Formats: - HTML - YAML - JSON - 2026-10-07T22:00:01.107340
  • mf_newforms • Show schema
    {'Nk2': 500, 'analytic_conductor': 2.5751791808193656, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 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': [5, 1, [2], [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': [[2, [8, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772165, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '5.10.a.a', 'level': 5, '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': [5], 'level_radical': 5, 'minimal_twist': '5.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}-114q^{3}-448q^{4}-5^{4}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.10.a', 'trace_display': [-8, -114, -625, 4242], 'trace_hash': 1239093608429430737, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.995', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.992', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.993', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, -8, -114, -448, -625, 912, 4242, 7680, -6687, 5000, -46208, 51072, 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  • mf_hecke_nf • Show schema
    {'an': [[1], [-8], [-114], [-448], [-625], [912], [4242], [7680], [-6687], [5000], [-46208], [51072], [-115934], [-33936], [71250], [167936], [494842], [53496], [-1008740], [280000], [-483588], [369664], [-532554], [-875520], [390625], [927472], [3006180], [-1900416], [4196390], [-570000], [-3365028], [-5275648], [5267712], [-3958736], [-2651250], [2995776], [-14931358], [8069920], [13216476], [-4800000], [11056262], [3868704], [-6396794], [20701184], [4179375], [4260432], [-35559158], [-19144704], [-22359043], [-3125000], [-56411988], [51938432], [39738586], [-24049440], [28880000], [32578560], [114996360], [-33571120], [-85185620], [-31920000], [45748642], [26920224], [-28366254], [-43778048], [72458750], [-42141696], [-45286158], [-221689216], [60711156], [21210000], [-189967468], [-51356160], [412170946], [119450864], [-44531250], [451915520], [-196014336], [-105731808], [95040840], [-104960000], [-211084299], [-88450096], [261706326], [216647424], [-309276250], [51174352], [-478388460], [-354877440], [-19938630], [-33435000], [-491792028], [238584192], [383613192], [284473264], [630462500], [601423872], [-19503358], [178872344], [308992896], [-175000000]], 'ap': [[-8], [-114], [-625], [4242], [-46208], [-115934], [494842], [-1008740], [-532554], [4196390], [-3365028], [-14931358], [11056262], [-6396794], [-35559158], [39738586], [-85185620], [45748642], [-45286158], [-189967468], [412170946], [95040840], [261706326], [-19938630], [-19503358], [-216671898], [-748234114], [1057108842], [-2496591070], [1115663866], [312053842], [-2817011328], [-7153114158], [2523227420], [1465305050], [3655152052], [5551906442], [-16763736634], [13954932642], [15700011546], [-25190159660], [10448152022], [-9686250988], [-20443105894], [-25243126158], [8067363400], [-8045889808], [31861804646], [30262102442], [20610100590], [3617351226], [2219162920], [25797693262], [-89184805248], [-110058241158], [20637427166], [-26488963790], [34400398132], [-106022890758], [100298985222], [-2492963874], [-84706805694], [6355069042], [271252675692], [163498922666], [253606079642], [-240064012728], [-51381151358], [276559585042], [466592483350], [-100997624814], [-166447470120], [-297380650758], [195713508346], [-167009273660], [72078190326], [792249454170], [-147287630558], [-322101072798], [-396422948770], [-1231616918140], [-1175003664518], [-232327085628], [-151553685374], [-521385143480], [1101694717206], [585671911750], [-570803733158], [-760278773058], [-714289085634], [782520703442], [-695738310360], [-1651955550358], [1199886422912], [1431456972700], [1418329912286], [-1164633994970], [-836945778118], [-2602881627554], [3074063734062], [1329717200842], [2494179523842], [1066891376766], [-4572783918690], [-2323048560568], [1011436366442], [-1101426177558], [984366159506], [4513967513600], [-1442119385098], [-4121054634758], [1384697869666], [622713642042], [1894376281460], [-1101596159228], [-4852519993938], [1574868802206], [6930253570042], [-8154987967414], [-2925528906620], [-1629205839158], [-2875208158254], [3196196521842], [-547901400474], [590995901512], [7127384745602], [909268871230], [10801666430760], [-9776913113758], [352295410826], [-2721242355980], [-5853106110794], [-5137227734948], [-14571278779958], [10393578513642], [-3916636065790], [-6368937400254], [655342967242], [3837988330442], [2675805974330], [-23258587112208], [16573982509482], [13733194988246], [18003590919442], [21111609462690], [-3479882780080], [11268586464786], [3752268361042], [15701443402780], [-13931629789834], [-15983174933958], [-31622696231378], [-14852571551074], [-9393247844958], [26442903360642], [-34164452537108], [31436645730160], [-8770070949610], [-16629351916758], [-7560516404338], [34092472426242], [34588514233786], [45989111843642], [27266283848232], [-49222819899758], [39833691832926], [-25638770426788], [-49724096641158]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 167772165, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '5.10.a.a', 'level': 5, 'maxp': 997, 'weight': 10}
