Formats: - HTML - YAML - JSON - 2026-09-08T02:47:08.882921
  • mf_newforms • Show schema
    {'Nk2': 15552, 'analytic_conductor': 87.94660192538863, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[5, [-130950, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599929360432, 'hecke_ring_generator_nbound': 1, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.18.a.b', 'level': 48, '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': [2, 3], 'level_radical': 6, 'minimal_twist': '12.18.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{8}q^{3}+130950q^{5}+14846776q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.18.a', 'trace_display': [0, -6561, 130950, 14846776], 'trace_hash': 1689838706071109282, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.935', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.001', 'prec': 4}, {'__RealLiteral__': 0, 'data': '4.781', 'prec': 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  • mf_hecke_cc • Show schema
    {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [-0.5773502691896257, 0.0], [0.0, 0.0], [0.1499203080466419, 0.0], [0.0, 0.0], [0.9734167522393301, 0.0], [0.0, 0.0], [0.3333333333333333, 0.0], [0.0, 0.0], [1.1892145547381212, 0.0], [0.0, 0.0], [0.5954846456155521, 0.0], [0.0, 0.0], [-0.08655653020772032, 0.0], [0.0, 0.0], [-0.0016392545321232555, 0.0], [0.0, 0.0], [0.7696049440515393, 0.0], [0.0, 0.0], [-0.5620024239390685, 0.0], [0.0, 0.0], [0.988894325111156, 0.0], [0.0, 0.0], [-0.9775239012352, 0.0], [0.0, 0.0], [-0.19245008972987526, 0.0], [0.0, 0.0], [-1.3664782155203954, 0.0], [0.0, 0.0], [1.1539776090912932, 0.0], [0.0, 0.0], [-0.6865933433022753, 0.0], [0.0, 0.0], [0.14593493935348206, 0.0], [0.0, 0.0], [-0.25494086017332523, 0.0], [0.0, 0.0], [-0.34380322044442796, 0.0], [0.0, 0.0], [0.5823240680247808, 0.0], [0.0, 0.0], [-1.2849675655641057, 0.0], [0.0, 0.0], [0.0499734360155473, 0.0], [0.0, 0.0], [-0.6607480223018013, 0.0], [0.0, 0.0], [-0.05245982645983458, 0.0], [0.0, 0.0], [0.0009464240453916756, 0.0], [0.0, 0.0], [1.3821570328414379, 0.0], [0.0, 0.0], [0.17828741237988924, 0.0], [0.0, 0.0], [-0.44433162161782314, 0.0], [0.0, 0.0], [1.1180546256374435, 0.0], [0.0, 0.0], [-0.6387194683357597, 0.0], [0.0, 0.0], [0.32447225074644337, 0.0], [0.0, 0.0], [0.08927524150772896, 0.0], [0.0, 0.0], [1.6605624803026175, 0.0], [0.0, 0.0], [-0.5709384048030193, 0.0], [0.0, 0.0], [-1.7097380297808107, 0.0], [0.0, 0.0], [0.5359038624504642, 0.0], [0.0, 0.0], [0.5643736875174359, 0.0], [0.0, 0.0], [1.1576013695889231, 0.0], [0.0, 0.0], [0.192646925447141, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [0.0, 0.0], [-1.2800956791589755, 0.0], [0.0, 0.0], [-0.0002457575444227723, 0.0], [0.0, 0.0], [0.7889365655724597, 0.0], [0.0, 0.0], [1.7156999420782033, 0.0], [0.0, 0.0], [0.5796547297434792, 0.0], [0.0, 0.0], [-0.6662492832476589, 0.0], [0.0, 0.0], [0.11537941028642539, 0.0], [0.0, 0.0], [-1.0177371628602465, 0.0], [0.0, 0.0], [0.3964048515793738, 0.0], [0.0, 0.0]], 'angles': [None, None, -0.23805851985098733, -0.1690987185640412, -0.1486537754013531, -0.20188318848515907, -0.25013044774549215, -0.18713478323861632, -0.16768527161999228, -0.3697146661894828, -0.15211380917673356, -0.2703428957854166, -0.20297906079950273, -0.36104799791753445, -0.3035874389186332, -0.12856793462430474, -0.15558734277096423, -0.3017339131900909, -0.09408989163518279, -0.4131812975728193, -0.20682658027580306, -0.23464583886847537, -0.3605427413024417, -0.08589992188014094, -0.33496804407981473, -0.20604179678057555, -0.07785598016849116, -0.15095196716988957, -0.1004561539049499, -0.09120927567792741, -0.31795884657055, -0.10812233682155994, -0.3206849401352952, -0.16712503486679467, -0.37271041190218795, -0.2735780890509171, -0.15354142271437976, -0.26777578413791675, -0.31268741227921776, -0.20410760515532442, -0.29342392762112357, -0.4190342641582844, -0.2921834456843152, -0.335479907809791, -0.3113227830089116, -0.21223144479233366, -0.26528518592222544, -0.2950558075339838, -0.0947860959744851, -0.2481