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{'Nk2': 13248, 'analytic_conductor': 64.6637002752132, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [23, 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': [207, 1, [47, 28], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 5069351370280, 'field_disc_factorization': [[2, 3], [5, 1], [126733784257, 1]], 'field_poly': [127016, 42284, -474, -455, 0, 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, [-127016, 42284, 474, -455, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217935, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 288, 'hecke_ring_index_factorization': [[2, 5], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '207.8.a.a', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'minimal_twist': '69.8.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}+(54+2\\beta _{1}+\\beta _{3}+\\beta _{4})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '207.8.a', 'trace_display': [0, 0, 266, -496], 'trace_hash': 71429070756589885, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.618', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.521', 'prec': 17}, {'__RealLiteral__': 0, 'data': '57.265', 'prec': 20}, {'__RealLiteral__': 0, 'data': '7.778', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1041.485', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [5, 0, 0, 270, 266, 0, -496, -1422, 0, 1452, 1148, 0, -642, -5756, 0, -22606, 5798, 0, -6036, 27376, 0, -97896, -60835, 0, -262477, 355992, 0, -507124, 169162, 0, -199640, 284794, 0, -1027740, 137680, 0, -202002, 554924, 0, -340904, -541282, 0, -909596, 1236032, 0, 0, -80208, 0, 850589, 941416, 0, 146940, 278138, 0, -933560, 539932, 0, -3522712, 3177380, 0, 147782, -4606456, 0, -4142622, -3877332, 0, -464916, -7513072, 0, 2093200, -1576792, 0, -38190, -12164864, 0, 6889436, -10332384, 0, -3913336, -6334776, 0, 6799360, -15774716, 0, -8520740, -24874084, 0, 53216, -1116482, 0, -27369552, -3285090, 0, -7153744, 6067832, 0, -15738566, -11730488, 0, -26845702, 20568034, 0, -58960640, -734796, 0, -9514124, 19323516, 0, -37649914, -15343600, 0, -21035620, 11875126, 0, 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [23, 1]], 18, 3], [[[3, -1], [23, -1]], 21, 3], [[[3, 1], [23, -1]], 12, 1], [[[3, 1], [23, 1]], 12, 1]], 'ALdims': [12, 12, 18, 21], 'Nk2': 13248, 'analytic_conductor': 64.6637002752132, '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': [207, 1, [47, 28], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 63, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217935, 'hecke_orbit_dims': [5, 5, 6, 7, 8, 8, 12, 12], 'label': '207.8.a', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'mf_dim': 172, 'mf_new_dim': 63, 'num_forms': 8, 'plus_dim': 33, 'prim_orbit_index': 1, 'relative_dim': 63, 'sturm_bound': 192, 'trace_bound': 2, 'trace_display': [0, 0, 388, -622], 'traces': [63, 0, 0, 3840, 388, 0, -622, 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0, -6200993222041, -2638164289940, 0, -15992401743790, 36435755063336, 0, 15430220015136, 1275372197440, 0, -5901058020488, -6266961253770, 0, 10273024845772, 11007644725654, 0, 7275639673520, -10041242345594, 0, 229190121220, -20225637819580, 0, -1198273708636, 2532197519334, 0, -19404843811368, -2155395327584, 0, -2205286320416, 26005025130710, 0, 7138236324030, -14120364317662, 0, 2921740236342, 913680451322, 0, -1108452271824, -3120857314826, 0, 12403657472592, 2891229916332, 0, 2548626245429, 12125147601396, 0], 'weight': 8, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 170700
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '207.8.a.a', 'source_level': 207, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '69.8.a.a', 'target_level': 69, 'twist_class_label': '69.8.a.a', 'twist_class_level': 69, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 170701
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '207.8.a.a', 'source_level': 207, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '207.8.a.a', 'target_level': 207, 'twist_class_label': '69.8.a.a', 'twist_class_level': 69, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 14225
{'charpoly_factorization': [[[-127016, 42284, 474, -455, 0, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 2}
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id: 14226
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 134217935, 'p': 3}
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id: 14227
{'charpoly_factorization': [[[3615360000, -260643200, 5761760, -28696, -266, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 5}
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id: 14228
{'charpoly_factorization': [[[-194204974150720, 1423528608720, -510098608, -2361144, 496, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 7}
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id: 14229
{'charpoly_factorization': [[[-154691619430400, 8190801003520, 8448479456, -17900584, -1148, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 11}
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id: 14230
{'charpoly_factorization': [[[16949964907397805984, 8797382529202512, -46113337584, -206597592, 642, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 13}
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id: 14231
{'charpoly_factorization': [[[-1197078000624527559680, 269929356591517120, 11180076292112, -1285951984, -5798, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 17}
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id: 14232
{'charpoly_factorization': [[[-1455076528810958183936, 185171606250158832, 3874831298480, -976972672, 6036, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 19}
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id: 14233
{'charpoly_factorization': [[[12167, 1], 5]], 'hecke_orbit_code': 134217935, 'p': 23}
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id: 14234
{'charpoly_factorization': [[[-2410061759079885389088, -20455752789771350832, 1428794454126960, -5923396536, -169162, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 29}
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id: 14235
{'charpoly_factorization': [[[-23919295773834637430243328, -1018211220957911148288, -13426584591784320, -43994925216, 199640, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 31}
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id: 14236
{'charpoly_factorization': [[[82347869119982106235546720, 808749032523612552560, -12266792719102368, -105154566272, 202002, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 37}
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id: 14237
{'charpoly_factorization': [[[-168021393432208240571481952, -7012284806967470651952, -66617897199338800, -103444637496, 541282, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 41}
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id: 14238
{'charpoly_factorization': [[[66167417975899386957117897600, 89423348208163301148912, -636892817243404752, -720482936448, 909596, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 43}
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id: 14239
{'charpoly_factorization': [[[24032965864985862287312486400, 441049108639849999912960, -143091146720317440, -1392905639296, 80208, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 47}
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id: 14240
{'charpoly_factorization': [[[-109225338814817324661070786560, 793241478498772691050240, 499432731442902464, -3057292616632, -278138, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 53}
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id: 14241
{'charpoly_factorization': [[[-7567148932622277638033329572864, -53410135096155212935424, 13664970599888805632, -3306712956160, -3177380, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 59}
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id: 14242
{'charpoly_factorization': [[[-144322657244583567796043786784, 2284334929095477979082608, -7818212974425020704, -9781093585984, -147782, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 61}
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id: 14243
{'charpoly_factorization': [[[-79981642248934555628004624755840, 184307733809274873619458032, -290932021540136880, -27027287614400, 464916, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 67}
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id: 14244
{'charpoly_factorization': [[[-491048307350132299711822692352, 1506326204431482045186048, 179997306641763584, -3496700575968, 1576792, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 71}
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id: 14245
{'charpoly_factorization': [[[1179314781783650220679343245664, 3690562123915829548637264, -1042990056947080848, -7488464098136, 38190, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 73}
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id: 14246
{'charpoly_factorization': [[[-36348243055737790744196907661120, 60359735842460885681415888, -7813983134821600528, -20007982009272, 3913336, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 79}
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id: 14247
{'charpoly_factorization': [[[-1807068719752022414153114273464320, -1245990168042970842093002240, -154352993762636189408, 58536185513432, 15774716, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 83}
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id: 14248
{'charpoly_factorization': [[[2546352379540635878679731434973696, 956583625484228934917588032, -402414602374300555664, -117042154036144, 1116482, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 89}
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id: 14249
{'charpoly_factorization': [[[1146197723802030592062868846954720, 218830157112855929799752528, -626703374651091038288, -22269450612824, 15738566, 1], 1]], 'hecke_orbit_code': 134217935, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '207.8.a.a', 'level': 207, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 13790000
{'hecke_orbit_code': 134217935, 'n': 1, 'trace_an': 5}
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id: 13790001
{'hecke_orbit_code': 134217935, 'n': 2, 'trace_an': 0}
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id: 13790002
{'hecke_orbit_code': 134217935, 'n': 3, 'trace_an': 0}
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id: 13790003
{'hecke_orbit_code': 134217935, 'n': 4, 'trace_an': 270}
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id: 13790004
{'hecke_orbit_code': 134217935, 'n': 5, 'trace_an': 266}
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id: 13790005
{'hecke_orbit_code': 134217935, 'n': 6, 'trace_an': 0}
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id: 13790006
{'hecke_orbit_code': 134217935, 'n': 7, 'trace_an': -496}
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id: 13790007
{'hecke_orbit_code': 134217935, 'n': 8, 'trace_an': -1422}
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id: 13790008
{'hecke_orbit_code': 134217935, 'n': 9, 'trace_an': 0}
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id: 13790009
{'hecke_orbit_code': 134217935, 'n': 10, 'trace_an': 1452}
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id: 13790010
{'hecke_orbit_code': 134217935, 'n': 11, 'trace_an': 1148}
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id: 13790011
{'hecke_orbit_code': 134217935, 'n': 12, 'trace_an': 0}
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id: 13790012
{'hecke_orbit_code': 134217935, 'n': 13, 'trace_an': -642}
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id: 13790013
{'hecke_orbit_code': 134217935, 'n': 14, 'trace_an': -5756}
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id: 13790014
{'hecke_orbit_code': 134217935, 'n': 15, 'trace_an': 0}
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id: 13790015
{'hecke_orbit_code': 134217935, 'n': 16, 'trace_an': -22606}
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id: 13790016
{'hecke_orbit_code': 134217935, 'n': 17, 'trace_an': 5798}
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id: 13790017
{'hecke_orbit_code': 134217935, 'n': 18, 'trace_an': 0}
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id: 13790018
{'hecke_orbit_code': 134217935, 'n': 19, 'trace_an': -6036}
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id: 13790019
{'hecke_orbit_code': 134217935, 'n': 20, 'trace_an': 27376}
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id: 13790020
{'hecke_orbit_code': 134217935, 'n': 21, 'trace_an': 0}
-
id: 13790021
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