  • mf_newspaces • Show schema
    {'ALdims': [1, 2], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [0, 0], 'Nk2': 500, 'analytic_conductor': 2.5751791808193656, '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': [5, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772165, 'hecke_orbit_dims': [1, 2], 'label': '5.10.a', 'level': 5, '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': [5], 'level_radical': 5, 'mf_dim': 5, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 5, 'trace_bound': 1, 'trace_display': [-18, 146, 625, 5942], 'traces': [3, -18, 146, 596, 625, -4424, 5942, -12600, -4181, -1250, -22224, 227152, 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  • mf_twists_nf • Show schema
    • id: 2036
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.10.a.a', 'target_level': 5, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
    • id: 2037
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.10.a.a', 'target_level': 25, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 10}
    • id: 2038
      {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.10.b.a', 'target_level': 25, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
    • id: 2039
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '45.10.a.c', 'target_level': 45, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
    • id: 2040
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '80.10.a.d', 'target_level': 80, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
    • id: 2041
      {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.10.a.b', 'target_level': 225, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 10}
    • id: 2042
      {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '225.10.b.d', 'target_level': 225, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 10}
    • id: 2043
      {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '245.10.a.a', 'target_level': 245, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
    • id: 2044
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '320.10.a.c', 'target_level': 320, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 10}
    • id: 2045
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '320.10.a.h', 'target_level': 320, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 10}
    • id: 2046
      {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '400.10.a.c', 'target_level': 400, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 10}
    • id: 2047
      {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.10.a.a', 'source_level': 5, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '400.10.c.e', 'target_level': 400, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 10}
  • mf_hecke_charpolys • Show schema
    • id: 18500
      {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 2}
    • id: 18501
      {'charpoly_factorization': [[[114, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 3}
    • id: 18502
      {'charpoly_factorization': [[[625, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 5}
    • id: 18503
      {'charpoly_factorization': [[[-4242, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 7}
    • id: 18504
      {'charpoly_factorization': [[[46208, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 11}
    • id: 18505
      {'charpoly_factorization': [[[115934, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 13}
    • id: 18506
      {'charpoly_factorization': [[[-494842, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 17}
    • id: 18507
      {'charpoly_factorization': [[[1008740, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 19}
    • id: 18508
      {'charpoly_factorization': [[[532554, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 23}
    • id: 18509
      {'charpoly_factorization': [[[-4196390, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 29}
    • id: 18510
      {'charpoly_factorization': [[[3365028, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 31}
    • id: 18511
      {'charpoly_factorization': [[[14931358, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 37}
    • id: 18512
      {'charpoly_factorization': [[[-11056262, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 41}
    • id: 18513
      {'charpoly_factorization': [[[6396794, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 43}
    • id: 18514
      {'charpoly_factorization': [[[35559158, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 47}
    • id: 18515
      {'charpoly_factorization': [[[-39738586, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 53}
    • id: 18516
      {'charpoly_factorization': [[[85185620, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 59}
    • id: 18517