611836150625, -0.2286107437258531, -0.08587212967488059, -0.31957515346185494, -0.14825968809210843, -0.28164646998914433, -0.19010659616116657, -0.1382299942372853, -0.24707555587155985, -0.21529937585712494, -0.13415483801724995, -0.2717067531660745, -0.2052166700485153, -0.21189315480026294, -0.30700039541332746, -0.32683568902102095, -0.1441908551782642, -0.29557015306624096, -0.25358442033908063, -0.14377575123236352, -0.19958412613940585, -0.3093134622581209, -0.16617860321574504, -0.18780239533880322, -0.2946044156486203, -0.30717749565298624, -0.16574068300753278, -0.12316324778515335, -0.11551864715531299, -0.0671979449340773, -0.3624416949885511, -0.2613363843210965, -0.17954111713301782, -0.19932000199479522, -0.43991976193201093, -0.1423735727679479, -0.26302552350655906, -0.24100290820790185, -0.31723433262792006, -0.31874116758131354, -0.34244909794771006, -0.3382474263562559, -0.3574457236060512, -0.2685143553292573, -0.21333208916175472, -0.3021724183706665, -0.2175039754381509, -0.20100175137093967, -0.4808487771738274, -0.2505721288518142, -0.12387781450294205], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599929360432, 'label': '48.18.a.b.1.1', 'level': 48, 'weight': 18}
  • mf_newspaces • Show schema
    {'ALdims': [4, 5, 4, 4], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [28, 28, 29, 28], 'Nk2': 15552, 'analytic_conductor': 87.94660192538863, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 130, 'dim': 17, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 301989936, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3], 'label': '48.18.a', 'level': 48, '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': [2, 3], 'level_radical': 6, 'mf_dim': 142, 'mf_new_dim': 17, 'num_forms': 11, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 144, 'trace_bound': 5, 'trace_display': [0, 6561, 24478, 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  • mf_twists_cc • Show schema
    • id: 34484231
      {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599929360432, 'source_is_minimal': False, 'source_label': '48.18.a.b.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599929360432, 'target_is_minimal': False, 'target_label': '48.18.a.b.1.1', 'target_level': 48, 'twist_class_label': '12.18.a.b.1.1', 'twist_class_level': 12, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
    • id: 34484232
      {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599929360432, 'source_is_minimal': False, 'source_label': '48.18.a.b.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599929360396, 'target_is_minimal': True, 'target_label': '12.18.a.b.1.1', 'target_level': 12, 'twist_class_label': '12.18.a.b.1.1', 'twist_class_level': 12, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 18}
    • id: 34484233
      {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599929360432, 'source_is_minimal': False, 'source_label': '48.18.a.b.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 301989924, 'target_is_minimal': False, 'target_label': '36.18.a.a.1.1', 'target_level': 36, 'twist_class_label': '12.18.a.b.1.1', 'twist_class_level': 12, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 18}
  • mf_hecke_charpolys • Show schema
    • id: 160425
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 2}
    • id: 160426
      {'charpoly_factorization': [[[6561, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 3}
    • id: 160427
      {'charpoly_factorization': [[[-130950, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 5}
    • id: 160428
      {'charpoly_factorization': [[[-14846776, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 7}
    • id: 160429
      {'charpoly_factorization': [[[-845469684, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 11}
    • id: 160430
      {'charpoly_factorization': [[[-1751414990, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 13}
    • id: 160431
      {'charpoly_factorization': [[[47147886, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 17}
    • id: 160432
