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{'Nk2': 16940, 'analytic_conductor': 33.816645256012244, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [7, 1], [11, 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': [4235, 1, [2542, 1816, 2906], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 18, 'field_disc': 18746950655191163148166142147656250000, 'field_disc_factorization': [[2, 4], [5, 11], [11, 1], [59, 1], [859, 1], [3361, 1], [336029, 1], [38111625588731, 1]], 'field_poly': [-176, -16, 3048, 3146, -9817, -10744, 14618, 14224, -12411, -9228, 6290, 3158, -1874, -580, 317, 54, -28, -2, 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, [-176, 16, 3048, -3146, -9817, 10744, 14618, -14224, -12411, 9228, 6290, -3158, -1874, 580, 317, -54, -28, 2, 1]], [3, [4400, -16240, -31284, 115244, 62219, -224597, -57876, 191761, 21138, -85889, -132, 21207, -1687, -2832, 384, 190, -33, -5, 1]], [13, [156496, 2810576, -7005504, -36595538, 67479449, 63191848, -82015293, -55611044, 13201425, 11951605, -323926, -1076987, -56740, 46981, 4291, -986, -111, 8, 1]]], 'hecke_orbit': 41, 'hecke_orbit_code': 180143985128378507, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '4235.2.a.bo', 'level': 4235, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7, 11], 'level_radical': 385, 'minimal_twist': '385.2.n.f', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}+\\beta _{7}q^{3}+(1+\\beta _{2})q^{4}+q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 18, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4235.2.a', 'trace_display': [-2, 5, 18, -18], 'trace_hash': 1159852491212140399, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.117', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.774', 'prec': 20}, {'__RealLiteral__': 0, 'data': '15.112', 'prec': 20}, {'__RealLiteral__': 0, 'data': '696.183', 'prec': 24}, {'__RealLiteral__': 0, 'data': '2407.223', 'prec': 27}, {'__RealLiteral__': 0, 'data': '60955.095', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, 'traces': [18, -2, 5, 24, 18, 1, -18, -6, 37, -2, 0, 15, -8, 2, 5, 44, 5, -2, -15, 24, -5, 0, 4, -8, 18, 14, 20, -24, 6, 1, 22, 6, 0, 44, -18, 83, 26, -11, 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mf_hecke_cc • Show schema
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-0.30355831466326894, -0.177300993200321, -0.27170770353555695, -0.22406646318876786, -0.28394791269048186, -0.23225791895179362, -0.30258613640352694, -0.41041709039140734, -0.09804596886955826, -0.237502617088157, -0.1738415378429912, -0.2566230698428469, -0.13050063673358864, -0.22315347470486027, -0.34812722072946845, -0.2837060278469064, -0.143661291856819, -0.13185901949897963, -0.043212284943586456, -0.2915968339018462, -0.42109108174208626, -0.17973114867928375, -0.12284617655201659], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 10, 'dual_embedding_m': 10, 'embedding_index': 10, 'embedding_m': 10, 'embedding_root_imag': 0.0, 'embedding_root_real': -0.3719726115974716, 'hecke_orbit': 41, 'hecke_orbit_code': 180143985128378507, 'label': '4235.2.a.bo.1.10', 'level': 4235, 'weight': 2}
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mf_newspaces • Show schema
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{'ALdims': [25, 30, 29, 25, 33, 20, 21, 35], 'Nk2': 16940, 'analytic_conductor': 33.816645256012244, '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': [4235, 1, [2542, 1816, 2906], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 505, 'dim': 218, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3, 13], 'hecke_orbit_code': 33558667, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 8, 8, 10, 10, 10, 10, 14, 14, 18, 18], 'label': '4235.2.a', 'level': 4235, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7, 11], 'level_radical': 385, 'mf_dim': 552, 'mf_new_dim': 218, 'num_forms': 42, 'plus_dim': 91, 'prim_orbit_index': 1, 'relative_dim': 218, 'sturm_bound': 1056, 'trace_bound': 7, 'trace_display': [4, 4, 0, 2], 'traces': [218, 4, 4, 216, 0, -12, 2, 0, 232, -4, 0, 0, 4, 2, -2, 220, 12, 8, 0, 0, 2, 0, 0, -8, 218, 12, 4, 14, 18, 20, 20, 24, 0, 20, 4, 252, 8, 24, -2, -24, 12, -4, 20, 0, -8, 16, 28, 24, 218, 4, -6, 32, -20, -44, 0, 6, 28, 20, -28, -4, 0, -56, 2, 148, 6, 0, 4, 56, -28, -2, -16, 24, 40, -40, 4, 40, 0, 28, 10, 0, 290, -8, -24, -20, -6, 64, -36, 0, 