrQEiZMbjCUQLHSXEcy1yeo/FcQ+Aaql7KaCBohy5LrTE+f1+Du5/us2qsy7tuarJtQ59+r8PFmw0bVivC2CVNFamWmBzcUuM6KUdnDIfPCJZ7mi8/UOXk/BgmchkLFGsnHDatdjh/HVy8pYWW83zkqzUWF0e4dpvDxVuafOtpgUhcpscktWpCN/aQRoKRKMej2RfMLAp2mCo3XdXmwScqrJ30uPbicX70jfN87OttHttbo9N3WVius3ltha1rulxzUZu3vbTNqcVFvvyAz0LX5+hpl5MnPVwlkFIiEGhjSDXE2pAmmrGJmEt3dAnDmG0bQt5xU8j0iGK87hPHAafnAro9j25oV7leX9kjsqzdCwX9ELsShJa5+1kM04+yVSI2dELByZZg7VSPd73sBMszS5NRd8d/abIlvubFX/37L936eX7grW//5wfw5eN/xMj6r4j7xm5657O7Zz86kpysbp8U7Juf4CuPdPjJN7QZayiUDFDKQ0qDlAYhHau9hcRRAtfJny0QPUfguZrANVRiQzUyjAQpYxVBN5K0oxqHT9T43b8fB50gkoSrLu2yeXVEkoA2GmNsEkcKgVQCx/XYe8xj94GAWuBQ9ySTVcHUhGR63GHtlGLTmpStm5ZJxQJ/9MUGR4+Ncu1FLtvOS+klbR5+1me04jIxYhitR1QrVgppLWn2FYsdw0Izpdmp8OKLl9m5u8ueY4rRRsA1O0b50JsW+ONb4YkDNTo9w3LbYWaxwerJKtNjfTZN9Pk37+zSqDZ55jDsPS5xXYNSBiE0YOz/DCQJnLc65YZLEtLYJU58jKnSj1zOzHv0Qrui9SNVyLdeJOiHgn4k6YUQRlbLh5HO5I4uYpheDP1I0IlgoSfpJAkfvHGRteM1Dp2c5tn93dFQtD768K73JD/7l73P/p//z9+Y3//lD/7zAfjvffTveNN/PF/9zg+bW9aNPvfxk0Er2HZenSiJODgLT+93cZwm9aqHMWTgdu1oBmlQ0kFJY8HtCBwl8FyF50rCSONHKWFsqMSaMNZEkaGRQBhrwgSiRNCPJWHqE6cBew7UeHoPpMZgoW21sSvBU7bmo+7DxWusthypScbqiolRh+lx2Lg6ZM3UMrFZ5I++OMLBQyNceb7i/PWSLeuX+PZzCTMLI1y1WTLW0AReD1/6GCVIUokwhiSNWOoEzCy4XLmtwuUXtXngiYBVY4JqUOfKizQ/e8sC/+VWzXMn6yx3NMttxdySw+RojbFGhbHGCI1qzFQtZtOVEb6b4DoJSqVIYZc/g72p4lgxO+cQJ4o4UUSxIoyz50gSxpIwkvQjSRgJG6BGgjAyhJE9r2Foz7MFuU0w9WPoRYJuBK1IMt8XVEyPF13QRYpxDp2osP+4w67D+6typPfx3//QhP75D1W++COv+4v08qt/8vsf4JE2QqfJi3es/8z5ew6d/sgFV+0Ktp43Tb2qGBuN2HeqR8UNkV5EoPokqYAsYFLC2GBPGRzl4DoW5J4r7EVwBaGniGIL9Dg2RElqXZGkdKSQpIY01aQaq7c1BbiFACXBkeC64DuCwBdUfUmtqhipSsZGBNPjCZtWd6nXlvnigxH3PjvO8nyDSzcqNq1xuXBDn1Qsc8djVWquw9SYol7t8+xBeP6QwyUbDN1QcdmFMZduMZw5nTK35NHrV3nt1W3uf6bH/pOKWkXiew0uOV/zHz+wwD3P9fjqPZMstAybplOWmg6jDcVIzaVedalVDIGv8T2N76Q4ykotKe01MAabsNKCREuSVJAkgjiRRIkgjiVhbJ2XKBZEsSGKIIxTooI0rNvUj40FfQz92NCPBd1I0I4Ei7Gkm8QEJiJKU44tdrn7qYjDJwXHFhSHdx0NXn5F9xOf+szmDy6013/uo3/zD+mHPvie72+Az5464MRx+Jdzc4e39dpPcbrZpVGF6y9Z4hXXdZF+zL1PSsI4YareResccBpH6Uxvu7hK4zrKMncsiVxJ6AmiWNiLEyviBKJYWgchGdh+SapJU+supCZzSnJ9L0RmPwocR+A5At+TBL6kVhE0qobRumbVeMjUWJvELPPZ+yUf+/oE00HApRsFG9e4nLdWs2nNEl982LC4GLBttWKsAfVqzMwRyeySj7cZwlgwNSIZHYX9hw1LLc2Z+YALzwt4xVVtvnZfwEQdfM9DyVEu2SL4idfP4spZvvLAGM+fDFjVipkeTRipKeoVRbUiqfgOvge+S+EwSQFSlECOvbFTDWkqSFIyoNvWvyiBOE4tKcSaKHsOY00cQxjb0oV+DP1Y0I8FvVjQigXNWNCJE0y/h9/oI4ThI18y/NXtCdVAMTIacuGaFs8+fyaQxvmo16g4XeP9A5Znvj8B/kcfvZXPfe3p9x0/8eT0zl3H0c4kf3/XCJdd0OHabR2MTHl8v8eDz/j85a2Gn3lHl9G6JnA1zW6agdzFcTSe4+C6Dn6sCWNJlDG3ZRxhmShjpSSBOIU0tU6C1jbg0trknfcZuC3AlRKZrrcACXyoBpp6JWG0njA12mNybJkH90R84s4Kew+Pct6Iy5bVsH61x/pVsHVji27S4tHdDSrKZWpMMVqH0XrI2EiC5zkIYW+uXuix2IpZ7hqanYTZJY+Nq+tct22WOx/rsvdkg6of4yoPIUbYsk7xw6+c50VbZ/nEnXUe3TXKQsdhupEwWk2oBpJKoPBdge9KXFfgKGlzB9l3JLunjTF29cqAnqQ6W90sKcSJJkktuJMYosQMjti6Mv3EArsbC9qJpJUYwl6MibtMVNv82C1L3HBpRKuliF9zCi0cXrQt4rItCd1eQJLsbcSKP7ruiku8t+393Mc2bn3H9x/AW602Sskf/7tP3frbTz27MDG/UGO+I2n2DTsPjvO334xAa8I+JHHK7306YPehFm9+aYebruiwaiKi3a7QDX3cyCNyXTzXIYozey9WhIkkjiVRYpfdOMk87ZTM+iNjbok2DMBtk5QZc4OjrC3puYbA01SChHqQMNYIWTPZYqbZ5U++7HLHznEWl2pcMCXYOC1YN+2xflqweW0fx1vmU/c6HDpe46JVkrG6ZKSWImXIyTmD70ikAGMEUeywabrFY6S0uoqllmFmscJF6wPedlOTz33L48iMj+vECOGiTY04kVy1eYlN72lxxxNdPnnHOI8fqbFuTDBZS6kFKYEn8F2B50pcR+AobOAsRVGTYbA3mTZYpyW1gC9AnlpJZ1dBiHJmTwRhAmEi6CXQTiSdGHpRStoNWT/V5GVXLvOWl3V5w9UJtarDD79O846Xd0lShRQexozQ7laZX/Y4NT8zceT4tg9fc+MPqFar9ZeNRuP7B+ALy0ukgh89tv+B39bdfdNb13mMVRLmmymLHVjoOSyHLn1A+AbhaZpxhU/dXeWeZ9pcua3De17Z5Q3XtpgcCen2A3qRh++6xIlDGDvEiUMc24ApTiVJYj30JJGkqSDVYqC1tRjUiBvL3FKAUtZ1cJXGczW+l1LxE+qVkMnRDr24x7eeNXz62yM8umuUMc/lknWGNeOSVRMea6ck61dFnL9uiWeO9Pjy/VOMKIepEUGjJmhUY5rdlK8/HFD3rFesDfRChzfdEHLbI7YmptnRzC45rJ+u89YbOzy6p83u/R41P0FJYUGuq/Qjq/V/+BVNLlozy6fuafHQ86McW6qwuiEYCQxVTxM4Gs8FRwmUtDeyZXLIy490JtW0HqxwSQZ0SxAQp7bOPkogTAW9xB7tFMJIk0QRtaDDW1+zxHte2eLKrSmrxyVhWKXZctHaQWtFnLh0ej7NrFBrbsnn5IxkYdfu6bnO5G+/7c036l534a8r1e9+Y/N3FeDdTosjJ5aRWr7/E1+87z8tn/7KxBWbQtLzx1BKoE0ERqOEpuraZa6XCvqpou8oQs/jRMvn1CM1Hnm2y+cuafOOm7u85oZlxkc8osgjjD2i2ALdHookUSRplrBJBwDXJmNuPagpE8KUNL6x8sdN8b2Yih9Rr/RI6fHNJyR/f/couw6PIGKf88YMa0YNk6OKqXGP1ZOStVMxG1e3OD7X5s+/WiMJK6xfLxitOzRq0KjGCDei1asxWjcIITAG4kQy7isSndCOPdrdlKWW4uRchR3n1/nJNy/z4X/wOTpXw1FxdmM4JElAP5KsnvC56oIWl57f4bmjJ/n0tyvc+fgop5oVar6i7kHNNXiOwVXgSJvOF2K4uk4DRtubLtWC1ECSCuufp4IozYCdCvop9BJDksToOGIi6PHam5d5180tXnJJwmjFIU6rLDc9osQlSRySRGWE5NLru7S6HgtNnxOzin3HEvafmmF0/IvTrTPd/+SPvTqJu6f/thtVGB377s1P/O4yeNpl+/kjb3n8iSf/+OlH72s8sqeLvrnHNRdKZhYazC4KfE9Q1bZgypWGIBWEqSBMoZcKesonTFxm+wFfebTGvc91ueauNj/39g7bN7aZHlU0ag5RNDiRcaJIUpWBW5JqiTYSY6wkMEVACVJolDJZAJvgewmuimj1YuZaMX/4xYDDs2M8sXsUoz0mKoLpScPkiGCioZgYdVk1IVk9kbBuqsvE6BJ3PKl5/PlRLl0vGKtL6lVJo6qpVSKEG+L7Do6yv98YSFNJL3To9WMSLWj3NO2OYbHlcmahwfVbO1y3Y5lP3RVQWVQ4MraANA5J6hHFtsdzcjTgRVs6vOiCDo+97BRH5ySfuHOU2eUqJxZ8PCWpuQIvl2HSBp4FkedSBcvkiRHEGhJtr0c/gUgbSBNIYqQKWTvW49LzOvzc29pcvT2lUXFIkhrNjkcUeySJIkocklQVq2wYO/QjJ8seS5ZbhoNnQq68dJmbLkn4+h0PT6w6b/yPt19y5VLY7335uwnJ7xrA73xwH3+8e5V6lfnrC1pz+xo37Fjk1Hydj3xN0Xx5n9aiTxRbJvHdzAaUAi81+KkhSgWV7LnnSHpuQD/1WIgq3Pl4gwef71PzQz74uiYbJhI2re1x/cVtHKGoVx0QGcC1wmhbK21MibkxCGlQwnq5hgRkwnOHJTv3OHzt0TrPHasTJVXqjmKqYhivGcaqxvrgDYfxEYeJUcHq8YS1Uz3WTC1x766Qj3xtmjWjDlMNaNQUjZqgXk2o+CEP7lP0Iwe3ZkFljCBKJIGjuOKiHo88O2oLn3opyy2X+WWfmfkxfvL1M5yYX+CRp6ZwJSBiNJAkDlHsEkaSTs9hrB4w2qhx3UVdXnZpl/e8fI49xzW3PRrw6J4K+w7VSIRDGCq6sUIJW9szHHhmOQGjSbTBaI0rUka8iICY667ssHlNn/WTMe97TUjFk9QrDmFUodXxiGM389dzYNtVNU5VFiNZzz3VAt/VrJtOubmxxLte0WXX/tV89q4mbv2uxouuPHLB//WT71em/0wqgsu+dwC+a9fzXLxlwjMP7/yRLzwmfu+5547z+ms7+NUJHFPl9gcDVo9o6oHVg65j0+JKGpwUnFTgpgYv036BNtQyZu87Lr3UpasrtNsp/+lTY5gkZtVUnx0b+0yMJLzjFT02TkfEscj0toQSc5PpTyk1Qgo+f0+FZw7WEI7D0VNVTs5UCSqKEV8wWjM0Ak0jgHpFMFJVNOqKsbrDxChMjiasmuizbrpFapb5/P0Nep0aF643NKqKelVSr2jqQYLrRtzxSEDYlbjTIDMwxYmkVlG89poe9z2p6YSSTi+l1XVYbjucWaiyfXOdd7ykxRPPVTm6WEdJDcSZXnaJU0UY28RMp+/Q7HjUK1VqlZDt6/tcu7XP8dkmR04v47gpTx9y+Ny3qwilLLiFHL6IRgMaYwxJlLJpVcK7XtFjspGydZNh1QSkiUsY1UlSl6WWlYhJAWpJkubAtjFRksqi1ifOmkdcx3DhhpTp8QCTKjpRh0o94bXXz3DVZWt/79ihR7t9ccnHDhzYG11wwdbvDYCfPnWC5aX5i+ZOn/iT/c88Ic/MjfDRLzWQCDaNpwQe+K4NeMgDPCksuJXBzQObzPWI82BHC+IUQi2IUkmoJZF2STTMdRp8+xmNIeVLj9qRDRidHXkWL7PIhEAIhRASqRRJ7CC1g+tI6j5snjLUXE3V11R9qPqCWkVSrygaVYeRumSsARMjCVNjIWun2qQs8YdfCHjg2Wm2TMBYNWPvqqReSahWImrVHpVKFV9JlMw0OFYOxLFLvyfohSntUNHpa9o9bVvmah4nZkZ48Y6Qn33nDH/wOYdjyz5CaIyJ0akhTlyiWNIPXTo9Rb3nUAs8qpWAql8l8GPqlYirLozw3JirL0x4381dHJVkSSCNEGZYlGeSzlZwSnxXAR790GFh0cnqduxKmaSqdOSAVpm/LrPDBv2JFiSpsLGQMHT6DulcjcBP2Lw65ifepIljl/vv3y3XnDf5J1PT0f1xFO76bmDzfxjgJw7+BePjpyr7983ekjTPiB2bPabGNMstmwWzILN2lcjSx7kHq5XJ3I4ywE32LEi0fV3RJnsPicHOG9GSxEhS7RBrnzSzvcqPIkspwBHCZioVBBVD4BgCleK74DsQeIaKL6h4kmpFUg0cC/CaYLSuGW8kTIyGTI93WDu9wEe+pvnknavYMKqYrGsaNUW9qqhVoVqxcwpPL2gOnvYJPFt+C3mln6AfOWxerVk92afV94ry01ZXstx2qFcC6tVR3nfzLIdOn+GjX16HIx0MmlSnJNrYAC5S9CJFL5R0A0m171DxXSp+SrNtYwzPTXGdFNdNcaRtlJDSpvNFdtjSFQGIDOSCps6qLHUW12TxTaplBnL7OskC+0GgL0i0IE2kvZba1qlrI8DYhFG3r5BtF0OFKJYsNiWnZhMefv5xMbl+/pZV69cf/I9/9Mner/7ce19YgP/tV9d62iz90mjl2C/deMGM9N3V1GZcFpYd2t2UKLFZRGNMdlDULOcg1hnI05TiOcmsq9RQJGnyNHuqs7pnA9qI4rVZ0YFnM3k2sHKkxpHZiqHAVXa59F2bvQx8SeBJKr6iEijqFUm9ahippYzWE8YbIZNjXTauWuDRfSGfumctY4HPqrqmURUW3BVJLdDUgoR6NeTRvfD0nioXTJlM9w7S5r1QcfVWw4Ubezy2a5RuaOj1Uzo9JwO5SzWoUAlGefdLF3l63yyP7F4NRqF1akkhMSSxKepJeqFDtW+oBIrA0/iei++l+I7NCLuOzQ4rpYs6HykMCINgoOcGwbnIzq/IUv1yYL+m+esc3Bmoc4s2Lb0urlu+QtjVNU1tZrfTMywsJ5yYjdl9siU/cGH0q2++KvCmx8d/61d/jugFA3i7E8pOp/frv//HH/v5rz6x7KWviXnpjkUSPYGSDr7r0Cs607VNKmSZtFQbUm1w0wzcOXBzsJeybUXmzQz++/xGMcYUgRIrbLA8VZ0ndJTMMpbKxgGuYxsGfFfie4rAV1R8QbUiqFcMjWrKSC1htB4yMdJj7dQSj+zt8et/s4pjJ0Y5f1IzWoVGRVGrKGoB1IKUShDjuX2afYOSClcZpBx8slSLTJd6NCox3UTTDW2ddbef0u5KmhVFte0T+HXOWx3zH3+kya99XPLw7lUYFNpo0lSTpAlRooliRT9S9HxJJVQEnsT3jJ1262hc1/r9jjIW4CorZMtkihDmrAZdncUx2lh5obOa+TR7necZLMgpwH/u14MaoDSLtaLY0ItSWp2EuaWEfacNL76qyxUb296pU+f9wvott7hhv/8f/CD4J6fz/8kAN2YGYxZ/6/Shu//1hHc62DgxyrFTMRM3tBiv14liq3sdRxJGZMGGBbrOwG0BbWVJGdyWMTKQl5IRgxNOxjKF3C7xT56CH8iTvNZEKWuXOVkrmutIfE/iuYrAtyMZKr6hFmjq1ZRGNWakHjHe6LF2aplH9nT5tY9NsvfYOJvGrcNSr0hqVWnZu2KoBinVICZOI/7urjpSKVxpUGJgE2qTL+cuP/zqJb7xeEQ78ulmAO/0FO2Oouk7BJ6P7zbYuiHhN39sgV/5mOChXavQRpJqm1aPE1toFkaaMLDlrr4vCFxry3quxHNMkbF1lEYq62jlPa4FwAcpzwzkmdOiB2DXmoLVC+Cm1kfX5wD1IKNMlkSyRXBhpOn1s5EVHZjvJJy/ymV2foTnHz8ZPHvim//Hm99wszhyaunfnbd27P9bgD+3+zCgr+vP3V152ZUR56+rU6249MMU30up+ilxIjDGNivktSJ26coBPQz0/H0uYSxTm+KEGmOGwX2Oz5UDPK/ByDN5SgnbCeSIoq7cdaWt3/AEgW9nnlT9lFrFgrtRixht9JgabfLoni6//tfjPHd0kvVjgolaSZoEDrXA1q9UgoSKH+G6IScXxnCVQEmd2XKDIDNNJUmiWDNmkyetOLDNA6G96O2+pNJVBJ6L5wa4zgjb1if85o/O8ct/BY88P53pX02cGuIkzZhcE/qaIJL0PVVIMNcF1yGrzJQ2FyCz0mQBInsuYzzHuSlkS6kycei5xM5Z5jjNi7pKK3FeCpDXvFiA500TUHEV9zxRo+YKDp1psebYg5Wbrt9wnZKCf+rjnwTwA899hS3b0+q7fuIbXtXvsmV9nyu3LHHpBdALq7adzDH4rgWsAKS0YBvoMlN8acvOpsTUGbjz18XJNf8ouGGQks6rBO3vFVnaWhadQFaeQOCC72kqgW2RqwUJ1UpMoxoxWusxOdbk8f19fuUvx3j26BRrRxVTNc1IRVAPJNVAUa0IKoG9OWyqP+KR3YJO3yNQZDeZ1eB5E0KqBXHiUAsU11/c5tHnGnTjQTtYt6do+wrfU3iul+nnUbZv0PzOh2b5xb+Ah3ZPE2tJrHXWLD3owQw9ie9py95ZbYqb3dz2IJMpAxknsyzvuUCe9U9kciV/TVEKMQB69rM8dkoHctTGV1lBVzKoM48TaxBoFE8cSbj6onledWPExRuXSOZu9b599B3Vj3/qtu4HfvAN//MB/tyeE6jGutH7v/2ZP79sY/TS+58c4ZFnG9xaD3n5FS3e/6o4s+UsW3iOPTO5TEizZSrXZ9oRBVun2mSpYzPQ12bA5IXWxr4oyxKELSgSMgN3VmSkCoBbFncdy2Sei+0E8rICKz+lksmLeiVkpN5jrN7iqQMhv/KXYzx9ZJrVow5TVc1IBWqBoFZRVCuKasHeKYGfUK/2ufdpj+VmwNjYIE2eg0VnQVicKqYnFDdf3uHendp20US6BHJJ4EoC18F1PByngpSa7RsMv/2hWX7xLwwP7Z0m1g5xVgFoy14tk/uxLKoLPUfiOFkRlhQoJz83FJ8vvwlzqSLyqjQGCaEB0Adp/kHx1iBe0npAXPmKnT8npVr9VA9unGol4kM/sMDNl2vqQZUjp0a470n/pZNrD//V+9799n/xA685sTw2sf5/MoPHJ0haM7/41K6TP7i42ObC9R5TIykLLcXz+yrcM6m5eJNCa4GUBldZIOaBXpJaHZxrs4IBNKS5xtYMOS7nZO4M6XlGrtDeMq+gG+juvGLQUdj6DMfguraxOPA0gZdSCRKqQUwtCKlX+4yPNHliX8gv/cUkTx1axfSoy3Q1ZaRqMnBn7B1IKr5l/8BPqPoRiQ5pRz5CSdycwQsNLjJ2ywrEYpea17flAlHAWA7yfkrXU9mWKBLXcXCdfANawyXnGT78L2b4t3+meWjPKmLtEKaCKNUZiwuCWOO7Bs+1vauOM2j5U9mKZs9P1pWfP5cKs4obsxzrGFbEQiU5WbwflCjrIQYvSZWsklFJqLiCKy8SXL5xgsUln/1Nl8WmYqm1TFA58YOP7nz6YJLEv/w/lcGNeRpYt2nvUx+9dNPUKYg8lts2jb0u1gSewBOCxVaKI7W15xwbpaeZZadUHn2bQq/lS5ouwD2I4FfWkwysbjNg7dJFKZbbrENHZcGU49ibzc2KkPLqwcBNM90cUwlCxhpdRmptHtmd8O8+MsmTh1YxNeIwVUkZCQz1DNyVwNqJObgrfkrgJTRqEbuPGO55ooYnJa7SWRA3WPTz5TtOFYl2uOmqmAvO73DwWIWpKlk7mO2B7PYzFnYUjmPb+GzSyHDxJvidn5jnl/9Cc/9zU/TjCmEqiRJDNavh9l0syJ189dKZRJFIlRYrnJKiBHBRAnlpmTwL5GYA8PxaZaydd/aXZWeardI677DKVmshYLxuSKKAR59zCTw706XTTVlsap4+dIjdp/SlP/+zP77pvsf3HH3pi7Z99wF++vQsy8sT5506cd9/3vns3FumgpNs27Sak3MB7Z7NYikJVd8i1DoYJlv6DKm0rKEzS1AXDG6GInOzgh3yJXFFDod86TwL3MIgVW4LDlre3Iy5PUfjuhrf1fheQuAlBH5ENQgZH+my1O5y3y74nb9fzTMHJpnMwD1aMdQrglogCq/cOi/asrdnAV7xQ6I0pd8LCJS9yaQoLf3kXrDIAk3HanknJIwMvViUAK7xvBTPdXBdiaMUKutVzbOQl20W/M6/WOI//UPCQ3smONVs0K9JRlNDPbHTBvzscAuJZjK7kBLABwxefN7sQ58rxDMZ2wxWVlOSLaZkDgwMA20GAE9Lf57fSN0w5dScrVFKUkO3l3JyARLV5sbJ4C3H9j+dXveiG/6PmZm5I6tWTX13AT4/tx/Xq1x7+uS+W+ZPz7Jpu0cj6JJqQb3vEMf2U8oMUHZGh8maXkGrLJulRfblSrXaxmTyxPw3gpsSuPNxDzl7m0yemKxq0DK342hcR2djJtIC3L6XgXu8w9xSj9/+uypffniK+c4YUyOSqSADd2B1dzULLCu+pOqbjMGt9g78CIi4+ymPpdhjwmeoHhtRciKMPR9R7NDwHV5xZZdH9ka0Y5+RWNsu9kjjhbZW3XMswB1lUNJFSJugwcC2DZI/+LkWtz3S47f+ehUn5sfojTqMeoJ6oqkm4Md29LKn7EAjNw80pSiC4Py5HKiXb8wyo+fXZbCymtJ3y8FeSsgV7hiF/Zv/NwCpECTaxh8C22jR7Rvm25JKrcIzz85Qr+69ZXS09nfdTu/Id5XBl5s9RhrBhd++975/9e2Hn+CarT02rTb0Q8HEiCTwXKLE1iHk5JoPoLEAt3M6tBLDFlPhpw5kSJ6RzCN1VgJ8KAiy5a+i5ALIrPbZ2mAW2NbVycZMuCmemxB4Mb4XU6/0cJwu9z6d8ldfb/C1B6aJdIPphmAysLLEWoC5T66yQ2TMXWbvGMcJefD5UbqRw5qqyTKGKxk8t9IkcaIIXMV123sk2gK8Fwvb3Jt3sIfaBoeOyFjc3sgiy90aBJOjgh98eYe6f4q//nqP+56f4ExcoRtIGomh5hgLcieLQ5TJ4hKTgTwjBiGyOCYfJDRg8ZUAzwnobICTleIOAG5KDG5KkjSPqwaZVCtd8mFF7VhwatahEvS4vPkEzz5xhDhO/1vx/V8H+JnTJ2md/jppa2Stmxx62a59hsf2OvzqB+Y4f3UVKTSe6xHGtqos797OtbP9InIoOZCD3ORgP4feHgQ1wwukBbcpyZKBDLJFXCZj77xpOQO3srUYvhvjeTGBG1Gt9vG8Ln9/p8Pv/u00B+fGcf2A1XXBuJ/S8A01H2pZh33Ft9nOIEsI2fqVNFsJrDyZb6V0Ig9PKTxpigAz/xq5Y6ANRf1GlLhU3D6rR3ssd+v0YpGNW7Oxguummc2nMrtTWYAPBa628vEtL+lw9Y45fucTfT55xxSLSY2u71JzJQ3H1uD4DniKohnCyZM+2conC6kySABlNn4uDHOIDwHdFMAuOS0l06BwWczwMYQVbftp+4mgGUlmO4Zt6xf4ube3WV6QPPLcpl+rjG7e/ZO/8KfP/urPvZkNGzf+jwE8SVLUyGvOa3V2fmTUvZ93v7rH5x+MWOj1uWIkIdUGx0nxYpc4VkUBjtb5bG2B1ppUD4p4zkoBl8FdnChxltctyNPKGXvLEriztLNlcF1i7jQDeYLnWEnieyG+2+PITMJHb6tx6/0THJoZo1F1GQ9gzE+p+yZLvefglhm4ZZEUCjLt7Xv2xmnUQr74oMP+oxUCZcfLFe1iDFA+SJZYHR4nDts2wRuvbvNXt0/QqTo0shENfpTFDUrjODKbzUgJ5G6JVu2qsHFS8u/e2+XSzSf4i6+Nc+jMCItJha7rUFOCagZ0Txp742QukyqRhBTluIYhTX6uLITJkD6UEDrHc87maamGSBc1R4Muok4iWA4NYbfH2toynV7Ip+8fZ7l38tLf+Fc3fPYV17/ydXMLzf+qVPlHAd7paqoVwf0PPbX+vkcPbPnsNzRRCqfmFVFcR6QdrtvWxHESen2fyHGLove0qEArFeuYnN3Lr8vAFqWTde6HyFhFFs9mAHCpM9dkMHLCdRLbueMk+H6I54S004g/+azHX9+2mpMLo2hVYXxEMe4ZRjxNNWPuapG+l1mdSiZNMu+8ALdns5dhHLH/hE8n8hnzMxcnTzrlrkQeW5hSTUrs0Kg5bF4fofw+7ahOzxNUshkkXiav3EyiOLnrIdR3CF4VUyNdfvItXW656Qx/fVuLj35+gvlejZ4TEDiKqiOoKIOfGMvm0koVJ2dyMUjjFwDHDDsrK0G+gs1Nicm1FkMgz3V4DuxE2yrRvOezF2l82rzymgV+/E3LvPiylO2bj7G0vMCos2vLmTO19Zu2XHnEmAQhvjOM/1GAuxwBalPbzks+e983n3LjsMFzp0fQJuXW+xp867EWv/Fjc7z/dS0aKqHbD3Dyfrwc5KlN16cZow9kiygq1gYnQ5TKNlcwN4N+yhzYQpR1d1Ylp7JxE06Ko1I8NybwIjw3otmPePAZyd/f2eDz90/QT+t4nseEJxj1NDXPUPUNVW8A7sCX+L7Ez6SJTQxlzkQGcM+1mc/Dpw33PV4lil38mjkrwMwf+QXPS1GjWOG6Djdf3eZT3+yw90SNXmDnvYSuwUvAjTVupFHKlj5YGSEHw30YLPOpliRaUvUdVo32+Lfv7rJ9Y8gn76yzc/cIc70afeXhug6BI6hI8LOchZvbq9LYfMJKFs+uA+cg84GKFmcB3KyQJUWNirHAjlJBTwu6qSEOY2qizfvfMMNv/GiLqucRR1UuXOOxLx7li7fvdt/0lus/KyqLl3e6nbl/MoM/d3SD9Nl5bbT8xZHFcIZOMsKoHyCEpJO6LPU9/v1fKQwzfPD1HWoVTT/yiZWLkzgkWpLmutwMAJ4z+ADc4jtq7hzgBYPkhUFCF+WeUurMDkwtwFVayBHHiWl2Yh7YJfib2xvc+cQIi806shJQryhGXUPD01RdQ9UzVDwy1rbMXfElgacIPGEbNzybILLg1viu1d/KCdl3Ak42A5tYyfTtcOKkIPCsD1Jk7CWJIodVDcGFG3o8eyyhG7t2TEMMXoQFn8rHR+eJGpArOnMGAXwmf1JbH/6um3u85polvvVkm4/f0WDn7gYL7SpN6dHxHDwl8KTAl9geTmlwhCmK1XIL1gb2/zX7sMTipRuvfCRZk3Nssn5cDVGq0XFInRYffMM8v/GjHVxZZ7lVIYo8pBRUgjbKC/nkV7828jPvffW1l+7Yfjv/yPCgfxTgJjrmz7T8P/urT4S1B54dIXA9No+mxKmNbhekT7M7zq/+lQEzw4fe1MvGD2sSqVGpIlXpQI9rWbgqhgHAy6y9wjAZMHfB4PawskTbgfhS29nhMsXL3QwZM9dOuPdxh68/UOfL940w26ohggC37tJwYMS1nTwVl0x2QMUT2SGzktNMd3sCP2fvHOBOguclBF6EMTF3P+Fz9HSFyXGBmyW6CtttBQqMHpScpqmiF7psWiW4+coutz4c0YlderEgcA1eYlk8jE1plVKFX42QQzLFHrJoVLBZU4eKH/Kul/d41dULfOn+Nrc9UOXeZ+rMNqv0hEfPc3BchSMErhS4UuIKk0ktg0RkkmsQeIqVF6uUDBpmcEHKQJYkWhBl7B1qSHUKSYinO3zwLfP8+gc7uLLGUqtBp1+hH7rEicRxUn7oFX2eP3GmNllXf9ZcmNkO9P67Ab7YMsRx/4dmH9s5euGaCI8qS80kG6JuqPUNrpSkxmOp1eD3/j7kuh2zXL21j8GOZUikU5xkYwZBp7UB5eCCFBe+lC4TJcekBG4pdNY8rBEZwB0nxXNigiCmH6bsPQlHTik+fdcIt+9sMLtUAzfAabhUlaTuGuqOpuIaKi4ErgV34NqZhLbMVJYOkf25yUCuC5B7rm1PO3hK8+xhH1w3W+ZNKUU/nBbML37upFg3xY5zvmRzyI71HfacrNILBNVE4MeGUJFZezpj79xNyS3IgVYpfPbMitRaZdMHXPqRS6US8oHXhrzp+mW+8XiHz3yzypFTAXtOVomWfRLfoe84SCVtOp/s92G1eZHAIw+gcwlZYu/StbWd+5axU2O7svLXqdZgUkgjiPpcsb3Fv3lPi1pQYX6pRrNTY7kd0O55duptKFloKg6d7ONUn6daq/5jHP2dAd7rtkQcRz/7/N7nRydGYsKoSuBJWyPR17S6GiM0rVjR9lzOLAZ89tsB11/Swk0EUlhmTbXEKcY4DKRJ3hqVg3zlwzomZqC7s654KbQd/SBTfN9OUk3SlDMLcNe3HQ6eqHDPoxVOLlU4eKoGvo+qOgSOouYYao62LoJr8B07ON53yUCcHzI7VAZwMs2dgdtN8V3L3vbGijg8B7uPVHHlsD04rF1XOAxFA0HesOuyY1OPC6e77DqU0E1c6rEgdMBL7MBLVQK4lAIh5RCTA0PuRCGDSn2UceoSuh6NSsQPvzrkJZe2OLnU4u7HPA4d9/nGE1VOLQSkPRctHWJPgVRZsGwrsyR5km3wnBP5QIsP38wW7Pn4vNwcT8DEoGNIQ979ijarxw39vksv9FluB8wtVVhuD7ZPWWoZlrqGUyefn3zX23/sXy0vnPzw6MS6c1oT3xHgycJnSJMU3Vvk5GKdwJdMjUnCSNEP7dy+fpwSzRtIU8LIcHRG2e3sVGSBqFOUGbC3yUCeg9vkp+SsRI49AQPWzqel2uXZ9VPi1HDouODZQ4q7Hq2y67DH84crtEKfMPLB9VANF18JqgqqjqZS8oF9J6/TyMtmbV24n8kSz1N4nsxuADPQ3m5qM4uu1fmBF2N0xMyiJDQ+jiPxpMHJEyUrNDgMQJ6aQb9jmvnhAoep8Qip+nRil64jrNMRDwrGHKWHMpAyN6kB8mFH2SpZMHlpMJKbqmL8RDf0WD0WsXFVzFXnh/SiHh883GTXEY+7Hgl49nDAoWM+ceJgfEUqFQhJWv5y+eqRf4Yc5Xm2r7y0mCwCMRlzk9qaWp2ATti0KsH3NGmc4LmaVsfj+IxPq2O3XwmjFKNh3bjHvgPd2p///QM/KKT68H8Xg3/kE3dw26NLSscPiat3LHJqdoxOVxMldtClnYEh2b6lTWPPAnc9nmBUwuiIAR8UKdJonDQhTSQm20HBUAZ4ztMD8ZZDXmYZSLKaiziyaVsh4MgJyT/c6dONFU89H3DguM98xyNMPXA8UC6qofCkoKKgqgyBwo4zU1nhkbKs7bnCJj3K4HYlXiZLfA98j8w1sSlz19F4bpJlRGMqQcTsUspdD9Vptn3GRoQtNMsygzkOVj5MTmCFFpeEoWJyQvGa6/t8Y2ePY80aPVdameKAmxjcOPesM49dptYupDzrRBa/Qxun9Dss0L1UkTqKxFXEqUMcu9ZKdWNqXsxLLkm4bnvIW1/WZ99xydO7XXqR4pN3VTl8xgUh6fYc0khm5ZsS45TuYiFWALxcKZd98Wz6gUg0QmuMSTGxZqklaXYhSfvctyvkoSfBFQlx1igRxZokhVbPcGw54e0bHhdvefl16ieO3JasPu/sevFzAtxGzWN/8ndfV5ete9sS2zcbZuYbdEM7yEUbgetq1k+HvPElTfofaKJcTbMr+czXqwhsWeTUqOaKS2JqfmLHbhRsLc4ZgecuSbMrePoZh4WWpBJIHt3t8tX7A/qxoh8rTp/x0MIhNi5auOA4CN/BkRJPCQJpCDJg+8rgK2NrwJ3M83UGzO3lfZkFuFXWoykK9vZcjeflBVppwd6eF6NUxLefVNz6cB3lOdZuG9Lf35nBcy/c6nBJnCr6fZc33dDjyw+2+OTdI3SSgFqmw91ch8d5xtEU3UJC5HdSfm5lSR6UAJ51wSeOZXLXUSSOg5OkFugqRSk7SH+8knDD1oTrt8YYEfKOl3fpxzaN/pX7fR7b7VHxBfMtxdO7PFpdmamkFb7okJeos3NgqPmaK66MmByxG1lJDH99W8Affq4KKmCpP860B5vGQ1zH1irFKXRDw8llwerVTV51ee2yybGxP9FanHOa/lkAPz3XYnKy3rjja1/dunnMUU/tq3Hl5i46i/STVCKEwXMTRus9pkZhdMQwFyb85u+M8bVvVRAumFQwMqa59vKYesX2YX7HNpx8Xctch+WOYuezHq2mRDqKUCtCoywzCQc7F9gBqZBS4kppwSwNvtR40gLBU+CpwYw+C/LBmGS7x48sGo/L4LYMn5XVujmDp6UjwXdijIk4Oe8RhQH+iMTL0t4qq8obymKWgzAzyOjmzJpqRRS7jNUVGyYjPNGnl/j0EkHFsUMw8xqSPKGlZLm8VRa/y/6OLO7RujQEX2ddVaXxD0ma5Q2UTZCpxLbAxdZydWSKVAnrJ3W2Ymi2b+wTmR7S0TSbgp3POix3ZTH7hnO4YoOV2laV1gLDdZfHjIxpu22jY/jK3RX+j98eZ6ZXQVUDZF3gYPMOAjsrpxtJ5rrw2gsUB46OqDbp1le+6k0Nky61hBr7xwEe9eY4c3Lpw2n0/Mvf+6oZ1kwZhNQ06l0CX6GNRAqD6yRUgz6eH5Fqzd0P+9zxWIUWDmhLX61lwelvVwfm6Dlxnd/tonhthEDnWy4gLaCFtIGOtENpHCFwRcbQMks7Z8AunlXp2ck66RXZ1nsU4LZtXXZLFN8TeA5Fiall8IzFHY2XZUddN8b3Y47Paz7xjRo4Hq4UgwCzkCfnqK0u+cT5kNA0yxmkqQX5+17T40v39nh+pk4ndakmdlNaWwVoBp04Ks8JlIK9/JwWNdqyVOCVH7qohXEchZtaMLsZ0JUcJM2USpEyzfYo1Vk8lOIIjTCaqarmDS/WdviSyGRIngUSJd+wTGb5/6eWDIUwKGN43dV9Xn59ny/cE5DEMfN9O2woyAb6awP9VBAawZfvH+Wxpzu85ZW7Xn7ppZd+OEnSs7ZwOwvg99x/Jwjpzc/tY8vq00yOpdm2IRFpquwSKDSBFxP4IbHpc+v9Lr/wx2Mstn1bwSNUEdGnK0eEDX3JkmYja8dZ8SyyXcPyaViuAFeYQgo40r63wyXzptpSIZFDaQ5KztqDrvoBwGUhW3zPFC1tnqdLg3MS3Iy9PSdGyoijZwRzrQDhOPiSIXkiRen+ZRB7laXDEPAypyNKXCYaIZtW99hzJqSXOvRT8LMRd26S6fAkLzLTJfmrSneTKLjFTtodNJkMpJHGSTWpEjiO/f1OlhW2cqWcaxhYs/Z36sHvj/RQnqL47UPjKIZJToic0a1DlqYpo9WED//MMqmR3PGgpN01hLGP50okud1oSHWCbkdsWtOi3U247/7bPK3PzvecBfBPf/0EUghOzAYsd1bxyx84xnte1cPFsjeAVJpmR7Nzr+COhwL++vYRTswGttFROBnAy6wsKaKO0vJVBnhRlpm9zgHiCHAFOMLg5nv2CEvuTgbw/FmtAHk+IsJRdnMpxxnMQ7HglvbZy4GeB58ZuPPuH0cXEsV1rD71vJiEmNserDAzV8EdUXi5NJFm2EEpfeOCwc2wPi4nffqhnWD7+hs7PPhMn1YS0HUcKokmylaovCBqKMsoNIPOoVKeoZxF1NlMFQNp1l3laEGiBE6aTd3NjkSqYYArPeRoyQzgRWa5APegpKJI4YnB8xDFFX/f3ig6TVg/FfP7P7vEx7ZG3P5gl+cO1Fhe8hnUJWgcYm557RL/9t2KflTF9Y6cUyUMAXz309+iVq28+Cu333f1gUNNOlGFiis5sRBzx/2OrfMVAuU67Dnq8s1HKjy3v0LseBA4IF0LbmQJ4CsL5gd1dUVVYClpILGJBCcHuMxHr9m0sZL5c14am4OdYhRCGdjFHBRFsUvbWQDPA85cdzu5LDGZ3h6uJffcGM+NONPUPHGgAo6Hk8mTPD1fMDjDLF5wVqmJOi8lLrKOqSKOXa68IGRitEdzqUo3UVQVuIn9Lio19ojLAMeCvPhFsqjxKUoitCnKJrSyVZ6uFqRKkirL5ImSmRWpS1pfr8geD5JusmTninxSVjYtq2Dp3P4tJYYGVvCg/EIJhyR1WTse88s/3OOtN4Tc+UiLvUcdlGsZwxi44wGfXuhy987VhP069bFVV2+68MUv/vyX3/DA29/yinMD/ORiH9VM3+AEnSte/+KTbFoTsf9Uyq/82SSfv7uOFlZ+CJkPWnShmm0inw23FFkSoLjI2a0qyU3BwYzq/FkJG0Hn/00+JEeJ4Z/lRfm5x5yD3Sla1AbALl4X3SsDYOfNt5a9M83tUOjt3BK0jD0At1tUJ8YIYr52v8+Du+pI38GTws7floPPP5jPMqQ6i8X63KPRrObs9V2uv7jHG1/S5qNfqxOlPp1UEqSGMCnd1KIkU6TMWLz8q74Tk4N25GDgUgbuVEmU0pbRpcxGS+iMTHL9PegLlVlJgsjALop6lZJUyUfDiZIsGfqzvHHFkAiDlClx4qKUZvumhK3rU1Id239T2pjws5f5fOyOSf7g84Y1I/O88zXBFaO1xTfEcfzAORn82PGTjI7UXvOpW7/13lu/Oct5ayGVDnc/uoZ9Mz6p9ArPEwTSs+MH8uIbmQFSCYMqgTdP5a5k7LMYvFTfoApgDJbhHNTlemWlKNjcyTvoc/Yugd3JumFcNQxuO05hBXNnPZte1t7mOnnDQVI6YiJiPnN3g9T4qCJ7WQ4wB32N+Zo1pMFzFi8aQWxpsR3ir0hTB4HLu17R5e9uC1nWMb00oJcK3ISCxaU0yEQU0sHahSu1qCxZk+U6bEHqZF3vKgO5Y1Ba4KSW0VVqUFJmIJfIfOSbHMiSXKZIMczI8iy5Uiq5LZdgFOA3Jall/61+aLJhoTk5aqRKeeuLU666aJnbH9HoxOPy888wXu299/xtr7lnYf7UNyYm1w4D3LOW1wUbJ3tbtq6GvcemeeKoZq4j8X1Rqm0eaMockLLEzLL055QAXL5by+AeKqrP2b0UpA2O4fLTnLHzmYOqmF41ALlSK4bdZMC2G8mK0nwUy9yumzcmm4y5BwGmU2Jv34144oBk/6kAo1yUlHhS46xYdWTpZK10URjS4AzVy+eOSpy4bFkbs+P8Dg/vqxArj14iCCS4qcFJREEqUgpkkoEDiUAz/CtFicVFSRoNJlPlA5kcpUmVBboSJpMp0t5MaXlwpxyAW54N8LJMKRfMrawzWgn28g0wJG9yNSBsPLB61PDWGz2e2T/JfTsF2/vhlukN/Qt6vfgbZzH4vqNLOG5Es7fAG14yS/BMnaeO11hdy2yp7BetlPHl5oSVe8CUQbwS9EKYrJ5hxXLOYFkfLL+lYCoHdTH7hALcSpWYvDSmzVFyCODl4T+2254C2EW2smDuFM+xiR3bFRRjiPnc3VUWFioI37G+e2llOasGpTghDFmE+YiMch134U1rRRw7TI5L3nlzmycONAjTgK7yqKRWiw/iEjJw52uFzjzxvDA3kyor9PjQRIPSqLVUS5Q2ONkKoXS+OmU3UlGmPAB2Pv5tZa1+Dvhz6fCB81MKPIUpVrrhR3krGpONILG7Ujy6P+SOnXDBxfMEcoZUDIoLC4DPH/48Sim6iyfZdabHlx6pIoxhoqLt/jJD2nG4FakUKxfLUBnk+bUdAvwKBh/IlbwNbQWDFwAfTGOSK9i7PEHWsrhEOcMA95xsAJCbbx2YZTgdg1uk4nX2Oh06HGU7d54/Cp+9s04oPZRUmWU5PJNlZQZTrLhcRZiVs3i5XzVj8CR18FOHd766z9/c3uWZQxVi5dKVEi/VmXskkGn5nBmEzGex578lzx4O71tUZvJUg1NYiAZHG1JpSwJUaophneWxywPyyd2UYVDLocm1g0kLA1wMdwiVgV7u8jJFeTVDIHeUoV7t89YXzxKngvufOMAju/pgkmGAz83OMjk1Vf2jP/t/N3/7kRmeObAeXzlsHLUXfmi33KLdqDSX21C4AmcXTp2DzUssLsi7tykuUhn0+VJftFHJFSyuVgBcDc8hVDmDZ0meIXDn6Xs3b0y2MxWdokUs7+lMsiNGuRH7Tzq0Iw+ULQ9wy/pbnH0Dn+WilPSwWemF6/KQeavFa65g67o+z+yPSLVPT3sEqa3ZdjINroQdhSayjQZEAew8D6GLi1JkOLOyEKcYbGp/pjJGt+fT7k4hCxYXA+YuVixxNsCLZo9yuXOJwVew+EpVYLKy6sFNn++cN6g+ldLQ7rnUqz4//Mo+B2e6CD/YfMstP1P9lZ/7YHfturUW4El4lM7SzKu3n7/6Fx9/fD9XbJIYbbKkanZ6TD4hNBtOn+3EMOiSHiQVTHEqyyAvdcKXAS+HgVDWr+XxBYU8GRqqmY0dKwA+6HbJWbu8i7GryLxwC24L4MFQILcsT8rsrbK+Ti9isa35f79QZ6EXIHxb++3lPnwRI4ghkH+nR7H66WxMxpAGt45Kkjg0qg4//bY233qiwULoEUmHnpR4WQ9l7i4NgnVRApIukm4GnYFbF4VvA2dFZAxuQax1FsTr7BwrU7hWZwM8LyzLJUoJ0ENyZaU0yXFhBuu+KblLxZTa8g4Sg7nkmOyrzVVJU8FSWzO1cfUv3vfongeSqPelgsGXZp+is+QQcIrLtsDpBZ9eP812X8ii7JRsTK+xe5tn+5sPpomaUovSSnCXLvYKf/gsDV7qAxwKNnMgl+YOFs9qMH5MlUDtSImTSRKnAHiuuXURVLqOLsDtZr2cg458C25XxXhexKfvdnnuYAWki5QSXw48eymGNXj+Jb8jSw3JvfK8GCtTEm1bzpLE5ZItXd7ykhZ/c3uAdnx60sOXokj6KCmIRb7ans3koszk5eW/VBOjFShjVwVthAV3bsFq7HSyYrCSyORQbgCY7NoNfrayQbzARCm7mYN8pTQZzu7aXayjWJbGcA/PHu/14cDxHrWZ42ycV8RRNJAoe07UcF2P06fmCBPDxKiiX5HFXu9JNvI2iuxM536RlrXbZms52HVhSKaIYaAP7lwxuKsZsN1AnmQnKrcfy2PFVjL3WQCXA4AXiZ4c4MbOyc6kiKsGbolbGg400NyWvV3HTq1aamq+8u06800fgsw9EYMA7DtJFMSK6slS9ehZtl1uGeZ74mT7TY41FG9+eZcvP9hnoeMTKYdeKjN7UmTujRiKYUT5l2Xsnf9IF2w+aClzcmdFZa9l9l5CmgFdZytUWsxPsc9pic2HgC0ziZI/D8kWBvUL2YqzUrIlqQV2GAn6kaQX2mbsOM4INhvmGcaGwIu4ZHPKRRcKwtB+e2f//gNMToyd9+0HHvvZh56cp+45bFoF9Uq+E4Egjo39x/uGjkyyu18XJ09rgRY5wIdF+JCtKIbBXh6nUH49WOZFKXArA3x49ne5w8UOd2cY3PnOBjlzqxJzn8Xg+biJwcgJR9nM5eEjgn1HAzQ+QjpFc+6gerDsoIiSqzG4u8u1KAMmL82MKS/LebtZ6oBx2LYpYsuaPgt7KpjUsyyeZp5/ycUZgKhc6JUJ7ryMFrKabFEKPkHLwQCewezCTJdLy+IyA3fReV96LpOXlCCyAPgsgJeswgIrMBQA2xnqgji24G73BO0u9ELbYBMndi660QYpJWunPBreLBMjl/3spi2veOr4sYNHnMBL0TpcvW7SvGbbmia1asBILcJ17J0dJ8LurNuXNDsSjcrmT4vCm84/pzElmjYMaa2VAddApoihgFKcpb3teytNhoFdPCuyUcBlH7x8ZFtaqzK4SyDP9qt3VcbaGXur7L3jxCgVc9vDdfbPV8AbyBO3FPwOSS7OHhdxLpkyNPQolwzl3c3yMtrI4fzJiNdf3+Wx56ugXZLUanE3zYZ8psNSKV9lB3O+c9tQZqPWBmM8itcyey2zVUXmhyBVZMFmtpmBKMUdEoQurSBlwJPtUZQ7K8WNV3pdWt3KEiV/jmJBpwfLbbunTz+089CT1MYNriOIEsWhE23qU+Y1k2t6q9vt5IijnBgpEzy/x4XnzXLemoAkUUVEH8WKKFZ0+w6VpksvEiw1M83NgHEL+6bM32WAFxdeDL2XkNlapXl4BQuIAuQrgW0zmRnIlSjZhSVgZ9WERYXhSmA7gwFBxYg3R2cgT6w8UTGVasTDexVf+naNXt+DqoMjRVH8pVbekOLs1epsdJ9Df6+wDMu+eJw4jNQd3npTn9sf7PLoXg9Tc+mlvq2wlHlDsBhmSVEG9wDkhQo2djUubjBl2TyVVo/nAE/lIOC07y1otR52vopBQRKkHqzOQueNyqL02cTAEx8s+sXNb98Ogtl+qJldjFlqpbZ9LYYoybeVhEQnTI20CdOQVKfEaYJz7IxhfFRz39OCv/0cvOfVi7z26pBa4CBxMMYljC1bzC8r9h2vMrdkx4bl1YliBZgHoD57fvfwe1EKJsUQi5dHLsgSqEWZvZXI5oAPwJ0/u44ptg10nMEIZcfJK+aGge4WbG0PlTknnhcRRym3P1Tl+WNVcF2EVHiCYnOpcnAp5IrvWrrZ89fl3IHJx52VMpkW5LLQ4rldGEUO2zcmvPbGDk8fqRAmHql06WmFl7Liswz2JR1mcPtcOBZqpSev0Uqg8pk1UmAUyPxm1CXJKG38JXVORAahxVl5DHHWIUoZzhWfdQUZKAW+0FQmNDPNhN2nNQvLgkhDNwEjUlxhN7195TUdbrmhx6U7enbar4pxntp5K77v0JptkSbj/OYnJ/ibO7ugY951c4vLNzeJY1uT/eTBgC894jPpCxqVwfI0ZP2JAQOf7X1nP5flL1bWrCWAlxpqc5APgbtsFSoKaVJMllU5c5tiHrYdgq8zJ0VngNYlYGfsnQWXjorxvYhdRwXfeLBKt+dBzUUKMWQN5tNez8pinkXfg9dFMF4aG72yfHYw10QV3T71esRrbwj58r19nj7kg+MRakk/zRwVDSotuxcgUqshhRB2VsPKXGH2ux3FQLpIy+b5qiIzJlfSgl1mQNdFoDls7QrNCuk5cMXKrhmc6yYoj+YD39U0aglveekCPRPy9EEXBMSJ5vLNfd75igiTumyYcjh0cpwv3/EEidmHFCnO395+GG0gcAyjFcXGmk/SatCOBX/4mQl6UUwcx/YEeD7TVcWIo4kS8J0MiAzr5XIQKc66i88GdVmODMuTwc+kFOfwwCkKrPIsm5MXXEkL6HxG+Fngzg63VP9s7cHEHlnXTmJSvvZAhft2VbKSYNvQ7OZp8jKoWXGUgX7Wo8TepTa2vB83d1TyQaY50MO+y8su6fL6F3d57mhAkrgYoegJBzdl8JnSATMOVpJzM/ng99sdOEyuvY3O3gukFlaHl/1+Pcgm54AeDEQdlms56Aee+AAHWqwMTgWUPHfXtdemFij+r3fEBP4SIOiFFbr9KmE4Ri90mV1UdMOES7ccYayRkqQCZ/vaaZQU9HoxrVafqfX5Jp2aZg9m2x7zfZ9EQ9WxY86kKF+m7M6U4hwaepipxVmgHgb0QKqUtHcOdFXKaJazmQVzD8Cd7+rgrAS3MgWg3RKoc+fEOib2WakYz4156ojks3fXAQ+kixDKtsTl1mCJKeWK75jDKq8nHABrEEwNNwaXNLixe09qlY1+yNrZktTBGId3vaLHXQ/12XnQThKItaKbiqzgK/ssacbaJY1bXkPyikYUK4AOKnPEbOCZ7edTsjMLkJdkixCgdHYddcmuHHLJzAo8DGYgComd/ZSlGE0pljAGen2PJdHADwPSVNHqVJhfrtLsuISx9cuF0DTbU5yeUYDB2bHRRUpBGAmWW4OoNE0Nza4mPpIQxoCyLB84+bYcpS+1IgmTa+Xh5SiPoodZe1iLi2GAD2nwFan6nLVF1oA7BHLL3K4c1txDrF0854mdgQZXKsF1E+I04Z5HKzx7oAKuC9IGl14xzmw4+7ryOw+bKMPyxJReFKWzJYtsqLowlWiVOSqpQxi5XLylz8uutSzeSy2Lh8Kjr8FJS3mENLcL86htcJOZUtp5JcCNsSuzyVL3RlptLo0d32aMGJIqIpcsIgsu83Ohh+uLhgnOglvn59AYTMGeVvbklZbWD1co6WVDpGC547H3SMBSR2UbzQr6sUZKD8dxMMbgONkuaNXA0KjaCyGF1WMjtRiv1uYz9zYY9wV+VpSUd8nk7JkHeoWNl2vmc7D3uaSJKGnsQaJHFGAuVxEO1aIUuzlk4Jb55CdKDF4CtxqAu9Dd2ay/IXmibNXg/tOCj99eJ4xdqLqZPKFoTVPlXYLLzknO3mW9svJhhoE+NKiyvKuwOZcWd6j5kve/tsvX7qux96S9+VKt6KbKVhmmopgniDCINGPydMVKkkO9FHDmtUXK2ADTCIM0FtxSWn0uM9kipUCY7BrlujvX6Suu+8BVyRqIy+6ZyP6boqBKIFLbgqcSQaIUUZxPENbUqz0e2ae4f2eF0UpabIWYas3UuKThZkVj737nW1edObX/3x/a/zBKJgXjjdUjKsEin39UEKUNHJkXJ9nDLey4bN9FVZ60dC6AnwPoBWOv/NlwZV65BlyWgZ0Fd0oNtiwpnvPAcmgbk8HrId3tDIPbUTGRSfji3TWe2l+x7T7CQQmbuXTyxo4VFY9F4PSPau8VIC/AXS5esy6K0Xb03dAELC3R2iHqu1x5YY+3vaLDf/l7j552QDvEQtLVVqpYQFlQS5GLpWFnxRgyiTKQLEaCUfa1NGAywKq8qK4EbmmE9b/LK7cpgX1FcDkkS/UA7FbuCMvixYxKO+9FSpAxSKFQyrYROiplpLHA0ycC6o7PRFXbJhBhWGz1ufmmK//9JTu2/oTzxPP7Rz1OvW7TmpO4jofnJozV+3TjPr/9SY/bHppmxBNUivkgg7ELtnmAov5DleTE2WwtBkFoAfxhcBd3/1ANSrmIyQzJE5mxdl4IVABc5dtylJnbrAgmS7Zg6VmpGNeJ2XdK8qlvVbHzVyx7W+3NoLBKlGRTyUmS5wg0izeFLFkhC4p9ioZLZ23gmQHbSHSqSFWmxVOHd9/c5dZ7quw+4YKMMEISpi5dRCEBRKbHgUKTl3X4wNU5O/hUuVwpPefsbIGc++GiCDzzdH45uCxnqYfyIPm1NyCyJJKR5YrCcum1taddx6Hb93nzdT06/ZP87t+t4uhcQK2q8B0BaY+XpTOvS8N01HnomT7ShOxY2+LVV0fsOQ6fujdg54EG9z41RsXxmaza4fCVbJafHZoj7T7sOcBlKTCUw6wth5g6C7pWRtkr7vIc2EIMWLsAe86ehTTJu07y7fHyZz0AewZ0lUkUpTTKybOVCUomVnurhFQlfPWBGrv3D7S3ELIYWTGQJmdbX4U6KX3XYQU+XFFcbkAezDEpJX30oPNd5yDPUvhR7LD9gpA3vbjDwU/5RKkC4ZAKh74QuIVMyQPd3FEZaPIcQIPNByyDqiImMCgGVmbB5CILQEXG2MX7gR63DkmZ7IbBXi6ms/9NtiGwNDhD5diyNAEux5SVym9/cYvp+imeOuhwx+M19h6rc+OONldu7bDtvBrO667zSSKX5/Y5vPs3q+w7NUKrHeAgma7ASJCB28Nu9Opmzbulqj27iWjJ2juH/DjLOaHkoZ+jBtwWWA385YH+NkP6W0o92PC1LFOULp7zgDLX2sUWJ3KQ4MkH57tuzKHTij/9YoO+tOBGOKWu+Ty4XVlcNPC9xUpEn0udlIr3TckL10Mp+7IGzyrrlERpRapt97mfJvzLWzp84Z4qB0852VruEGuXnhCoND+vVo8PmlHE8K1mBiWr+WdRZvDZpBywuckBbOz10CaLmYwpVmqtzZAvrsuEl61oUg8TWnFjZOWwSptsChdZyYIo3CabvlfUqx4vuSTkZZf1+eBrlzl4ZpFP3N7g2080OHxmBGfP6Zgzs4av3DXKoVMjjPiCiRE7hdUOnczn+A0G5uQ9jkoNBvLkQeJKTY2gJEnONvXL78uMnXuqAzYvMXgBcl1o8GEW1yUG19kgm/QcfvcA2I5KcJ2IVqT56JcbnJz1QVl5IqQcWIMlzV28Zvg7DRwU8R1jzCGgU1qSi93IRMk6zAf3lDzx1E56TROHdVMhH3pLm9/5uEcztqOOjZCEWlnbMM3rPbICoaKNbCBHBkGBKGVabQO5gSyzmQWeOaiNKVwUk1l51uqzQNdZcFr2ucskp8s4KIFd5I6ZtrI3TSF1RFbdKogSQRhL+qGi03NZ9ip271M34eINIe97VYiodqnVuzgm8tD9KuNOg8nzbOQphK1OczIZUvQ2OuXNQ22Z6kCSiBUXWJwF5nOBunwHD9L25T7Ms4Gdd3UraVupnAzsA2lS2mlNDiLvQqLkE5tyaSJtYOn4MZ//ms9HPtcg1K6VJ0JlwSVnNxWfIy1fSLAhn/DcEDdlXJVkwECfD+apl7ObRQpf263AAyfhJ9/RYd9Rj7/+qtXi2Yxf+sL2bso0k0vlhogVTD4AtRh8wCKzaVcAbQzKUNQfGZHdlIWOHj43euham9L5sX8HzpX0g0RQFI8pJVBJ1o4Ymayv1uA6qqgtysdYpFoQhjHT9QaBDHBGR1IcYbh6u8vckqIfpmhTtuNkFtTJQYpclPY1z4FZLs0sX/RzvV4B8sEJORvYOZN/J4DnOxqrfJyB0hmbD8DtFPq7XCWYlN7brOXiEnzhW1WWwhzctu6kGA8nBvbkd0runBPPYhjUhTwp2YO2RntQOltsr6hl1nSih+vEpZUqWjskqcOIl3LLK7vc+kCVhbayUsUoYu3QXZlkYZAAyj9gweMlp6Tww3PmNiZj6kyjZ8ytS4AXYvCzciJHlFk8+/1aZ1gpF2Bl9upQknDIKi63KIqB4SAsOXRDyfEzmstUzGpCnN0nYnSYYIRgpOZSCVQecpQSF8Np9CHAli7gUJD1nd6fBQwzdMcPA7ssU/Ku7uHm12LL7nwKU66/pS5JlLSUvUxXgN2yt1tN+Nq3Ax59toLOtXcWXA4Kq4brTQaloXzH1eofJ/FMIpRLZkvbXw/t/lyuMjQSZUosnro4OuG6SyLeeE2XT9zmgYpASIwQRNqhJ7KBTJhzyiYbZA5WkNymG2hxy9xGlgPOQcODNoPrWLC5WMniA1dnGC+lbp8MLOX3OXaGEoUrirmksHXucQKYlHWr+2ze1MV524t7HDrS47Y7Y8ZGfEYrsgjwhsBbEo0m/4TD9Tpnl8qKwc/KRe4rQW5XgpVLf973N0iolEE98MOzjZnkucGtSrpbFtNSk2xyqpUnvhtz8Jjk41+rc6btWaNf2kHvTgZuR6w8oedamUpj6c7B3ueSKIV7UmL2oWbk8ua5Q133lsVlKlHSbn+yqpbygTd2eOBZn4MzEoRNQWskobB77QxqZlay+LBcyZnc1vuL4rNKk1l5UGL0jLmzGnIpBjq8kCbSnhtdgFmcRX5nBb5D7zKErVBWw7kVO+d9Ytzh0YN1Hjk+grP7UJUzMyFCSMbqUKvYAK2M4bwIaOXOtUNH+QMZiv8+/yxDd20BknIKt7Tsy2GpotS5WHyFRCmA/h30dr4Tm0pQMsXJbEHPiwlTzZ9/usF9T1Rsb5u0A0SFlNngz8EErXIzwVnMXfp+g4xm6RysvHBDGcxSCW3JURnaOLcoo7XtZrldmKZ2wy+VOLzsqoifeFeLX/9zjzCRNiOnJYlw6WEL1gaMeI7KwrwIrHQD5rrcZEmfnM11npTL2NsYKzX0yvOSOS7DOMgTOSvgvAJL5UpLY8qtkabAYf7vKimoVhQVH7asktQaCme87uHjUtWGWjXEc2y/pU0+lOZJp8LubVjqai72nF+RkTvXTsUDEJgVy7g5W4PnIC+0+DBry5UgV4PZeSvBncsRVdSZDN4rmeB6CXfvdLn1viph6ELFAWGDS0cw6NqRK+XJ2bZnziRlQIuzLuLQtSwxuSjp30HxlVEMs7cZbFwltUIZnQ3qsR34lWrCLS/rced9Pe7aqUDFgF2SExy6ZcYsGPwcTL6CtQZWYZaIIa8dyQJNQSFThLB/p9DdZsDcAyLIKXj4fAxVWObnIuv2HwwmMkWzsTalvgRhpwKfmNEEY7DGSJxO2qebtqg3TnLFBT7dvjvY5iKx22rEsSROFFEiiRNbtZUkouhqLoCuS1NTz8XkJW017B+XGwYG+6UXbF52TfL3Ypi5B5vBlmVJPsQ9HTzLpEjseG7McsfwtQeq7D0d2JR8tnNEwd4rPO9zNjaUvscwK/0j+iS/robCY1u5Ig4HnMNDOvOgM9USKRRpmiKlQxw6XLQ65o0v6fDobo9mlKVfs+E5sVD0M6lyrvLZAmyyxOQSaxcaMHIlm1s5kmcv8wpAK1tENu1q2GHKu3hW3O/2HFDeIc5kWy1aUOcN8FEKcbaVSpwI4mwr8EhDNzJs3dDEqbRRQRVnz6EKh49XOXDE46fetsgFqwwTNYUUju3kSTy6fY9u36UfOUSRIkwUicqAnorS6IjSODLshSvSB0N6fBjMwyA3wy5KNr3UypThwLI89bRg8kKODIa254HmIGtpW9I0KX97W4WPfLGGEdm2KCK3BilZg4PU/HeUJ9mdO/z8HTBuhp+H0va5/tamlNFcUUZbZDUzZ0XaYFNpTZy6SKX5ybd2OXDK5SO3OsRJVl8g7NjkvpBInSXbKCeABiBXxYcvqWAxkA1DbC6s2jHSxmeDwNKUgs2SFw9nrWqDhg9TYMmytGXrJIUwMUQx9GNBOxS0I7v1dz8xODJhtNFn6/kdfvTVMVfsECjPwblhh2HjBDy/v8Lbf7XC9k1d3nxjh/FqjKNiXnt1m/GRAN+r0e759JSLigyRyhk+H8oiihEDAwdg+C4d3MnDw2CG5YkZCjJVMSZspQbXxXMxw1oNAH0Wc5esQSVjXC/mwBnJrffU6HQ8K01kvh9klpaXpe2sVzgoZXekkCPln1OyDb8Dxs2KN8O6V1BuRLbDgTI2l4MMZ3FIG3hKaWca1msJb72py+33VzhwOkskaAEotBD0M39CFB9gwORlDU4pJlCZNMkDSyOtfZhrbm3KMYp14cy5pOmKs5LLkiLG02XGHrB2GAu6oWAxFDSjlFWNHm+8dglfxYzWNG++oc+OTYYv3z/F3U9WqFQ8nOdPORw9qTg+LxmtVDg9V+ePP2fQicaoiM/e2+Sn3tzkDdemaDNiAwlACFWwcJLNBU9SW1kmykvuOeRJAXDK7skwsIXI3ZNhzS1LAFf5QPbSkPYyuK2jkpY0dyZRnIQw1tz5SI1vPVkZSJOMvWXO3rIcWA6G3qyscx8KKs8RYP7XJErO3gXQy0dJh+tS4seUmNzqcUkqFCrVaKFIQodXXhHxyuu6HP+6Q6itSYiIQUOCY6VKWQSvlCvZxVNiAHqZAz1n84wATKa1TW4TCrs6GDGIQwYrnRmCeNlBSrMhU6mGOIUksTurhYmgH8NyJJhpa9504ww/9aYmV24RKOkSxj5hWGNx2bB+OmVjJSSoJjgbV21anjkd3j7l1X5gYiopyjZTLQmTCvuPBPzRF12uvmiGmpcQx0lhC9kLnZ8im5ZKBYiyTCn4bHhk19AEUrkC4MKUAk0zAHomUwZbagyYfGAPpgM2LxyUgSWoVIL0Eu7d6fG7Hxsh1Q54tkgpZ2/vHGn58kCbs2zC0pJbfv0dJco56HyIvfOkCgNJYqQZ9sK1ndk9xOQyA7uxw4I8T/NLP9Jm7wmXex9TaC8LHrDPiVH0M0oWBkjz6kJTLE0Gk2nwLAiW52Dz0vkxGZiLBFBJ0p3lc5e+v8ZKslRDogfAjhKrtaPEgrwdSdZNLvOvf6DLpukJjpyqEsVqYKUaUNJhemLN7SMTFy2roDbVWV6YPThSFT/hqZhGRTBahbGaYLIO68YEYzWXjatSVo/bf0gMMVRpU1dTuqZ5YqFUeVdkIrMgMp9YOqj7zrOQ2d8tlb0OVwuWWftc4M4ZvJyxzNLxTsKJRcHvfnyEB56sZX2WHijbkqaUnb+dbyjlymymihw+zp5NPqjJKQ8jUlm7l1QrG6aHy23Lcw0HK9fAUSqXMIjsz4bqrIs53SU5YAyTEwm+o3n0GZflXqkEMlPgulDfZUk1uFvLcqJMWPnqM/xnJUyUfjb0Z0PmjDhbnphMlugM3IkgzECeZOMhLtkcccGqUWbmx5lbqrDU8mh1fNpdl+W2QzesMTe3+IFjR3fvdYxjSx4dIZiQDo6rbHdO1swQeII1ky4T9XF6YQ/lpMgMUCKrJ7Y24oqCmrIFNDQIfdjzFmW2Lg1SH072mCKYlCK/MQZ7xeQsLeUK7Z0nd1RSHKmX8vEvj/Clu2uYIGduWzFISXursxh8RcYShpZdQVnTrnisYKxCkpRBkNHhYO+esiM1aGnT2SQqrU2hx/NhQVpk2U2hkFqTCgfZS7nl5X2eP9Thw3/pEvlJiZ0EBoeoECpna3IjBkBUmSyxksVKSEwmSWTmqmgrWwq7UOSJn8GqP3DXSgGsKbknxurvOBX0E+jFgii1v7PhGdqLNb6902XVuIvviaInISfDkUZM4EdoDU63b9DG4EmYqtnhMrYk1lYS1iuaybEU3zVIpfHdCClNFtD4aGN75cpXcDBsJgf3sCwZDjBLmxhloC7PoBZDgWZJd8uSVFl5FIBPh+SJVCnfesznY7fV6KdZa1KxK5zN4Hp5zYkoB0zlACk75AAOZ9XgDAWb/zWtMpAjeVA+1GVvTCZRVhReydKoNyGQZYkibAJIC02qHXxX8yNv6PDQ0z53PSmyTLRlcIQNXKMSxHOnBAQmrxvPCq5UJktU9sV1dg3zSX5FfUrp/OXOShnoYoWFbEqnKbcKwwSakWQ5kkTaOlqjriaM4diZmE5PUwvsZmJOtmN1vSqYHBc0qpIkAWfrOtu17TkwVtVUgsFI4cBLqVUSRmohY40uo/UOgddFygRtJEG/Rpo6tDpe5qIMdg/Igb4S0GW3xC6xurTsnq2/B9vWlQAucqCnw7uADQWTg0PKFOUkdEPBb/3VCIdO+ph8P8+z2Lu0o1sB9JU6fLhEdhjCK37wjwjychBeZvbh9P3w3BSjc/95ZcApByyeAV0IhdSKNFKcvzbhP/zYMg/9gke7n+kbExcRoTaKSJfaMyRWk2eUa9k54/c8EZiDNrsRjLBBqMlUkCkAnWvwlRWnK9yn7J5zpEBi6MaC2Y4mjnsYowmFQxT7aBSQ0o8SaoHAd/NqV1vaneoKI3WXJDU4r3+ZREqHMOwT9eZxVECSSBwnpeIl1KohjWqPaqXDgZMhn/m2x6P7RvFcxXtvDtkybWh3XfqRQpvSxCI5DO4c0CIDT1l+DIqszNnPObCHgL7CRZF6hVOSSxTL3K4Tk6Twx5+v8+SeACPzrcBzeWLZe6hiUAwHSN+xmGroyGVaOdlTrtIxZ4G8XIdydk3KytoUu/OOpsTmefq+kDAW6FLmxViO/Q6p4cptET/99hb/+dMjRGmJxbPPpKUi1AP5YndezVaXbDXG2M6bvJpQFbLEyhEjM7dFlwLQPCCl3F00IInyKqjILHsEI6RccfEcP/zKJXw35fH9Lp+8e4xDx8boRh7jfcOIb6i4dhxIrAWahCVGGRkdJUkSnKnNb6ZWbfDM7p0cOfppXnpxA6MdfC/G9/pEaZ/5dsR//kLArQ+s4eRcA5RL3ZPMnEm5fqvLFRd6BF5Wl6usnaayIoEyuIeTOHqIqc/W4noI6ErqTL7kujsl34xI5uydsbUsM7hKUJWUux72+evP1Wn23JI0cQBVsLc3xNrDm16tZO0hBiodK+XHWbp8hfZe+bOi3CGTCcNJIAYZY2FjJ116bVnbkAprGwqRs7qdqdIIND/+jjaPP+dx58MKqmKAQgNokYE8/zw2keNqU6DQSNvkYKRA6ayqMCOEnOVNVo+i8n86+zv5SZKySP8VJy1vVFfZrtQTo4o3bIu57pIK02OCih9y7bY+P3DjDF96cImPfWOc5Vad2Z5PRUnqLqRoLrtggZ9410vYeuE1dHotHCXquKpGGo5x/MRq+hfErJ1aYq7V5/7n4C++Wme2NcmxUw0832X1iBX6oxXNZEPgCMliUzDaEFQxIAaDgYaKbcSgnkTmwWI5kBRl1tbDDF4C/GCvxrLmTgdBZgZqmdWaSDdhz2GHP/1sgwMLrh0FkG81bqcJ4eTaeygtX7ZCh8FddKgPebvZEsw5Xg9jfiWBF5IkW/9Laftc8plsB42ctc0gmZbpcZEng6Rl8bTE4la2KNJYs2U84V++s82RMw77TwqMI4ZRpilAXrgmuV2YyRGV63KRzUhhIE+K+TjCMr4o3T8muwnQmW7PLGmVlWIraXeiDjzJaN0hTjyOnXbp9frUayHVIKQRhPyLN3V43dVzzHdm+fOvjPDongZnlutsHJNsmRih7o/jOHV8B5yK7yCly+a1EvfykFh3+dwDmlsfGOPhZ0eIU5+Kr1g3Zqi5hpqnqQVQDwQjNYXn5f2CNq3qKPtNraYa7LpVruUuM7M4pyQxmTYffm91ti4FnGVwr8hcihjXTzjTFPzWXza49e4qxi05JtmuzINm4hXsnWtuGAo0z5IqOVPnr4d+XgJ1OaAqyZFz6W+zktFLe+jIslwpyRNZ7EVvsoo+lTlb2c9S+0tdqbnl5T2aoeQX/0AxsyzAz6LCQpZYkEc5k2euicnArKWtLpWF7s6Annnk///23jtOsqs88/+ec26o3Hl6cpBmRtIojBJKKCEjiSgBAiMTvF5sHHDArHdts9hrft5dL2CvvbAYr9eENcmABIgMCiCNUEYSytKMZjRRk3u6u7rSDefsH+emqm5FEMLs73w+NV1d3VNddeu5733O877v85o0oidUzaSb0PQYyPyEFgU90YLc8mkprYn91IyD1iU6gUOl5NHySzRbZUbrASsmuvz977a59aEW19xW497HRtj0gOT0sxUrVis6gcJp1AzlqrP/yKHgup0z/sXf+FbInY9OEEcekw1r1+arGC9RVUqeoOwLKr6gVpH4ru34SSvDxMBGLAdpfyVgsa5EJBxbJEkdMY+m5NHb/m4+O13JuAD+FOwRjhMToPnWbVW+/6MKJknkINKbVU9UAu6+6D0QrZ9yYzQP6AsA+5lWX84+B7U2hSbfLFqbfkuFYhpfJiaZRYUlqVERGLTUSKOII4VyNC8/vcurz2nzue/asSA4SajVpDtH6wWvc+qhpckL6pJIbVvZSHh34hmfgDxtFjc6kU2Skydb0iQnbHpSJ3sUY4NlN4BmWyKEQxRLO4TBc/Fdj5lWjOvU8N2YjUcFnLC6yy0PH+LOzUuJMNcFUWl/N2jjVIaO5f1/d9WOUsn76P0PHX/x5scfY92Yh+foTMtOx2J7jsD3BL4rKfmSSklR8u3cSUcVdOI0MTHYmFDYJBZT71ndSWH2eT810RltsVq4zpoX7AbUgjoDt4qIRMw3NpX50Cfr7Dns2mylLConEpGAu99Is1A6QAHURTpSaGzIcFyUCosYfzrEz4vUhccGPvjiJIi+5uRCIZbUAi0kQhu0MElnu064uiIWBoFD2DMsHw35k3/bZLYt+foPq4RxMYKnlKUA8qJaktg7pNYRUtpInkZtkojdz79FRmVUIZBrkdAvk87sNETaTm/oBYKWsuVgYWSnPLQ9je84uK7OPiuEHeS7frLFS09eQWO09dE4+s6Otae81c7oWTMe4XkSvdxQ7jn4vmOnOATaXt5I504KPNdGbc+TlH1JybMz3lP/kbQJOOtyLzQB9xVKzaMkKdh1PwcvgjyjJnHyWAryJIOZAN3xYnYfUnzqq1U2b/OhWojaMuHfQi4YvdVA1O6TB58S8CmQxYI0JT8ZEg2tSLkXDOqJNJd8r42VzYoy4Ty6kujhInk8qzqUEmEU2mhEkgQSRhMFmmOOCvm118/xo4dcdhwsvOBipBVgpCLE/m2d0BVH2MpBLe1E5JRfS2yUL5YXp9q5xFKZvpxo8TjHEEmDig1BUwd4nAAARv1JREFUpJGB/WE6SqcXWhkwNZxC2FLaXmBT+TpSrGxWWLLUIQztG3AAXnrGcXhemeUTsKS+CyTsO+yy91BMEOicGzkS17Eg91yB74HvGXwvGYWdjANRqbGOTHolpZ4H8pR2yCItSUAshO4Ht7A0JuXd9v8WwZ2qJ9YK4khT8pHP19l0XwnKqp+aFKK3U4jeffXehSzmU1KVbCMtFqYnz3HlmreeX3BV4OF5FM83orZ8wo7VttV4wiZ7hG1WthYNKpFwkwSQMIi24YKNPX7/rXP8l09KptNuiKw8MAe7EZJQiGwwlZeA20nmM9lIbEsNdCoqJGUHJmE9yiTPN1CGa7fPIrmSC2RoSEeRG2PQSW9C4Ap6TjI5L6k66Iaw71DMvsMRWsPEymWMTm6g3e7kAF88OUl1aPH1jzz6nQ969faflJ0mcexzYGqYkudYu4jEE8XeSCYD2znvvmPwvMJApwHDyyLA8xLYnI5Ybp0rKaIQrXPAzwd4Hs3jrJCqKw3/eE2NT1xdYy52bOZGDIC8UO+tZFoTnXPvzJimwMdTulGs2ejXcAVp7UaupDwzqFM6ku4s07R4P/CT4D8I7ERRkSzAywsJIDuNw9iTwBi0VnbzGWlqXsQ7r5jjwBHJ//xsg07KwTNwGyuP4ABWnekJWxbtaut54iTURCfBQpucn2shEpsJk1H8ebZsCc0gThy3ss22zmrCgyi1i0ixmHTjGcOBVoe9nYBFIx57Du7+4NuOueL6HTv35gCvDS/hdb/x/raUYntrrgGBZLwuGalBtSLxPZlMB7ZPmo4CSTOeXmHujaPSOTf93TWyj4P3AzjXwXWBpvQ/JmWcnAD90TuN3FJF4BgeedzjC9dXaEbKvlhR0LwTepJyb0fY1PNgt05/YmcgTV9QS1Jw57VJCyRynilyFzTColw4yMk1SZbQFCP4/JpxnSSatBGIRBdPo7jQKjHhUcnMHE0Uamp+zJW/1Oa6233u2yIyCl6M4DbyOsnDNnUeC4iFKFwJReYdk9pL2C77xFNFYPMjsmiRQXbSkpYHZOZHlo9HkSjYYFuK4rkS3xPUK3DxKS71asDoMAwP791+76Y/bp96wV/nAAf4z+++HNcrs+2xTdx484840ixRKjnUKpKyn0bsxK1V5bNvlLLzJnPXVlNoF0sjeC7rDerc/cAuRvbiY3FGa2x0Tzl4lEdvV/PANo93fXCYBx/3Ma7Mmoct506id8ID02biPpcqWZAGoQ/YKeDzSL4Axy5ILAPK4DOsPJrNkwnTKk1DVpOd8++8f1MkEb3IwWVi3KllErmNQSegF0IiEoVFBIYT14Z87E9meOdfCR7cWgI37r/MpDJfkj8wRhIltShFoEfC4Cb6uEo6epSwmU8tbKOygcT7sJjYSt+LScqBbSePiiDM7ECsP4/jaDzHtk8qqfDbLo/u8Fmx5hRefcJLaXe6wADAa41hyuUqM13FwZmQRlUy0pAMVTUl30bptGRVJptIWShhzUx20nJWmfPw9Pv+zWMRwCkt0YWGB12oDdfZz9PNpRSWewsRo1zNnJb8r2sq3PewT+zkMqCN2jnQU+7tFNSSQb694A3mbS4H9e6+1M5z0AuLJkD9Eby/DiWzVeurOCwWaSWVhsYOg9LpiaZl0vRr1RWR0BUhFMIYhNao2HDycT1++/IWf/o/HOYibBTQUVrqn6ykZUsobLmtJDDWicoGDJHcNzhJwsdJ+LelL7YlTUmBk0TqtENfS0Ns7Kh4J05LkQvl0+n+KMl2dgNbVem5kvHhgJXLYHhkmFK5nb3aDODNrg+Ov/VQc3zbcGPyqGXjEePDmmo5wnOKVhIDNSZ91g0DG0pV5M15sZQoaNxCWDlSyHR6cl5dmEX3PoDH2VchYhwvpq0Fn7qmytXfr9BTxYhdiNxJl7Aj8pT8ILj7moqF5eb9gBbzAJ09PhDds3+fprVnoXrqYro+lQfTx1M6XNxoppE6rdMfTATJwn1hrIQohUYn9wVJFI8Nvoh440VtHt3p8KlrqrRCAa4pUBQNmVthsmM0Sa8ngsDY1xCJJGoXqKCTbDiVSWiMMcTGjgt3pCGWyajw2AI4KjoZyIErp7A/8xxDu2vo9CQbjhrimBW1bY2G2lor5WdkBvCTjlnK7bd857ozj69+fu3o0J/5bGOkYZlSFKUZs7xEM/0Mi+l1JUxSK14sZS3KfHpBWpJ+DyapUzB5NBcp+HUGdiljRNLQMBcIPvWtKn/18ToHpz07fkEWkjrk4Jbk0btYKZjVwfA0kTt5v30bzAHsFsqs4fnw8eQ/p6NFBjOa+X3TF+GtjJhzV5nUp6SbzNTkR4iUytgobB83CfCtv8rkqOZ9v94EA//nW1XmQrfAw1X+IoTOongqu5L8zUgIImz0DhKwp5QwzRi7Jp27af0ElbQSoSMEUpNF60yxyjR/iLRAY12sBDEVN8CvTbLjwPjnt3z37ute9cpL5wMcYKqpkLL8nVbQea30Zjc2e23GhwxHjUMQeMzOlWj1XKJYYrRMPtTBdPsg1+6/n6slacTOgZw3RvQDP/+99DlilIgRPnz9+2X+28fr7J8uKCYi7T/MNW+RbYby8SN9E9KyqJ1y7kFb5H6akkWUQdmwGN/FMwO8ry87K5UtNP7mOfKMnuQOsGbBDWeRi+ePyWR6gkwUFZOcEAnAjd14RkHE4uGY9/16k6mm5PPfllBKXp/Gqh0ijd5pUXcaydMDZY+/FnZDGgsIhXWeSj8D1yTBRltzUCfJjOaNJimNSv60MYSxYLYnmO1AHEYsnugy0Qipllzq9eC+tSvK35lt9mcW+gD+qldcwjve/d5bQdwd90Y3alNFladZu6xL1evxSyf3GKpVaXU8tJbJh15sWMjT7v0RW1NMu2eAxSQzzBNAk4A8a5Io/p7dXAqRqCk+bN3j8NlvV9l3yIVSMixIFOXApKAqoRDF6J1vLvs9T+ZF7wEtPEX5U4J3QEJ8tpF7Xh14dr8gBWbgLygPFNL4Yr6iIoUFtyicBBk9EZZ/G2Qy+9jy8jgwLB6PeOur2tx+v8e2JwEvfUHpVNi0plwMALvwffKYEdYRUQtJLIQFuy6AXSStgKJYD9TvgxkbwXRPUqu3eOv5Uwx5PdYs0zhmAs/zWLq4effmR7986yWX/c1TAxzgjBOOBSHpTG+hUdnLVbeV+dotE1S9mN0HZnn3660ciIn7wVmI4hlfToAusvtxX3TOQJ08R1bPklyoc7CnJ0WinriCbXsd/tPHGtx4j28bKGXxUlkAedK1oihSk4UrBvuSOgyAvNi9w1Pd5oXxZ4/w4t1iMdaAbJjx8EwLB2EMmnS+DQXKkkZzcroijK08zL63G03SSK4NoBBdeNmpPf7yXbP8+ccaPLEXi0BBsslMibnIQW4GdCVBdvxTKmOEJE5ukRD0kLYPVaYByM4gtXVMeRAi0fzfccksV54fU/YFd252uOq6GhtWjbJ46Vq0NvMO7TyAv/XKl6KkE9z4/a186bou+/bX2DDhMTakaPglpueaVEoBrhta8FJUQkwG5owz9wFcZ5QkoyNZ72b/i8udjwYoiyPYcdDhL/5Xg6uvrxCQdAQzCOrcQVQWZMH+wa15Cj4rVxa59t0H6AWi+jwt8LkC+xlXLp+lIM/AXvjZfJoyWG4rshryvg2nSfo6hb2vTaKqGKudlxzNm17eIdbw53/fYOdB145RZpCipB+fmPf6Fwa6vboaKTEotJREWhIk+wRJ7i2vhC12LCtYVNF0Z0e4f7PHxEjI8tFZzjrpIDPBEhateXkQR9EzA7xWGwbG/vjg3PHHHTwwd8FRYz2WL3JZtshh3UowWuK7Ib7XQ6n0CQcoRYGLC6ETOc/e72nomdRh1H5iroByotKYZAORJ7lMdpykEuw8pPjTjzT4yvUVgmyQT6FbvHgj4d7MpyZZhCAH9IKSIAO3ASUwj9pi3u8ugNccoAsoKBnPXuh3EgDlPzdZBjSXDBng4ibXxbG8PE3+9NEVYzDGGnpmMqNR6Mgm8K68pIOjBO/9SJ2dB52kzFH3R+08LYvAzlT1RL5xFkIQaEFXJ3njlD6S1uXbx02iyNjntv+3KyXaFQz78NBWl27HZdmkz7IJj41rJKPLj7mpPrr0j6Ne85kBLsQ413z92maj2ti88ejKub5CLRoTLJvosXyyyUhjlkq5ie8FCR+2KNCxfaNSapRj51HHxqDR7Nxvq8E6geIrN5Z4+AkHJ/nLUQQnrYt4/QU9Sp5m8XhMtaxxhT2G2etSgr1HFO/7aJ2vXFcmSNFKP6D7JUIK3Du/3KWbyIUoSpaaH7jfl7EUBQCLftD3H8v5nL5vT1lUSoqp6wV+pzisqticbKmJ/WaQvvRlNwdT+ANR3AiZnDQy33wKiY5jHAxvfHmHSMOffLjBviMJJUxfvAYXqFY0kxMRZc/w+gu6nLguIg2qrgMPbXP46o0lWoEiiBT79jnERhHGEm1UXmCSPKfE4EuNEYrA+OwTHnK/IIpCZtuSA4cd1qwcis9bNbq5s+8HzRNOvuiZAZ5+MMStd52yofQSX0yfvGikTak0R2ja3PRgzK4DLq6rMGHIcWt6nLIhZOmIRgjoBLC/KXhsh+Khx3zmeorPfK/M3iMOBslcS2GCFCE2HH3zNs2Hr4oouZorLuhy2jEBLzsj4KiVkf1dIFLw8a+Vufp7ZYLMjnZg556B3AI/VU4GZcH+xM58t9uFaEkWgBegmU8ZsZ/vMoMRXPTrhFmKe0AyTE4USLn5YF1KIhU+RRQXJtHHk1rXtI5FaI0rDG+6tMPmJxw++MkqUVpuGMCalTEvO6PHqesD3nhBl5JjqFQM0qXAy+HVZ8K7Lm+BgH1Tkk9fW6bVVTz0mMfm7S6H5hy6gd1cLhnVnLyhy4bVPeLIQSnFtv0VHt5RY+uUz74Zh8XDGlV2Hjh4eO5d46P1BQ/lggC//LWX8JWvfC5W5WWmIreyd2aa224T3LV5hN37S+w94BIYQ9hpsXRihgtPbXHFRR08B7bvd7j2Vp+Htvs8sdtFxwp8lVOINJymp6kxxEYz23GYbcX8w1UuJSfmiks7/PYVbU46NqRRMVx3c4kvXluml3KMlDkXgT3AvQU2LVGsFlxIGVmwcWEwYvcBeiAV/4zc5NkDO/9i470ZpC0UwJ9mNwuSoi2pTeq2MxXG0pRUp15IUixG8RTkqvD7aIMv4M2XdvjRow7fu9mnUTGceELIb1/R5opLupQdjelha88jhzBIaEfBZaHiWxq7bpnmr36rhTaabbsVD+9wufZWn+37FJ4LV1zU5cKTAybHXLotnyhy2XMwYvvBaX60WXHLgzV6QYWzTlthur12fOIply94SJ/y49h38IiIwuDuL37570/5zs1PcnCqhCsktZIFys5pyY6DHcK5GYQM8SuWk+lYEfQcy429YvdMCsRCCDQaiEHHWAuDCExki3zDmJVLIt791jbjQ5oPfLLKI0+4lrCnz5XVmhTNe9JueRu9yzL3+HZFXquezpp3lMncY/PRhEXnKjI3qsxlNht6m6STM1erfKaRFMkUugGnq+y5VOFvFAbb2uaSdES5KbymdFRLej9NqC3gtjuvRKJQPlF03s1cCPpb/+zzpHU+tphNJB05wpM8nETx8SHDu9/WYtVkhAkNcZQY8muXOFZoo9A6HZqSfuqFatGk3ML1I5TS9HomG4JWqmiEULRmhtm6eyn7D9cQAmrlCKUC9h2J2DM92bri8nf+51Kp/KHGyIqFSusXjuAAjUbDdHu9j05MbPzbVSMzQ2tG7ZmlpL2EnKgCvPIR7n+8xQ/u8ekGtscR5UClWMWXOrYmIwYHAlasDcgIYgX0Eh3MprJ27nb48SMO5bJhzx6V10QMdhoUaUqi8QkS1SSL7Qu4wy4Q0Z9aAuyP4gz8/ry48Vwi+QKbzjwiDwyIoj+KF7/PonmBrmSqStqUUIzaTxHNSRqcKWxc08GxQsOK5THnnBxSKRtWLY8xXYOJwRgL7ijyiGKHSCt0rOYBXMpUiLAAD2N7YrkqxnfsiRX2BDfcU+LuR+t4poakTNqY7LmgdcRpp598eM+uBz9yyhlvME91aJ8S4BVfsW3bln85ZcPqvziy594h3+nYFC+CsqdZsTjihKM7HOzN8Mv/cZRHd5Qwjkfm0iodhLQapytFXp5a2GzFBgIt6WqXOKusj2zBvYHXXNTlPW9vMdyw9RCf/maF7qDWWkgoFAU/lcmCA8Cex7kHgDpwzhT/UvZN9qWfoIu+D/I54bv/9wtFVzmwC45TaeNDEeh9mU3sMCtRzGYOFG8VTwCKaorJn6dv02FfZTcSfP4bZT70iRqNhma4pnntSzu2BiuSRLFDELmEkUsUOcTaKjPpKtb7DzaMax2hYoXnBmzZCX/038fZPTfBKcslq8YDfE9mQXHpohqNsQ006o2nPbbO0/2wHS/vue4Dv/2KC+RVUwd3VjvdMbRxqPghY8NzVEoBDz7gMtX0McoD5YN0EUKhpMRT4AuDL5MyW5GrF2CzU6E2tCJBEzvz0TqdGl55TpcP/F6T49eEoOB33tTm2jt8tu+XA69yIJonBVAZKx+I2rlEWMhc8gxSYfFiYUQ/04J85/88OLh5mu+LBVh9/ZvpprPvsfnVh2liSGSPy4GuIFG438/x0zdjUs+HROp78oDkY1dXeGKvA/vhvf+zgZKGV53ZtWqaVoSRSy/wCUMLcJ1cFYqVoirxtsnGy8gYbSRGRQgBw/WQE9cHbL3NsO2woBtoql5MZGCm10UNLW0ZzG+vWLmk97wBvnJ8n65WV9+1Y8dls7feMFU9Y0OHJRNTlLwe1Wqbr96i+ctPjHNgtg5uDm5PWe5blgZPWYfW1JVVJl3Y9oMxRFrgSSt3zYQCpTUXn9Xir/9gmuNWReiePdbHHRXyK5d2+Nt/dujNC3n9KBQM2q6ZXO/mqUGcngD9wBb9gbqI5UGFZf6p97yAXgzgfckdk/9wcMOZgTnTygvJH1LXq6Q1rK9JQlr/wT6wFzaXhTfYk/Av3y2zeasHJXuWP7xd8ccfkYjfP8LFp8eAIAg9Oj2fXuASxzJ5XWQ+k1kpdSxxHIWjI4yyk5zT4VojdcF/+Z0ZXE/xlU2LaAYONVeyfFhy8Sl13vrWS2bHF62864mdh/XTHdenBbiWK5CuOiTl7jdedP4JN950+/Xu977kcukZITv3ST5z/QSHWg2EZ0fuSWHBWpZQVhpfgacsyDPbYZVo0WkU1+ArQ09L2ibm/FOb/O3vz7J+OYQdN0seeULztld0+OoPyjy2U5Ff9Yo0Jd2tFzrkWSCSL8S9B1STgWfu07v79hEDKP6pSobJiWwKJ3QWwQtZzL5acpN30/RRk/SxQkYz5+oUOPcC70DYrdS2HS6f/V6ZoFgO4Qse3uny7z6i+Mh7jnDWsZogdGm2SvQCh1jnCkr/TFON60i0iRMrivwWC3sVmKhFfOA3Z9i4ts3WvWUuPl1wzc016hMvD1st3rh4YuQQ/AQUZXjIIWxvY9VRK/dMz81tu/XBzceMeD20DrnzIZ+59hiLavbA9WJBbMCThrKymSxfge9Yf2036chwZMFiIuEqUWwwUrPhqDn+5jfbrJks0W6LQu9lhIgjVi+PuOKiLh/4tEdcyHDmqLQRJymSLbSjkZXEFiP1oB3yoDXyghvJgc//mQD9bMHep3sX9e95nT4iyTrmG9BCYC/UngxWGpr5oM8kRZn9PNfYRd/mMNaCL3+/xI7dLkYpa5yUqliOYvPeGn/w0QofeucMixtlDk1XiGJry5w2lzsq7/pynZhYC7yMAqXHIZkiF1uvy6FalzOO7bD9SY8jh0Z48wU+4yuP3lYeWr3nngd2cdpJK58/wC1uFF+55q4dtVrjnb/8ihM3BbM3cseWMgemaxw7aY0Pj7QEe1oys/JypQV3yTF4SYOyp+wISleJpOUN28yc9NhtWAMvP8tnpDrG4RlrmOmqZCKaA0Joyk7MpWf2+NBnDfE8iKUKdT94B6sE02jez7fNvI3mQuDsi+hP8fPnguq+UtnsQbKonVOVAtANVs9OfrlIXRbswjd50ierKNQSI+K+oqxiNO+7XGCDg9bwvTt8unHy4cl8cICUDn5JcPBIhY9+qc7Fp1RoVF1cN+/bdZKI7Ti2OT3WAjfl5iT0JbkcKgkzzTLTcyWmZiJGqnMsXyT58iZ422Wnc3TFeWfzyO07/KETnvEYPyPAnfIqOp02pVJ57z33hjd/4at3n/fg5pjVwy6jDaiWFXNByNRjHQ7NlSiVFG7CvX3HeqZ4jpV2XFXsyk88VnxFvaJYPAaSBvunHOrVDmW/h3GDZH9j3ayMjolCk9s+5Wdh9lWS13uLgeg9r+6Egcg9EMGzDp4CPRn8kz+t9XTPV9xkFr8vWsD116OQ1aHYwr8ibTEJ4AsltBQoTQHwfWeqBMcVmeyLdEF5KOVScwTDrma0bBCRx9bdsGhMUK9Kyp6xGHAlrmt7KSNXo2P72jAJuFUMLpRLPY60DPc9Ps5cu0a9YhhtVDh+eZtaxWHdMatuPu7Es/d2uh0q5cpPDnCAcrnCdTfd9bjrjX/klA2nn9c+ciudwGdy1GXxGBy1osXpx+/nr760iFjXcZU1cPVda/fmuyIBNImvisBzFb5n3bHqFUHJj+kFkm7PwXPcgj2ELdaKtcLRisWLYk4+NuSuR7ykRrkoE1qwWoODQvMC83l4kbpkzzK4wSw8tiAK+yTCpwDmcwF59v/EvP9dVEkwxRonkbtIFSN6QVYcHA2eqSoLbSqNKPzl5NgouOdRl30HlHWuSnIcQjr4SlBXmpprKLsa3xX0Qk2zFWGMQ1QShJ7Ajw1eDLFrm4lzgFtnLNdRSAmdXsD/+EqDzY87rF2smRx1WDQqOTyrOf6E01i3ovGRXU/c+vjKo176rI7pswI4wEVnrkT6w3dtHpq+Znpq/+tmjjzJ4jHDxHDIuhUdjj26zT9dH3H4kOXdJddQ8qyXoe8I3ATkrivxXYHvKXxfUvEFlZI1DpLCXrqiWBLFilgrKzNplVS5wbIlMeedFHLXA9jmyiJpGKAlz1oDX+hG/6zLQdHmp7iVfOaV0pY+2OVyYWqrkoHeWHMeW+yXADvxDZyf3KHgDygTfl+I5lg833y/y969DnnVpkIKgS8T+plkX7WBIDR0ujFSiiT5k465kXbuZSyIXZ1RNAvwGIxk/5TgOzeViBE4OmS2FTM1Y9iwYRVjk8de0ww33NWOZp/1oXvWAFelSX50354dpepL37169Z1qqxavHW10WT7ZZqg+y9dvdzk8VWLI15RdKHtQ9qyXoecKPEcmkVsm0duaeJZ9647lOYlGShqVbLGPPehiXrlof/i0cVowv+Z7sLGhWC476BgLA1G88JXC9892/bRPAVG4l+ndgqyhIaMnyb4ioyRYDq51InlmlhJWUelrcUvUFNKvaR1J3z/2gNkWNJPV+IBNwoSRphcKVC9OPk+Vj1spWELolEIBjtK0uh6Lhh3OO63J137YYMeUCyJkYgxCvG+cf85Z70bv3inUimd9zOSz/k3g9I3LqIqbdp54/JkPrls1yfjwFMsW7WWmNcfnbqgTRj4jZUOtZKiWBJWSpOInHoa+pOQpfM8adpZ8kUR4je9asyClTEYZijqwKUTpPpANVEEpkafmFQPDZp8ieg82GhdB3reeK994boh9bmugTrzPOyX9qhODTN1vtdw3Y7MYzRdK/kCmpBTySuQg7990p9OJwxiCUNMLNN0gpteL6QaGTgDdADo9QacnaXckrY7DXMdhruPSbHsoVeLKX2rTGGqy80ibnVMRXnU1J20858Hrb77tOYEbnkMET9fw0Br8ysoPnnDMtqP+8ar9b966B4bqTR54tMqiBgxVNI2qpFaWlDw7HEhJkdhuFT0Ni76GuRtWPpSqQCkKh7rXluw9rPKKwvSSiZjXTDx/xs7TqCuFr9mH18e/80/yGXFpns0vLfArz+L5c0084SUFepJKhFrbQ5Imf5LuP9KBVml3vSz0Z8p0yFXfwKtkF6MFS8Y0pYqmOVc4w9IrBsktic5RBGHBOVigk42xsjq3trJjEAp6oSGI7AnnKMMRv8qp62dZtwJG18K5J5eZjdd88fwzT//gY1v3Ple4PrcIDjAyvorO4a/MLFu/+B2eWPRDzxnl8JyPdD0mqobRumS0oRhpuDRqLtWSQ8lXmdVWCu6SZ7LobZUWk3gaDjQnZ72ZFuiPbFN8fVMp4d95/bdYENCF+T9FuoLpA3YxjT9YNgsLaOELAHqwfCSFwXMO/IJn/F99pbOZpCcyQKeTE9LZk7my0q+Dp7QhA7YZiOrJLepJLju/xzFHRWk8J5UoYyzt0OkA1xiCyNCLLRcPQk0vtE7FvTCmFyTz5nsw14HpJhyekRyacTg84zHVrNDrlhmugImqNMqLf+jXl7/jw5/89syxa5c+Z4A/5wgOMLbiCrZvvaf99isvCQ7v/Dh/9gnJWNVjchgWjbiMDTsM1aze3WwJuoGVTl2HxETf4Hs6ieAaz9XW+i1zpbWTHOYZAUmDkIIgLrao2a+qoJ4oYfLy1hTEsgD8gfv9oC64xRblwWdJvp8XqBcA+dP+ueKm06QKSvKjgkKi9UAeLNl4inSYb2YtIdFGJ91AMrGY6Ae5rwwmHWRp7E0npRbWjUpYX+/YJvPCMA8qmRdzto9RaCkIAk2zHeMoaNQUUeziqDJDtRHedMERPvy1ZeHio1/20FIp25de8OrndSifF8ABSvX1YPSdbuOlZzvi1vJR44IlYw5LJ1yWLdIsHmuz66Bh7+ESAmU9xd2ElrjaqixunAA8xnPTycRpbXJuHmT7OWNiY9h5ICm/7Ou9TGq7k3rvfjNNMwDy+X4o+X3RF8WfHl/pDm9hQD9bkA9eGZ7q/sIvxDY2iKyk1n7V2m4uUnNYm+LEXuw0WF9CjSCZ75M0HmtpW9UsTZEZ2A0SiWDFohAlNZGxT6iNITJ2AnGUeHuHUmQ5CFHYfNrPMKGOyippbiVm/0yL3XtclowogtBBCBfXGaLsuFx+wYbHHtqy+3c3Hrfm+cL0+QN88aIaxsy8r1a72Lz0pEPvefDhraUl4y5HLw9Zu2KGHQfn+NqtZVwtOXqZjypLfNfSkrJv8D0Lbj8Bt+fEmTut02dynxv+tDV85nsV4ljlzcaJ7UDuqZFH7/kgLo7HHlRZxFOXyC6M8D4gFwuh+jS7Z4nywWbmvmcXT/1a+jd/SY9mAeQZuNP3JKxvofVAMYl8mG5AdR9NyacqKxw35Fcv7fLtG2Nm0yYVqQmN9Sb0tDXxkbFJPE1yMTO/qmlbr+QaXAfWrww54Zgj/NO3yzywo0Y3MCjp4jmKyaUndn/l9a/8huuVzdLx2vMG+HPm4H2fixjSt9969/uPWr30Q8etWxYcu7rLCWsPcXBuin/6ts+efRUqvsRzJL5nKPmGsm8ol2LKvp3DWfJifDfGdWNcJ8J1YhzHlk+qzGTTjizZvEPx2C4X09dgLBODR9MH8nxE4UC3TgpumYO8L3KTCzODRdrzzDETDGZNwIW6kYWA+GxAPtjHYb81GTdfCOgpF+/n2qmSMnCL7dAwbdLhsekA3yInzyv7spuWrF8Rsn51gIhjbIeDJtKGrhb0tB23nc6W70WCbmh7dDs9k926geXkYWRodz1WjtX4zVfPMTw2w307Qx7eHuKWFgV+afJDD//4tvcvHa9pfoL1vCN4utrdMChVln7gpOOng/bstr/84k1tefsjIzSPVDh2mWLxmMtQTVCvGuqVmGopwvdjfEfjJrTERm4LcscpzJhPpqZJGYOnuf3+Cvv2uWnfGNYLRWRtnqmCkrmQikLbWXp5lIMcXMwvoc1VsH4UiULRk0juiMK2K800ZlnE9AToe4qFmy0KZ0DfubWAmtNPn/LsZv5akvLXJIjPG/4kBLEgoSgy8+JOaYoxOgG7zE+CWLJkMuTMk7r8+LEykROBjjBC0dPKHv+48MKMSTRva2AfaduOZg9ZhKPgyYMOUg2zZoni310xww8f3s/uA4t1T4z95cqlE3+758B08JPi8ycG+GWvfR2f+crXOo3ammseeUL+f5+79jZWj9Y4fqVi0YjD2LBkrKFp1CJq5YiyH+F5Cd+WqVlnnPg/x7a4qmhwL+xjR6YFN9ztE2pla26TmggpcmPHbERhoX9SDURymT3Wz7fnSYIDK43N6Sx3YXKrviyyC+ZtMg1P9c3AEv3gT4GcJVGKr1HkT5SeY+kJJQrFWCKbioadlEa+0xRATGrhlo9A0VrbBJuU2XArO3dT4bkRv3Rajy9eF3GoHYOIQDhEQtIVApXvToiNwEk2nT0JbgS90OrjYWSIIkMcQxA5tDrDrFns8ZYLn8QdWW+Ev/wao6c6r3jVm35SeP7kAAeI1DqO6EVbVq8cetd73ub/w+Hd98tySTDSgNFGwFAtpFoKKfkhfgJuIfLBiZlpZwJwp9DpoZI581Mzinsf9Ikz/8HEki2jJ8X58v0bS5XWomcNxaKPnxdT8gsCscBzTeFDRPSDPK/7yL/vf+IFcL1QNC9s0EQR6AOP5yAfYO0pdU/1cWHT8coYUlZq7fAgjkXWLxuns320jeBGp1RFYYyCWHLq8QGjwyGHmp51p9chCEkgnER/sjZykbZcPH3/Qtge9LIyVLqGZkcz1wlotmOOzCp27S9z6csu06euXv2u6vDEFnj26fgXHOD/9vINbNm8JVi77oxP/OOnt1UqwyN/t6S+nzVLA4bqHSp+D8+Ncd0QR0XWn1oreqFLFKu8okzGeRRPIrlUEUjD135YYqrlZi5IqUVbTk/6ebYa4N75TfRRlOLGMgOz6OfMRdAU60GEwZpeqrQuuxjCkxPhaaL24MayD8AUVNC0IGzgZOg78YqbTZP/gcw2sP8vJ5tMjTX3MYXZmknENhKVcO+cw0vGqiGXn9vhrz/vg1H2phVGSHokJptYG2QN9GIII43QsT2RlMRVgqpjaHiGkWrM4qGQC84cQyjzR9XhCz6xY8eOePXq439+AA6wbv06nti1P77sla/eum3L3c37fnxN/d4nDlGpxEgRIXSIUjFCWl62ciJgw6oQISpJ5EgiuGPB7cjQjuSWMYGGTff7tAKZzN2xt9Rz0JVF3bto/VAAtxIFGwj7u0Xj+hwkJqcbJgeOKOBGJlEKY0+SvppskVb1DVblPV0Un28+1De+UParQCSJqvRZdV/JayINpq81ec7iUFlbt6MTPVzaIrfYPr/WlqYYLcknKats41n2BOef1OMj/xLT0zEQZu/N4BEgEQg8AYEGTY/T1h5m1USPOE6YpZTo2AXh4DuwZHiMl5xxbvPsM87YOje7N169evVPC5Y/PYADVCtltu3a/41lq0783cd29/7HR//5utFms8PwkGbHvjlm22U8z0FowdplTd7/jiYvWSeJDEnHh6Ukjozs5lJEuH7MD+/12fxEop4khVVQGI8h+r0H+yN2fnMKYM8SPH3gztPNWRq6uEFMCpmsxpzTEZ3yWENfjXVf1B+I5FmU7uPchYyrHMzCmkzHL0qZ2etLcjBWBcmvQPY5knmWir7oLmKZSLASqdNBrCmoEy6etZNZqiK0YP3qiLM29rjpHsc6Y6aZJi0wwiMygpIExwhOP6bDB97R4qjFLhBTLnVodiIe3zVJrWQYaji4oy+bWn70SX+o9e5veP7ynyYkf7oAXzRm++OazeZn3v66Cx1fOR/ct+3GCcfZxec3KfbsrzBZ1QxXoFQdY//hKtNLWpS8HsI1KBXhuwGOEyJEjMBOTnt8j8ORw06Cgn5D+2zWTsE4p0hNbC+oyNrl0khuwZJH8BSoUQIarelLd2dggWwYK8mQXDtee9DRtaC4FOnDoCJCfqJl92XOu/tGoBciffqahRGJJ0lakmqvkH2vWRYiuEoFlySKJ/xbaoGMbTRXCQfPI3hBRkQwOhazblnETXdo8GI7swSTjTA2wsMRMFrRrKiX2LNvJbOzDkO1DqONDrsPzfKF60usWryKK99w9sHRJS/7k7lm+JlGY/FPFdw/dYCnq16v02m1PvXGV58r77lz+3/78Gf2TMwdqbB6JGasBpOjLquXuoxVBa2Odap1nYhqpYeOA3pxjKvsvE3LBEROSskB7qa8O43cIpcEc4kwmdIsSQq/7MRmWdhokoA6jm2/Y1wAeZxsFkWCFlP4P8hE3jMiyRCSzawsyoP5ynnFYDluMXJn0boI7mxgbvp/kloQLZBGQmwBGMaCOLavHXJ6kzpoucaC0fLvFNgCJSWxNjgm18F1QlNMWraMwDrD5g2D6BhPxXiOINAhQQd0xcG4koavmZlxue3+EmuWCZaOK7qBy1BFcfaJMXNy7cHxpRe+NwzjT40ML+wt+HMJcIBytcrnr7rqE8bU45eetPy/L2tMjT64HcaHHZYtcpkYMZT9CFfFlLwQ3+twx6Oaa++osmuvw/mntvm1V7RAG5aMRtTqmsOHya7nAuarJsXorfIPNe//tOB2Ehs1JROPk0RLDiOr3RpjiGMrccV2dBAkEdXIpIkgeZ9xglthQCZXgSIvz8t907K+nIv3VUwWwJtSkQzY6fDcLJLnx1kmk1VDYV9rENiES+rMKwvHw0nATaKBiyRJJoWt45aFhNBgp3va7SMMNGcle6dsRacQmrdeMsf5p/TYsc/lutt73PG4oBNV6WlBNzAcmg5wHA+lPDyvxw/vG2J4YnLqrI3VP9665bv/55TTXv9CwfCFAzjAW970Jp548B8/3Vy9JPh25P+v2oG99fUrHYbrhvGhkCXjbZaMN3HdJl+8AT725Qke2jtEb0ai5X7efkkP0xGcc2LI6hUhOw7l1127qSzQE5HPdsk4tyqCOml4dmwJr1PwCxTSRtYg0sSxodVJNNs4j8JZhDUWMCSnWZr+toNOTZL2LgwIhqz4KQM2Oc4zGVD28+3cl7B/il0R5EIkf0cqglAShJJW185tt8pU4ThoUZAtU4BbmialpTY2imuUHqAmaS158n+273K59f4KlDyEiLhgY8S/eZVgZkbz6nOn+J9fjvn895ewa6oMxlD2NFIF9EKXiq9Zvnysubu5/Pe/eUvvC+9/z1teSAi+sAAH+NyNvu7E7hfHqn70hovVP88e2VI60hzi+KPa7Do0zbb9c2gd8TefnWDLoXGG6y7DVUO1PMRMM8JRmkZtjnNO6HHnQ4YOCiFkPlCKhfstiyaaGcgdiesKXCWTDm+RRXQpASMJQ8OhOU2rmwOwKEGmXLYoBWaUowDsrCSlqCsOrHnNFwP7CEcVvEQyQ83UOCedgwSmFOI6MXsPSQ7N2EJwKfP35ji2krOo7KQAV0rkqfv0Viih1ZkWbiN4N4BbH/Q50q4gyjVKKmZqVvLEDoGSMeuXNPmTt84w3YQgqtALKuybrrFuleHJmTl2N9f2Ljqz+huvW9v68sGpln7/C4y/Fxzgf/Z7v8Z9d3wh3nD0mi/fcIeJZ+bMZydHdpY27+3wqW83uGBjzPLFEVPtBuNDLssbhskhwZLaKE/s8ZkcncF3Q15+WsjHvwGdrsr5d0FKKwK7zxE2+ZAtqG3rnOtIXDdpoUtKeH3PUPY161Z22DnT4aHH6tQ9QTmxvHCTEyX1IUlQguWzNnrrhKMbafo2mfMqSAaylsV6dZUM2JWZK6zJvESUzEuKXaVxnRjPDSn5PXZultz4wGJqjqDkC3w3eY+OxNWycFKm1hrJ6L7YXsViZaO4VmnRVV4zbrTNZGojabcl1/6ojHRLDJU9Vg0ZDh6q8sBWzeRIh1hLRssRixohK8ZDzjmxzT99U7Bjf4WXnXNU7/yXvaE5Mrr01qmgE689fvSFht9PVmz1bNfGM6/kn7+5L37Fq4/9yktOXv1Od3gVX7zBZWljhHM3jOM6VYTvsqhiWNQwLJ9Q1EslpmYqdHo+2kg+890K0y0foRz8xAq5OMC1qB+rgcitlMBxil1FkpInKHtQLRvqVc1IPWLxWI8T17b5ozfvw5FNDnYEzUDSCQWBdXQmjJPS0KS433anpKqLsVMt0pJp07/hLAbxPr07KzEwA1E8B7f1FbE1O54T43shZb9HvdpCqiP8zdUO9z0BB6cjZpoxc+2YdjeiE8T0Ak0vgCCyN/seBGGmuuRRPGuaKET1WEviWBFGDrWK4ldf0UUKSd2DiZphbk6xc1+Jg9MVZppV2p0q7V6Nm+9Zzt69i3jj+SGnnjzeDln89uPXrz5x6Xhp74qlIz8L6P1sAA7wG7/2FmbmXmJOO+dXtq9Z//otp65fe+jy8wKUN8fXbm1QEi6NkqFeFtQrCs8DEruvmZZh16ESWlYoKUlVWb9vIfqv+8VLfRrFnZSDOilFSdrmXCj7hkrJUC3F1CsRjWqA54Ycvzri8vOmCHohs6GtjgtiQRiTgFv0gTvWhkiTqRfzu2kGCqmyE5MFrj6JUWnBBcpRSeROSopdJ8ZzIjwvpFru8vVbBA9t9+lGgpmOoNnRtLuabtfQ68UEYUwQaYLQjoyJEpD3gTutWUkbjjM50wI8ihyCwCeOSywd09Rqgd3IGhKbCEGz5TDb9omjKq89O6YTz/GNWxXK2TDz+pct+40/+K17r/rg3//LPiFE7Py0jWWeYr3gFKW4pPKQcMtLF5++fvQNn/1V3xn527/+9MNj23dErF+siULwXEW5JCn7tiGiXulx1c0u9z0+SrXkMezbzWSUASnx18AU5LZcDkwpipPw7tSfxffA9+0GqFKKqZYjKqUQ14moVQ3HLu9AFNLTHl0tcOL+tLmtr8iBKxOKYtUIO8U3awgeOA5FzTuvlyka2CfUxMmBrtI6eaWTcoYYV0W4bsCWXQ5hW9J1odWz3TdK6mRvkKbk05NIZvU4kTJEscCJC7w7e435ZDutJd3IllaAZONRs7zp/GmuuqFOJxJ0e5p219AN7Cymx/c0WD3u8HtvdHlk/ymHD3WH/t3Hv+X9y29LyZ/+3tt+lpD72QK8Xk5IK7Bj98s+7XmOs/HEWz8w5t84sWLRDq76QQPXsXYSlVLE2FCPI60O37yzQWwqrKhrar6h3YMnm4oIQc0zuIXcdB7F+zm4U3DVsmZEmpKrKfm2Nr3kR/heiOeGGBPT6ikMdpBWZCAyFrRRmmQBm8FLHLayDa7uj+I60cnNAqnMjKZkciCZOWXan+o4OqmN75/YIGQ64txQKWsQMZ0I2qGgHAocp6i8JNWTmSojiBREkSBWpi+C22OYeAk6MWU/BKM4cKRGt+fQ7nmMDxteeUab797V4mCzxpJhTbenCSNJpCM++3146XEr+OXXn3PwyhUX/Ck6+rRQw/zNn/1MsW0/l5/9n7Rr1fIh6hX5ybe/4bz3vv3KCw7ubVbQcUyjpqiWrT+0VHNcfYvLw0+MsLwuWDFqWL1IcvwqOGblLJ7bYrYLQZKeTsFdLKyyUVxaeTDpC3Vdg5f1hWpKXqrFh/huwPSs5vt3lYmVIms5MILYJNw1snQlSDl5YpUQZX4faU1Hvx6edsH3NTzLgrSZ0RGTePhpXBXjuhrXiRIlJZkzmhS+xJHiotMCao0uQRTTigSdQFjOHdoG4CCyXiVRFBMl+n4U2Q1mpPMu95SDi8ScvlrqEcZzPLo74KFtJbY9WePJA3UOTY2wYUWJK86bJiTiSAta3ZgjsxAEmlOPiRlfedHBocmL3hv01CeFGn6xYPazjeCDq1YrY8z0J1atOzVaepT5uzPat48sakzhKMGSsTZb9nb5/PVjuMZnxZhm8ajD4nGXY1YFjI/N8r+/rfn6HUuol9ysLjqL3EWZLIvgCbid/Oa7MZ4X2Zsb4nkBW/Ya7tlcwThONttHCOvpFxpBhA3csczLZwWFIq8kihedXQdXUUHJwZ1uJuPs5jkxSqWte3kGM63RDiKHU9d3WLOozT3bQlqRoh6BHwnc0CTv3ToWhEokVwFBqCztiiJB7BR5uFVZXBVTLXfYdLfhn74+xGTFYf0KxZJxidawdkXEWy+a4sEnZtn75AirFxt2HYpYsXwl//aXTzoyJ0//D09OmX9eveSZ/QNfyPWiAtx+0MPMtaPPXHHpOVPfd6aODqPgQ70jd7gHm00+9/0GQafCmnHDohHF4nGXFZOC5ZMRxx9luGy2xQ8f6dELPUy5EL2TxI4qRm8ndbe1Vs6eq5NbjO9GdritG+D6Xb50Y4WOLuO4LjVlKCm78dNGEGqIjE1vu8okTb1WKkyTMloKtBoEeV+dU+4YkKkmloI4jh2Vnr4u141wpAZhErnOWgubZA/gRB5l3+PNF7a4d3OHTuQxF0lKUYwfgRsZ3AhCR+DEttEg5d5RumnO0vsi61byvZgjczHfvLnKPY/VOHG5puIFGOMhhI/n1lk+GfPWizr849ccZlp13nLJxtBxSn9cHf2lraOl8reEeNHh9eIDHKBWcfR3btzyjV71Nd5xix5umyD82FeuvVvs3KXkkrpgYkgwMeqyeEywdKLH5MgcjXqHJeMhFS9iLkgAJgoFVs5A9Fa2rNZe/o0FuZM0PHsxvhtSr3W46xHBV28eJhRlhl1ouNYiWghDN4LDXUU7tsAsKUHdEdhm2jQSp7KhSZSUpLovea9PtcHs17Yje9L5Ab5rbaSlMoShx2yrZLvPIyvlSWHw3IjLz53jmptnuPWxCi3XpxYJShF4sUmUEwvs2DHEsSaOBVEkiBxhfxZLolgTJ5WBShraXc3BwzDd0uydcaiXYhwV4jguZd/H9+qsmXC57LySdmovMauOWv97p2xc8X8IdwRCPLO18c9i/VwAHOCVF67DdO8N8Ic+s23r8hvPOaX3phUTT/6Xm+44yHC9zuSoYtlEwPJFMzy8a4Zd03bSMlrbEiCRFBNlm0krCboJ91bJzZGpZ7XGcTWeo/GckJIfEMc9rrqxyv4jDaqew7BnqPuaimsj/4E5OGbVDHsPdzk85dOKKsTaRSSuWo4CNzZEql8bB/orr8RAkicDuaUSnpvr3NVSByk77D0iePJAnfFGjelmGUdpIt+2zTsqZmIo4IoL57jr8TadwKPjCCoJuEMn1ewL4I4NYSxQoVWb3Ai7SYxkMpXBbjQNES875QClSoWdOxs4KsJ1JfWyIowMh7vLqQ8v+09LV6+8au/csl27b5oLLrvw5wPc8HMEcABROgWg8+SWz29+zWXHfuDqL5e9c8+YeF/c2aeGqgGLx5vcv2OOv/vSCC8/ZZjfveIAF57a4du3DCcR2erbnmeTOXk63gI7n01ZiJhuhOdGVMtdHt4FN9w5REiJMc9G77pvqJehWlIcs0rw6vNChhsztHo9PvjFEX744ARKeparKzvNwtOmoCuzMAen4IJbALfrWo275PWoV1rc8UjIX39pmKl2nbFyhcvPKDM2pKhVImItkg2hpuSXuPglc3zm2ib3bq/Q8mwUD2OTmV2mTcCRNqhYIyORSKr2GHmOrWeJEgp0w71l7t89wR++znDRaTP89ZcM27YPUfYDHKfCqZPHx8euGPmvv/XRYz7wrlfviv/sDy58sSE0b/1cATxdS9e9hau+/IX4TW98x190u/ud+++97Y8O7LrXd73dfPI7ZUb8BosbiigMWDwa4ilDyYGyT6KhK0q+NRtynaRHOavYS8dpmGQjF1HyAoTq8cnv1thyoEGtJKl7mqpvqJWgUZWMNhxWL3Xw1QhLRzST41MIDnPlIx6tYIySkpRigZ8mfZJS26KSkq4+BaXweqzDQIznhZRLXUI6fPBLI9xy3xImhlxGJw1bdirCpQ7jcVJRKa3a0umErBjv8Y5LZ3nPPzTohB5dTyQqT0qXTFa3HseGKOuLlckeQuB7Dr3AIYwke6d8SsJn//4qMzNl/s0lT/IfP16m1ljMaS85vXf++ef895VLx/9i041f5fwL3/Biw2bB9XMJcIA3XXElxhxh+47S+9Ye+0vy6NVLz/7ODYdkxa+dvWy07SxbBAdnI/Yc9Kj5gmrJUCsrqmWHatlJ6jFIja9Ip44JEt6rrBTnuRH1SpfbHxLc+OMGsfCpe4aKm3q4SKolRa2i8FxBu+dwpFnB80KOXxXymrOn+fyNVdpuhZojKMeJPXAKqGKiJ6/NGsi6mkIUtxG8Vu7ypU0u920bpVLxWFTVVDxDEBqabSh5Es9ReK6L52p8z6NS9jnvlDleeuIsNz1Upe27NGJBHOeSZdqmpzX0Ak0YWfqijQW6o6DiO7TaJZaPNRkf7rFrv89DW13OPmVl9Kpz1W0Xnfd6fd7pR99Wqoj3PXlglqWLGs/nI/6ZrJ9bgAMIkdUrvPcfPvF1kK+uX3Zh+3+Xxa5fXjb5mPzijYab7m6wagSGaoKhmsNw3aFSEtZoyLPQmmkJuoEtkdXGbswcaTd0JT8k0AHfu6PE9r016p6k5lqP85IrKLkC35P4rkRJ2xTR7Tm0uz6LRnwuP7/LN3/Uoh2U6Hkyi94mpSm6P3pn740iB7f2GY5je1LLfo+Zdsg1m0aZa1dY0rAbXUfazWsvgG4g6AaSbqAoBYpe4NLulli1qMMlZ85x6+Yu7dCll9TNpDKqo2whVhRDsxWBsPmAMJSEoW0o8T2XqdkqF53cYd/UNJvuqSP9Nbo6suzqP3xL+Tc73R3NcvWUFxsez2r9XAO8uH7n1y9j+/adTSMqv++Z7Y9PHQhPqNeXvm7N6B4a5YhGtcyScYfF4zFGQxBJFo0GdHsdtuzygRKuEtkHbcfY2eh931bDd25r0ItLjPvp8CyTjFsBz7Uyo5Bp548kCB2CyOOlJ7Z5zZlNPveDYbqxJIpFQUHJm5gHKQoiT4XbWnZ70jlJA8jVmxxufaCGchRlx25gEXbTGsWGIJT0QkkQWk+/XujQ6brUaz6vPqvFt2+Z5fbNVbplkXQq2RyB50pGhxTIgN1TAb2uZGIIZlsGY2K6gUPZFxyakTRbNU45djktM3HNSaed++DqtUs/PNPsNtccterFhsOzXv9qAA6wevVKgEMPPrrrz72Jd6667OWb2bjuodddv+kRJoZ6HLemh+t3uf3BCouHSow22tz0wBx3PSY4brnDSN0mhKSwKkqlFNALe3zlhz4PPFmnXlFUlJ0Qlw7KSjeqSgmU0NYwJxnHEYQOY0OS807q8LnrQ4LYJTLW9EYXJw4v4DmbyoV9tSip+ZETcvMDHgfaJYarAicZfU3STBHFhjCCMLIe20GUnnAuc60Sa5d0ed15M9y/Y4hWr0ZQsvsBgR0h06jChqObTHV73HpPgyWjkkUTEbc/GnNoJsKRgrHRKqZ6BuuPPvaa17z+qD/stdo7SrXJFxsCz3n9qwJ4uk44dgU6nNohVm/4D4sXqc9MLjn23TV1//lVcTePbp/ix5urvPIlhkaty1xoONx0LeCw0dN1NL4XUq92eWSn5oZ7RxCyQtW1g2ttkVPeDaSS7GjW7EvaGKCIYoewpyGKMhthrc288tinXIXNb+qm67gRnl9CSiezpMsbjW0ZQKzJQB5Gdq5RGCl6gUcUVrjw5BZX3TjDvdvLjFcFUayTScf2hBqp2pbBmbbGIDh1fcwtj7U50hlmZOnxnPKSEzbNdv0PD42vu3/7rnDHmpUrn827+blb/yoBDiDdUYDHjTGPr1rDg3MHp5a0u8f+Y2P2vrUTjZ1qYrTLdKvLjid9RipJZlMmMzs9W6W493CPD31xhMf3jDJakVSSjKUS5GW2SvR14gMJ5bBR3BjFuhUhR6/ssPNwjbDUb9sAaYtBf3lof224NfyXQlP2IzbvEjyy0ydG4sh8hqcdTZJ0/8fWy8RmIWVS+moj+fRchTWThn9/5Qx/+vEq0+0hxqsi6Tm12vhMy+foJU2q1R5PHraTid/8yo3x8qUbHp+a6fzWsceftdcYNksp+Ne8/tUCPF3ChrbNU1PNzU4lunTR0tKyf/8HL7u6FH6rcd/mZvWJPT7Lh8D3JCXPOttWSrbJ+QcPKW5+cILJmrJpd51YsaW0ISu3TdyaRW64YxIqYpCsXx1zwqouW/caIi37M5eFpA6QNz8U7NZSwwApNSU/4tEdkid2+Chk5ncOqU9LEsHjvHEh1lapkUn57ly7RLfnc/ax05x57CzfvatCK1B0A0MviOn0FAePlFgx7rFieZmyv6519oUXzEZx743Ll67Zo5TaIX5G9dov9PpXD/B0jY7WMdrsGB07c1fQbR3v6AvOMrXz/+m3Ojujx7dsG+20Zur1asxQtUvZ6zHbCbhq0yijvs9xSzSdOObhfWACxXDZZPXkNhNqrSfSUSeQl8saLRFGgI5Ax8RGZV30mTVzSm8KFhXWlkJkQLepfp1Z1RkUAjmv3NNaRRiiWBNGKuv8lwJKXoByOmzfNUovqLBupeKN5x7m9oe6zHWqHJnTDNdtJaVWY83y6GlTf/TO9c6eQ+47ly9fc3ujUZsB9C8KuOFFLJd9IZaQAiGEduShI7Ky4nul0sj6a7931dFve8uV//Wcs05/aOXyoR/Hwut2