      {'charpoly_factorization': [[[-56973573100, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 19}
    • id: 160433
      {'charpoly_factorization': [[[-371395374696, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 23}
    • id: 160434
      {'charpoly_factorization': [[[3681168479586, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 29}
    • id: 160435
      {'charpoly_factorization': [[[-5479889229856, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 31}
    • id: 160436
      {'charpoly_factorization': [[[5446958938138, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 37}
    • id: 160437
      {'charpoly_factorization': [[[-29773337634090, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 41}
    • id: 160438
      {'charpoly_factorization': [[[98485895466284, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 43}
    • id: 160439
      {'charpoly_factorization': [[[107861800207536, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 47}
    • id: 160440
      {'charpoly_factorization': [[[-626472886328118, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 53}
    • id: 160441
      {'charpoly_factorization': [[[-1260971066668356, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 59}
    • id: 160442
      {'charpoly_factorization': [[[956343149707138, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 61}
    • id: 160443
      {'charpoly_factorization': [[[-5519389511567164, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 67}
    • id: 160444
      {'charpoly_factorization': [[[9303053873586120, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 71}
    • id: 160445
      {'charpoly_factorization': [[[-3692590926453962, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 73}
    • id: 160446
      {'charpoly_factorization': [[[-2597720120860912, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 79}
    • id: 160447
      {'charpoly_factorization': [[[26266742515599444, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 83}
    • id: 160448
      {'charpoly_factorization': [[[-63717157489864410, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 89}
    • id: 160449
      {'charpoly_factorization': [[[78558896505972382, 1], 1]], 'hecke_orbit_code': 4503599929360432, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '48.18.a.b', 'level': 48, 'portrait': 'data:image/png;base64,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', 'weight': 18}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 19957914
      {'hecke_orbit_code': 4503599929360432, 'n': 1, 'trace_an': 1}
    • id: 19957915
      {'hecke_orbit_code': 4503599929360432, 'n': 2, 'trace_an': 0}
    • id: 19957916
      {'hecke_orbit_code': 4503599929360432, 'n': 3, 'trace_an': -6561}
    • id: 19957917
      {'hecke_orbit_code': 4503599929360432, 'n': 4, 'trace_an': 0}
    • id: 19957918
      {'hecke_orbit_code': 4503599929360432, 'n': 5, 'trace_an': 130950}
    • id: 19957919
      {'hecke_orbit_code': 4503599929360432, 'n': 6, 'trace_an': 0}
    • id: 19957920
      {'hecke_orbit_code': 4503599929360432, 'n': 7, 'trace_an': 14846776}
    • id: 19957921
      {'hecke_orbit_code': 4503599929360432, 'n': 8, 'trace_an': 0}
    • id: 19957922
      {'hecke_orbit_code': 4503599929360432, 'n': 9, 'trace_an': 43046721}
    • id: 19957923
      {'hecke_orbit_code': 4503599929360432, 'n': 10, 'trace_an': 0}
    • id: 19957924
      {'hecke_orbit_code': 4503599929360432, 'n': 11, 'trace_an': 845469684}
    • id: 19957925
      {'hecke_orbit_code': 4503599929360432, 'n': 12, 'trace_an': 0}
    • id: 19957926
      {'hecke_orbit_code': 4503599929360432, 'n': 13, 'trace_an': 1751414990}
    • id: 19957927
      {'hecke_orbit_code': 4503599929360432, 'n': 14, 'trace_an': 0}
    • id: 19957928
      {'hecke_orbit_code': 4503599929360432, 'n': 15, 'trace_an': -859162950}
    • id: 19957929
      {'hecke_orbit_code': 4503599929360432, 'n': 16, 'trace_an': 0}
    • id: 19957930
      {'hecke_orbit_code': 4503599929360432, 'n': 17, 'trace_an': -47147886}
    • id: 19957931
      {'hecke_orbit_code': 4503599929360432, 'n': 18, 'trace_an': 0}
    • id: 19957932
      {'hecke_orbit_code': 4503599929360432, 'n': 19, 'trace_an': 56973573100}
    • id: 19957933
      {'hecke_orbit_code': 4503599929360432, 'n': 20, 'trace_an': 0}
    • id: 19957934
      {'hecke_orbit_code': 4503599929360432, 'n': 21, 'trace_an': -97409697336}
    • id: 19957935
      {'hecke_orbit_code': 4503599929360432, 'n': 22, 'trace_an': 0}
    • id: 19957936
      {'hecke_orbit_code': 4503599929360432, 'n': 23, 'trace_an': 371395374696}
    • id: 19957937
      {'hecke_orbit_code': 4503599929360432, 'n': 24, 'trace_an': 0}
    • id: 19957938
      {'hecke_orbit_code': 4503599929360432, 'n': 25, 'trace_an': -745791550625}
    • id: 19957939
      {'hecke_orbit_code': 4503599929360432, 'n': 26, 'trace_an': 0}
    • id: 19957940
      {'hecke_orbit_code': 4503599929360432, 'n': 27, 'trace_an': -282429536481}
    • id: 19957941
      {'hecke_orbit_code': 4503599929360432, 'n': 28, 'trace_an': 0}
    • id: 19957942
      {'hecke_orbit_code': 4503599929360432, 'n': 29, 'trace_an': -3681168479586}
    • id: 19957943
      {'hecke_orbit_code': 4503599929360432, 'n': 30, 'trace_an': 0}
    • id: 19957944
      {'hecke_orbit_code': 4503599929360432, 'n': 31, 'trace_an': 5479889229856}
    • id: 19957945
      {'hecke_orbit_code': 4503599929360432, 'n': 32, 'trace_an': 0}
    • id: 19957946
      {'hecke_orbit_code': 4503599929360432, 'n': 33, 'trace_an': -5547126596724}
    • id: 19957947
      {'hecke_orbit_code': 4503599929360432, 'n': 34, 'trace_an': 0}
    • id: 19957948
      {'hecke_orbit_code': 4503599929360432, 'n': 35, 'trace_an': 1944185317200}
    • id: 19957949
      {'hecke_orbit_code': 4503599929360432, 'n': 36, 'trace_an': 0}
    • id: 19957950
      {'hecke_orbit_code': 4503599929360432, 'n': 37, 'trace_an': -5446958938138}
    • id: 19957951
      {'hecke_orbit_code': 4503599929360432, 'n': 38, 'trace_an': 0}
    • id: 19957952
      {'hecke_orbit_code': 4503599929360432, 'n': 39, 'trace_an': -11491033749390}
    • id: 19957953
      {'hecke_orbit_code': 4503599929360432, 'n': 40, 'trace_an': 0}
    • id: 19957954
      {'hecke_orbit_code': 4503599929360432, 'n': 41, 'trace_an': 29773337634090}
    • id: 19957955
      {'hecke_orbit_code': 4503599929360432, 'n': 42, 'trace_an': 0}
    • id: 19957956
      {'hecke_orbit_code': 4503599929360432, 'n': 43, 'trace_an': -98485895466284}
    • id: 19957957
      {'hecke_orbit_code': 4503599929360432, 'n': 44, 'trace_an': 0}
    • id: 19957958
      {'hecke_orbit_code': 4503599929360432, 'n': 45, 'trace_an': 5636968114950}
    • id: 19957959
      {'hecke_orbit_code': 4503599929360432, 'n': 46, 'trace_an': 0}
    • id: 19957960
      {'hecke_orbit_code': 4503599929360432, 'n': 47, 'trace_an': -107861800207536}
    • id: 19957961
      {'hecke_orbit_code': 4503599929360432, 'n': 48, 'trace_an': 0}
    • id: 19957962
      {'hecke_orbit_code': 4503599929360432, 'n': 49, 'trace_an': -12203756393031}
    • id: 19957963
      {'hecke_orbit_code': 4503599929360432, 'n': 50, 'trace_an': 0}
    • id: 19957964
      {'hecke_orbit_code': 4503599929360432, 'n': 51, 'trace_an': 309337280046}
    • id: 19957965
      {'hecke_orbit_code': 4503599929360432, 'n': 52, 'trace_an': 0}
    • id: 19957966
      {'hecke_orbit_code': 4503599929360432, 'n': 53, 'trace_an': 626472886328118}
    • id: 19957967
      {'hecke_orbit_code': 4503599929360432, 'n': 54, 'trace_an': 0}
    • id: 19957968
      {'hecke_orbit_code': 4503599929360432, 'n': 55, 'trace_an': 110714255119800}
    • id: 19957969
      {'hecke_orbit_code': 4503599929360432, 'n': 56, 'trace_an': 0}
    • id: 19957970
      {'hecke_orbit_code': 4503599929360432, 'n': 57, 'trace_an': -373803613109100}
    • id: 19957971
      {'hecke_orbit_code': 4503599929360432, 'n': 58, 'trace_an': 0}
    • id: 19957972
      {'hecke_orbit_code': 4503599929360432, 'n': 59, 'trace_an': 1260971066668356}
    • id: 19957973
      {'hecke_orbit_code': 4503599929360432, 'n': 60, 'trace_an': 0}