32, 0, -2, -40, -28, -84, 4, 80, 52, 4, 0, 216, -40, 44, -4, 96, 4, 48, 52, 128, 6, 0, 36, 30, 48, 8, -4, 4, -72, -8, -6, 24, 0, 48, -4, 16, 0, 6, 60, -32, 72, -4, 20, 0, 4, 8, -14, 8, 72, 0, 20, 10, -82, -96, 0, 388, 16, -8, 4, 88, -52, -12, -38, 104, 32, 0, -28, 84, -16, 108, 4, -32, 4, 12, 88, -8, 0, 72, -60, 32, 300, -12, -72, 0, -68, 52, 2, 0, 28, -56, -24, 32, 20, -24, -24, -24, 4, 144, 0, 248, 14, -8, 14, 192, 16, 68, -8, 216, 36, 0, 52, 0, 60, -24, -20, 76, 4, 84, 40, -64, 0, -4, -54, -140, -112, -140, 0, -40, -20, -296, -60, 0, 10, 0, -12, -206, 232, -40, -28, 24, 68, 40, 0, -188, 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8, 0, 408, -228, 152, -8, -298, -272, 60, -116, 252, 108, 0, 4, -224, -60, -900, 48, -264, 16, 48, -24, -128, 0, -108, 56, 128, -8, 244, -94, -32, -158, 288, 56, 0, 8, 136, 56, -248, 4, -64, 0, 232, 180, 284, 0, -512, 28, 104, 438, -44, 32, 104, -304, 192, 4, 0, -252, 16, 180, 24, 168, -140, 28, -304, 64, -132, 0, 216, -44, -352, 474, 192, 152, 328, -8, 104, 100, 0, -1216, -12, -44, -1040, -40, -64, -2, -304, -988, -160, 0, 0, -156, 116, 212, -744, -28, 20, 0, 656, 128, 0, -320, -376, -1184, 104, 76, 80, -308, 188, 452, -24], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 48935476
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 18, 'source_embedding_index': 10, 'source_hecke_orbit_code': 180143985128378507, 'source_is_minimal': False, 'source_label': '4235.2.a.bo.1.10', 'source_level': 4235, 'target_conrey_index': 1, 'target_dim': 18, 'target_embedding_index': 10, 'target_hecke_orbit_code': 180143985128378507, 'target_is_minimal': False, 'target_label': '4235.2.a.bo.1.10', 'target_level': 4235, 'twist_class_label': '385.2.n.f.36.5', 'twist_class_level': 385, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48935477
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 18, 'source_embedding_index': 10, 'source_hecke_orbit_code': 180143985128378507, 'source_is_minimal': False, 'source_label': '4235.2.a.bo.1.10', 'source_level': 4235, 'target_conrey_index': 36, 'target_dim': 36, 'target_embedding_index': 5, 'target_hecke_orbit_code': 22518891523604865, 'target_is_minimal': True, 'target_label': '385.2.n.f.36.5', 'target_level': 385, 'twist_class_label': '385.2.n.f.36.5', 'twist_class_level': 385, 'twisting_char_label': '11.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 48935478
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 18, 'source_embedding_index': 10, 'source_hecke_orbit_code': 180143985128378507, 'source_is_minimal': False, 'source_label': '4235.2.a.bo.1.10', 'source_level': 4235, 'target_conrey_index': 246, 'target_dim': 36, 'target_embedding_index': 5, 'target_hecke_orbit_code': 22518891523604865, 'target_is_minimal': True, 'target_label': '385.2.n.f.246.5', 'target_level': 385, 'twist_class_label': '385.2.n.f.36.5', 'twist_class_level': 385, 'twisting_char_label': '11.9', 'twisting_conrey_index': 9, 'weight': 2}
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id: 48935479
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 18, 'source_embedding_index': 10, 'source_hecke_orbit_code': 180143985128378507, 'source_is_minimal': False, 'source_label': '4235.2.a.bo.1.10', 'source_level': 4235, 'target_conrey_index': 1, 'target_dim': 18, 'target_embedding_index': 9, 'target_hecke_orbit_code': 184647584755749003, 'target_is_minimal': False, 'target_label': '4235.2.a.bp.1.9', 'target_level': 4235, 'twist_class_label': '385.2.n.f.36.5', 'twist_class_level': 385, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3540525
{'charpoly_factorization': [[[-176, 16, 3048, -3146, -9817, 10744, 14618, -14224, -12411, 9228, 6290, -3158, -1874, 580, 317, -54, -28, 2, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 2}
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id: 3540526
{'charpoly_factorization': [[[4400, -16240, -31284, 115244, 62219, -224597, -57876, 191761, 21138, -85889, -132, 21207, -1687, -2832, 384, 190, -33, -5, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 3}
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id: 3540527
{'charpoly_factorization': [[[-1, 1], 18]], 'hecke_orbit_code': 180143985128378507, 'p': 5}
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id: 3540528
{'charpoly_factorization': [[[1, 1], 18]], 'hecke_orbit_code': 180143985128378507, 'p': 7}
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id: 3540529
{'charpoly_factorization': [[[0, 1], 18]], 'hecke_orbit_code': 180143985128378507, 'p': 11}
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id: 3540530
{'charpoly_factorization': [[[156496, 2810576, -7005504, -36595538, 67479449, 63191848, -82015293, -55611044, 13201425, 11951605, -323926, -1076987, -56740, 46981, 4291, -986, -111, 8, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 13}
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id: 3540531
{'charpoly_factorization': [[[-122446139024, -69183081504, 111363376840, 41616043110, -32593479383, -9346421146, 4815898154, 1081521632, -418252806, -72364761, 22695142, 2912221, -779832, -69574, 16497, 909, -196, -5, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 17}
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id: 3540532
{'charpoly_factorization': [[[-23658496, -130744320, 604119040, 3797703680, 4400762624, 320193536, -1534964608, -377253024, 186008816, 58109312, -10034968, -3921588, 215296, 134146, 809, -2269, -97, 15, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 19}
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id: 3540533
{'charpoly_factorization': [[[-53798725376, 70329940352, 135467086656, -54886455776, -74681680784, 8382019136, 14867513152, -151984292, -1372424404, -37516616, 67655505, 2607341, -1909199, -70133, 31102, 861, -273, -4, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 23}
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id: 3540534
{'charpoly_factorization': [[[2868305, -264255970, -1932521414, 3069369862, 527256367, -2003625913, 123778152, 499971438, -58906153, -56827797, 8134343, 3114094, -483732, -86429, 13957, 1166, -192, -6, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 29}
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id: 3540535
{'charpoly_factorization': [[[1619504742400, 364622848000, -1480775782400, -77555916800, 439104122880, -9787950080, -59584428800, 4331054720, 4124412416, -468233056, -145629952, 22253448, 2378952, -506062, -10975, 5419, -114, -22, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 31}
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id: 3540536
{'charpoly_factorization': [[[281306189824, 477516103680, -1376198596608, -279936310848, 612978482320, 28120241120, -99921306752, 3593238060, 7002217712, -554945460, -240295667, 26734904, 4046049, -600340, -26310, 6398, -57, -26, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 37}
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id: 3540537
{'charpoly_factorization': [[[-1359292436480, 487828295680, 2517899121664, -1230835542016, -1173133966336, 651266113792, 121039691520, -70269571264, -8698300976, 2984878944, 349082424, -61692124, -7383480, 657428, 82361, -3448, -458, 7, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 41}
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id: 3540538
{'charpoly_factorization': [[[-55605780736, -123891889408, 16290001856, 128400592896, 41308073968, -34162071456, -21445470672, -567740828, 2093518784, 399909206, -52455329, -20199688, -203279, 398636, 23258, -3400, -283, 10, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 43}
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id: 3540539
{'charpoly_factorization': [[[311511344, -3637101624, 8982601096, 3981276408, -40952034087, 58640106830, -36297968530, 8850056640, 797228532, -786636219, 79743570, 19385925, -3482292, -183580, 54099, 487, -376, 1, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 47}
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id: 3540540
{'charpoly_factorization': [[[-4047305752576, -8169931792384, -3051990935552, 2810623389184, 1543819748352, -414110821184, -221104397264, 39851753352, 13315216372, -2390743662, -339828367, 71691335, 3463870, -1084264, -707, 8004, -212, -23, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 53}
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id: 3540541
{'charpoly_factorization': [[[-1255676285317120, 739101047562240, 170734668207104, -173950586635264, 8046726798592, 13835711693824, -2172232084544, -405831305216, 112347110832, 1461395040, -2330227408, 118107844, 21433472, -2063714, -66927, 13209, -160, -30, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 59}
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id: 3540542