wzrfvtPjgcdqrJ3QbFjt8e9/JeAVZxymGcQ2ha0SedCzkylSp6k+Z1esolL2JCuWBKACehHZ6BApUrMhabv3hUgAStb2lvqX2JqSGBNH7Nzn0AxcpBJ9zCZtJ8tG9QWGXmCjuKM0lXKH794d88EvlHnwcY9te+qcsNrnotPmWDLhs3hpo1sdmvjxsced/tDFl775v375a1cfPTo8tP6Yo5d9b8f+uSNCiF8ocMMvUAQvLuWvBss22psf34FSzoeUUh9qc6ISbu1jo8Mz6w/3Hjv39HXTarSsWb3MIMwsLz9llm1PlujN1vFdmzRqVK1U2LdyexGEMEwMwxUX9vj+PU2eOFAmTEabKJXOBbV1MVLYeTZhaLuOfEcQlmwUt/w7YPOT8OUfNDgy5eHU52voFn/WbyTWEa7jMFSzXTsP74z5/t2SXthkx36HFUt89k4v45cvHooPz2384Ylra5sPTbXe1euZ2PNL/Pl7/86MjK9uv9if1wu5fiEBXlzr166CnBJHD26d/U1EeeTfvOnJv9q98avejbfPxGtWi1Nvf6Ry2tqJA1x+1iGuut5nqOaydNywaLRHEIXs2FuhUbEjykla0aSMmWqGNLsuJ6+Bd762yQe/UKMX1JJRHYJySVEt2yxonE4e05ootlG9UrKgL/kxzU7AP3y9we1bx1m6JMKoDlFUyt5LOm5vpC7ZeSCycyi7mrKnaI6HfP5Gn9HqBG++uM6dD9fvNiq+5+EDk+oNr7k4mByf+I/QPSLE+Iv9kfxM1y88wAfXCUc3AI4AvwOwa9vXcV1zvil7lywe6r5x8dzUMR0MdbEdLQJ6YZstu6aZm5tg1RLD7sOSRcMO9WoIRFy1yePw9BC//grJpadNcdtDLe54oIIQUPIlQ3XF4jEouZoD04LZuYhD0xrfE2jtUCtbzxEpIzY96HDtXROsHK7x6685wP65JlffsAglJY2KYXykx/Scouxrli+eYueTVWo1yZF2heHJs7ngPB9fDD+2bl3p6qCqrnUUm971mpfzrhf7oL+I6/85gA+uFUddBrAp6B7eBNzc6oRHL10+qx/40QE9HS1ds2hy+E9/vPsJTjyhziO7n2DvvhaXnC6ZmjEM1TR7D/s8smWMO5bDuScHnLSuw52PxGjjUC0plo4bRoeaTLdjhmtlHtspcfxZpuZcYlNmpOEmTdQRP9rsE/U8LjjOcPKqOg/s6qFMgKcU3Qg2rO7iVmr4/jrWrTzIkc562u3DH3jw0bknlq0+Xx51/IiMtbcV+N7pp/9sbBl+3tf/8wBPl1caA/he+r0J94PjDW99Yu9tW550OXq1E6r60e8590x58fqVIb2eQIbXsmi4ydRomVZP0Q0DlIjphD1m2wbfkZT9Dl+7ZZYlY4KNa1ocatY4eX2bM8d7XHvrGDPNGo5qY0wbJeosGa2weNyjE/h0w5D1qyb41dedTWAcTlilmRwLrrvvUfF3k5Oj7rLaRnBXbzrjnO70ytUTL/Yh/Llc/z/An2IJdxJgGvg6wLYd+1l5NI9WS9FkoxLouTZM77kT1+1RLjlI5QImXLH80vf/0dvar9m9V4fHr/VZuazFkgOKC04MGW2EbDxcZqQOp57UY1+rzOpFPqOLZ9k7e5z7qgvHvrnprgfe73muK6RGKp/x0TpnnX4CgfEYqSKHa87+ly8xT9ReAKvhX8T1i6UJvcjrhu/fAojJKNo1dO/m0GxY4bNsssOmB0pcdFIXZMCmez3A5dyNET98ULFyzGX9qiaP76mKDetWzxhj9q899qwX+638wqz/C7KQti8z+pJxAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQ0OjU4KzAwOjAwvDeIyQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0NDo1OCswMDowMM1qMHUAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19244286
    {'hecke_orbit_code': 4503599728033823, 'n': 1, 'trace_an': 8}
  • id: 19244287
    {'hecke_orbit_code': 4503599728033823, 'n': 2, 'trace_an': 7}
  • id: 19244288
    {'hecke_orbit_code': 4503599728033823, 'n': 3, 'trace_an': -2}
  • id: 19244289
    {'hecke_orbit_code': 4503599728033823, 'n': 4, 'trace_an': 149}
  • id: 19244290
    {'hecke_orbit_code': 4503599728033823, 'n': 5, 'trace_an': 128}
  • id: 19244291
    {'hecke_orbit_code': 4503599728033823, 'n': 6, 'trace_an': 72}
  • id: 19244292
    {'hecke_orbit_code': 4503599728033823, 'n': 7, 'trace_an': 88}
  • id: 19244293
    {'hecke_orbit_code': 4503599728033823, 'n': 8, 'trace_an': 924}
  • id: 19244294
    {'hecke_orbit_code': 4503599728033823, 'n': 9, 'trace_an': 1512}
  • id: 19244295
    {'hecke_orbit_code': 4503599728033823, 'n': 10, 'trace_an': 1581}
  • id: 19244296
    {'hecke_orbit_code': 4503599728033823, 'n': 11, 'trace_an': 574}
  • id: 19244297
    {'hecke_orbit_code': 4503599728033823, 'n': 12, 'trace_an': -46}
  • id: 19244298
    {'hecke_orbit_code': 4503599728033823, 'n': 13, 'trace_an': -122}
  • id: 19244299
    {'hecke_orbit_code': 4503599728033823, 'n': 14, 'trace_an': -309}
  • id: 19244300
    {'hecke_orbit_code': 4503599728033823, 'n': 15, 'trace_an': -524}
  • id: 19244301
    {'hecke_orbit_code': 4503599728033823, 'n': 16, 'trace_an': 833}
  • id: 19244302
    {'hecke_orbit_code': 4503599728033823, 'n': 17, 'trace_an': 1932}
  • id: 19244303
    {'hecke_orbit_code': 4503599728033823, 'n': 18, 'trace_an': -6845}
  • id: 19244304
    {'hecke_orbit_code': 4503599728033823, 'n': 19, 'trace_an': -1796}
  • id: 19244305
    {'hecke_orbit_code': 4503599728033823, 'n': 20, 'trace_an': -37}
  • id: 19244306
    {'hecke_orbit_code': 4503599728033823, 'n': 21, 'trace_an': 996}
  • id: 19244307
    {'hecke_orbit_code': 4503599728033823, 'n': 22, 'trace_an': -9000}
  • id: 19244308
    {'hecke_orbit_code': 4503599728033823, 'n': 23, 'trace_an': -4136}
  • id: 19244309
    {'hecke_orbit_code': 4503599728033823, 'n': 24, 'trace_an': -17468}
  • id: 19244310
    {'hecke_orbit_code': 4503599728033823, 'n': 25, 'trace_an': 3308}
  • id: 19244311
    {'hecke_orbit_code': 4503599728033823, 'n': 26, 'trace_an': 1524}
  • id: 19244312
    {'hecke_orbit_code': 4503599728033823, 'n': 27, 'trace_an': -2624}
  • id: 19244313
    {'hecke_orbit_code': 4503599728033823, 'n': 28, 'trace_an': -21245}
  • id: 19244314
    {'hecke_orbit_code': 4503599728033823, 'n': 29, 'trace_an': 5050}
  • id: 19244315
    {'hecke_orbit_code': 4503599728033823, 'n': 30, 'trace_an': -30450}
  • id: 19244316
    {'hecke_orbit_code': 4503599728033823, 'n': 31, 'trace_an': 7688}
  • id: 19244317
    {'hecke_orbit_code': 4503599728033823, 'n': 32, 'trace_an': 21045}
  • id: 19244318
    {'hecke_orbit_code': 4503599728033823, 'n': 33, 'trace_an': 27920}
  • id: 19244319
    {'hecke_orbit_code': 4503599728033823, 'n': 34, 'trace_an': -24738}
  • id: 19244320
    {'hecke_orbit_code': 4503599728033823, 'n': 35, 'trace_an': 25700}
  • id: 19244321
    {'hecke_orbit_code': 4503599728033823, 'n': 36, 'trace_an': 21637}
  • id: 19244322
    {'hecke_orbit_code': 4503599728033823, 'n': 37, 'trace_an': 23674}
  • id: 19244323
    {'hecke_orbit_code': 4503599728033823, 'n': 38, 'trace_an': -4289}
  • id: 19244324
    {'hecke_orbit_code': 4503599728033823, 'n': 39, 'trace_an': 38652}
  • id: 19244325
    {'hecke_orbit_code': 4503599728033823, 'n': 40, 'trace_an': 36606}
  • id: 19244326
    {'hecke_orbit_code': 4503599728033823, 'n': 41, 'trace_an': 44828}
  • id: 19244327
    {'hecke_orbit_code': 4503599728033823, 'n': 42, 'trace_an': -9994}
  • id: 19244328
    {'hecke_orbit_code': 4503599728033823, 'n': 43, 'trace_an': 21058}
  • id: 19244329
    {'hecke_orbit_code': 4503599728033823, 'n': 44, 'trace_an': 13168}
  • id: 19244330
    {'hecke_orbit_code': 4503599728033823, 'n': 45, 'trace_an': -1344}
  • id: 19244331
    {'hecke_orbit_code': 4503599728033823, 'n': 46, 'trace_an': 6198}
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    {'hecke_orbit_code': 4503599728033823, 'n': 857, 'trace_an': -11430424}
  • id: 19244523
    {'hecke_orbit_code': 4503599728033823, 'n': 859, 'trace_an': 58721422}
  • id: 19244524
    {'hecke_orbit_code': 4503599728033823, 'n': 863, 'trace_an': -23548740}
  • id: 19244525
    {'hecke_orbit_code': 4503599728033823, 'n': 877, 'trace_an': -32215208}
  • id: 19244526
    {'hecke_orbit_code': 4503599728033823, 'n': 881, 'trace_an': 76467664}
  • id: 19244527
    {'hecke_orbit_code': 4503599728033823, 'n': 883, 'trace_an': -76260662}
  • id: 19244528
    {'hecke_orbit_code': 4503599728033823, 'n': 887, 'trace_an': 102800240}
  • id: 19244529
    {'hecke_orbit_code': 4503599728033823, 'n': 907, 'trace_an': 32652544}
  • id: 19244530
    {'hecke_orbit_code': 4503599728033823, 'n': 911, 'trace_an': -84402352}
  • id: 19244531
    {'hecke_orbit_code': 4503599728033823, 'n': 919, 'trace_an': 95697976}
  • id: 19244532
    {'hecke_orbit_code': 4503599728033823, 'n': 929, 'trace_an': 15071756}
  • id: 19244533
    {'hecke_orbit_code': 4503599728033823, 'n': 937, 'trace_an': -93003152}
  • id: 19244534
    {'hecke_orbit_code': 4503599728033823, 'n': 941, 'trace_an': 41143814}
  • id: 19244535
    {'hecke_orbit_code': 4503599728033823, 'n': 947, 'trace_an': 9011230}
  • id: 19244536
    {'hecke_orbit_code': 4503599728033823, 'n': 953, 'trace_an': -17880588}
  • id: 19244537
    {'hecke_orbit_code': 4503599728033823, 'n': 961, 'trace_an': 7388168}
  • id: 19244538
    {'hecke_orbit_code': 4503599728033823, 'n': 967, 'trace_an': -5527076}
  • id: 19244539
    {'hecke_orbit_code': 4503599728033823, 'n': 971, 'trace_an': 105764152}
  • id: 19244540
    {'hecke_orbit_code': 4503599728033823, 'n': 977, 'trace_an': -63161780}
  • id: 19244541
    {'hecke_orbit_code': 4503599728033823, 'n': 983, 'trace_an': -225970580}
  • id: 19244542
    {'hecke_orbit_code': 4503599728033823, 'n': 991, 'trace_an': 70872832}
  • id: 19244543
    {'hecke_orbit_code': 4503599728033823, 'n': 997, 'trace_an': 22801084}