    • id: 19957974
      {'hecke_orbit_code': 4503599929360432, 'n': 61, 'trace_an': -956343149707138}
    • id: 19957975
      {'hecke_orbit_code': 4503599929360432, 'n': 62, 'trace_an': 0}
    • id: 19957976
      {'hecke_orbit_code': 4503599929360432, 'n': 63, 'trace_an': 639105024221496}
    • id: 19957977
      {'hecke_orbit_code': 4503599929360432, 'n': 64, 'trace_an': 0}
    • id: 19957978
      {'hecke_orbit_code': 4503599929360432, 'n': 65, 'trace_an': 229347792940500}
    • id: 19957979
      {'hecke_orbit_code': 4503599929360432, 'n': 66, 'trace_an': 0}
    • id: 19957980
      {'hecke_orbit_code': 4503599929360432, 'n': 67, 'trace_an': 5519389511567164}
    • id: 19957981
      {'hecke_orbit_code': 4503599929360432, 'n': 68, 'trace_an': 0}
    • id: 19957982
      {'hecke_orbit_code': 4503599929360432, 'n': 69, 'trace_an': -2436725053380456}
    • id: 19957983
      {'hecke_orbit_code': 4503599929360432, 'n': 70, 'trace_an': 0}
    • id: 19957984
      {'hecke_orbit_code': 4503599929360432, 'n': 71, 'trace_an': -9303053873586120}
    • id: 19957985
      {'hecke_orbit_code': 4503599929360432, 'n': 72, 'trace_an': 0}
    • id: 19957986
      {'hecke_orbit_code': 4503599929360432, 'n': 73, 'trace_an': 3692590926453962}
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      {'hecke_orbit_code': 4503599929360432, 'n': 74, 'trace_an': 0}
    • id: 19957988
      {'hecke_orbit_code': 4503599929360432, 'n': 75, 'trace_an': 4893138363650625}
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      {'hecke_orbit_code': 4503599929360432, 'n': 76, 'trace_an': 0}
    • id: 19957990
      {'hecke_orbit_code': 4503599929360432, 'n': 77, 'trace_an': 12552499013138784}
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      {'hecke_orbit_code': 4503599929360432, 'n': 78, 'trace_an': 0}
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      {'hecke_orbit_code': 4503599929360432, 'n': 79, 'trace_an': 2597720120860912}
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      {'hecke_orbit_code': 4503599929360432, 'n': 80, 'trace_an': 0}
    • id: 19957994
      {'hecke_orbit_code': 4503599929360432, 'n': 81, 'trace_an': 1853020188851841}
    • id: 19957995
      {'hecke_orbit_code': 4503599929360432, 'n': 82, 'trace_an': 0}
    • id: 19957996
      {'hecke_orbit_code': 4503599929360432, 'n': 83, 'trace_an': -26266742515599444}
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      {'hecke_orbit_code': 4503599929360432, 'n': 84, 'trace_an': 0}
    • id: 19957998
      {'hecke_orbit_code': 4503599929360432, 'n': 85, 'trace_an': -6174015671700}
    • id: 19957999
      {'hecke_orbit_code': 4503599929360432, 'n': 86, 'trace_an': 0}
    • id: 19958000
      {'hecke_orbit_code': 4503599929360432, 'n': 87, 'trace_an': 24152146394563746}
    • id: 19958001
      {'hecke_orbit_code': 4503599929360432, 'n': 88, 'trace_an': 0}
    • id: 19958002
      {'hecke_orbit_code': 4503599929360432, 'n': 89, 'trace_an': 63717157489864410}
    • id: 19958003
      {'hecke_orbit_code': 4503599929360432, 'n': 90, 'trace_an': 0}
    • id: 19958004
      {'hecke_orbit_code': 4503599929360432, 'n': 91, 'trace_an': 26002866039572240}
    • id: 19958005
      {'hecke_orbit_code': 4503599929360432, 'n': 92, 'trace_an': 0}
    • id: 19958006
      {'hecke_orbit_code': 4503599929360432, 'n': 93, 'trace_an': -35953553237085216}
    • id: 19958007
      {'hecke_orbit_code': 4503599929360432, 'n': 94, 'trace_an': 0}
    • id: 19958008
      {'hecke_orbit_code': 4503599929360432, 'n': 95, 'trace_an': 7460689397445000}
    • id: 19958009
      {'hecke_orbit_code': 4503599929360432, 'n': 96, 'trace_an': 0}
    • id: 19958010
      {'hecke_orbit_code': 4503599929360432, 'n': 97, 'trace_an': -78558896505972382}
    • id: 19958011
      {'hecke_orbit_code': 4503599929360432, 'n': 98, 'trace_an': 0}
    • id: 19958012
      {'hecke_orbit_code': 4503599929360432, 'n': 99, 'trace_an': 36394697601106164}
    • id: 19958013
      {'hecke_orbit_code': 4503599929360432, 'n': 100, 'trace_an': 0}