{'charpoly_factorization': [[[-1920738463744, -5283989884928, 1498244870144, 4442032171008, 1249227653376, -421583078400, -221436944320, 274425248, 13172485360, 1352475216, -326560400, -59149212, 2540460, 994050, 18231, -6947, -311, 17, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 61}
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id: 3540543
{'charpoly_factorization': [[[-32144763136, -210265178880, 938846298496, -879420885856, -207814974864, 482027814992, -47771751704, -62976197804, 14058906080, 1871060782, -755014969, 15200036, 13952737, -1162801, -71328, 11443, -135, -29, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 67}
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id: 3540544
{'charpoly_factorization': [[[34405546365455, 16462900740235, -139900092825894, 102063169645328, -13985120919705, -7559088475795, 1986125586490, 206688729889, -86078437868, -2363179805, 1905463195, 4505845, -24007703, 127736, 172805, -975, -655, 2, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 71}
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id: 3540545
{'charpoly_factorization': [[[3761805788656, -23644584575688, -37764281934488, 8435169767096, 22483448898989, 5557407702146, -1314001905952, -557516017013, 2886544320, 18301836731, 1140188563, -246998125, -24057858, 1491493, 196407, -3835, -721, 3, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 73}
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id: 3540546
{'charpoly_factorization': [[[16304004109, 360390902606, 539627425734, -679098105558, -781165656377, 747580346217, 205410997888, -347475576858, 107399161513, -7088648403, -1908623221, 296369678, 5218898, -2995759, 77297, 12270, -546, -18, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 79}
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id: 3540547
{'charpoly_factorization': [[[105847641630896, -278444930116056, -824279468981508, -286756456653506, 84383559993173, 41628822083088, -1135092123530, -1888105780981, -74571572836, 39286512915, 2687519145, -425568045, -36146374, 2484881, 239457, -7437, -781, 9, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 83}
-
id: 3540548
{'charpoly_factorization': [[[-656130284154880, -3790427199221760, -3225351946776576, 5134760345625600, -1611632962756352, 31721187347200, 64389714423488, -9076102714592, -497799607152, 193505690160, -7884119096, -1384374124, 137227320, 1119690, -648795, 22090, 736, -59, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 89}
-
id: 3540549
{'charpoly_factorization': [[[-2821637141144320, 2399352977393280, 3298035038641664, 667045421665760, -199308700219568, -66031080766088, 4353380143272, 2490606328158, -36041485817, -50903853353, 79825296, 619625128, -2428032, -4499624, 57358, 17935, -419, -30, 1], 1]], 'hecke_orbit_code': 180143985128378507, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 41, 'label': '4235.2.a.bo', 'level': 4235, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 70551883
{'hecke_orbit_code': 180143985128378507, 'n': 1, 'trace_an': 18}
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id: 70551884
{'hecke_orbit_code': 180143985128378507, 'n': 2, 'trace_an': -2}
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id: 70551885
{'hecke_orbit_code': 180143985128378507, 'n': 3, 'trace_an': 5}
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id: 70551886
{'hecke_orbit_code': 180143985128378507, 'n': 4, 'trace_an': 24}
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id: 70551887
{'hecke_orbit_code': 180143985128378507, 'n': 5, 'trace_an': 18}
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id: 70551888
{'hecke_orbit_code': 180143985128378507, 'n': 6, 'trace_an': 1}
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id: 70551889
{'hecke_orbit_code': 180143985128378507, 'n': 7, 'trace_an': -18}
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id: 70551890
{'hecke_orbit_code': 180143985128378507, 'n': 8, 'trace_an': -6}
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id: 70551891
{'hecke_orbit_code': 180143985128378507, 'n': 9, 'trace_an': 37}
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id: 70551892
{'hecke_orbit_code': 180143985128378507, 'n': 10, 'trace_an': -2}
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id: 70551893
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