      {'charpoly_factorization': [[[-45748642, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 61}
    • id: 18518
      {'charpoly_factorization': [[[45286158, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 67}
    • id: 18519
      {'charpoly_factorization': [[[189967468, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 71}
    • id: 18520
      {'charpoly_factorization': [[[-412170946, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 73}
    • id: 18521
      {'charpoly_factorization': [[[-95040840, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 79}
    • id: 18522
      {'charpoly_factorization': [[[-261706326, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 83}
    • id: 18523
      {'charpoly_factorization': [[[19938630, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 89}
    • id: 18524
      {'charpoly_factorization': [[[19503358, 1], 1]], 'hecke_orbit_code': 167772165, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '5.10.a.a', 'level': 5, 'portrait': 'data:image/png;base64,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', 'weight': 10}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 3666696
      {'hecke_orbit_code': 167772165, 'n': 1, 'trace_an': 1}
    • id: 3666697
      {'hecke_orbit_code': 167772165, 'n': 2, 'trace_an': -8}
    • id: 3666698
      {'hecke_orbit_code': 167772165, 'n': 3, 'trace_an': -114}
    • id: 3666699
      {'hecke_orbit_code': 167772165, 'n': 4, 'trace_an': -448}
    • id: 3666700
      {'hecke_orbit_code': 167772165, 'n': 5, 'trace_an': -625}
    • id: 3666701
      {'hecke_orbit_code': 167772165, 'n': 6, 'trace_an': 912}
    • id: 3666702
      {'hecke_orbit_code': 167772165, 'n': 7, 'trace_an': 4242}
    • id: 3666703
      {'hecke_orbit_code': 167772165, 'n': 8, 'trace_an': 7680}
    • id: 3666704
      {'hecke_orbit_code': 167772165, 'n': 9, 'trace_an': -6687}
    • id: 3666705
      {'hecke_orbit_code': 167772165, 'n': 10, 'trace_an': 5000}
    • id: 3666706
      {'hecke_orbit_code': 167772165, 'n': 11, 'trace_an': -46208}
    • id: 3666707
      {'hecke_orbit_code': 167772165, 'n': 12, 'trace_an': 51072}
    • id: 3666708
      {'hecke_orbit_code': 167772165, 'n': 13, 'trace_an': -115934}
    • id: 3666709
      {'hecke_orbit_code': 167772165, 'n': 14, 'trace_an': -33936}
    • id: 3666710
      {'hecke_orbit_code': 167772165, 'n': 15, 'trace_an': 71250}
    • id: 3666711
      {'hecke_orbit_code': 167772165, 'n': 16, 'trace_an': 167936}
    • id: 3666712
      {'hecke_orbit_code': 167772165, 'n': 17, 'trace_an': 494842}
    • id: 3666713
      {'hecke_orbit_code': 167772165, 'n': 18, 'trace_an': 53496}
    • id: 3666714
      {'hecke_orbit_code': 167772165, 'n': 19, 'trace_an': -1008740}
    • id: 3666715
      {'hecke_orbit_code': 167772165, 'n': 20, 'trace_an': 280000}
    • id: 3666716
      {'hecke_orbit_code': 167772165, 'n': 21, 'trace_an': -483588}
    • id: 3666717
      {'hecke_orbit_code': 167772165, 'n': 22, 'trace_an': 369664}
    • id: 3666718
      {'hecke_orbit_code': 167772165, 'n': 23, 'trace_an': -532554}
    • id: 3666719
      {'hecke_orbit_code': 167772165, 'n': 24, 'trace_an': -875520}
    • id: 3666720
      {'hecke_orbit_code': 167772165, 'n': 25, 'trace_an': 390625}
    • id: 3666721
      {'hecke_orbit_code': 167772165, 'n': 26, 'trace_an': 927472}
    • id: 3666722
      {'hecke_orbit_code': 167772165, 'n': 27, 'trace_an': 3006180}
    • id: 3666723
      {'hecke_orbit_code': 167772165, 'n': 28, 'trace_an': -1900416}
    • id: 3666724
      {'hecke_orbit_code': 167772165, 'n': 29, 'trace_an': 4196390}
    • id: 3666725
      {'hecke_orbit_code': 167772165, 'n': 30, 'trace_an': -570000}
    • id: 3666726
      {'hecke_orbit_code': 167772165, 'n': 31, 'trace_an': -3365028}
    • id: 3666727
      {'hecke_orbit_code': 167772165, 'n': 32, 'trace_an': -5275648}
    • id: 3666728
      {'hecke_orbit_code': 167772165, 'n': 33, 'trace_an': 5267712}
    • id: 3666729
      {'hecke_orbit_code': 167772165, 'n': 34, 'trace_an': -3958736}
    • id: 3666730
      {'hecke_orbit_code': 167772165, 'n': 35, 'trace_an': -2651250}
    • id: 3666731
      {'hecke_orbit_code': 167772165, 'n': 36, 'trace_an': 2995776}
    • id: 3666732
      {'hecke_orbit_code': 167772165, 'n': 37, 'trace_an': -14931358}
    • id: 3666733
      {'hecke_orbit_code': 167772165, 'n': 38, 'trace_an': 8069920}
    • id: 3666734
      {'hecke_orbit_code': 167772165, 'n': 39, 'trace_an': 13216476}
    • id: 3666735
      {'hecke_orbit_code': 167772165, 'n': 40, 'trace_an': -4800000}
    • id: 3666736
      {'hecke_orbit_code': 167772165, 'n': 41, 'trace_an': 11056262}
    • id: 3666737
      {'hecke_orbit_code': 167772165, 'n': 42, 'trace_an': 3868704}
    • id: 3666738
      {'hecke_orbit_code': 167772165, 'n': 43, 'trace_an': -6396794}
    • id: 3666739
      {'hecke_orbit_code': 167772165, 'n': 44, 'trace_an': 20701184}
    • id: 3666740
      {'hecke_orbit_code': 167772165, 'n': 45, 'trace_an': 4179375}
    • id: 3666741
      {'hecke_orbit_code': 167772165, 'n': 46, 'trace_an': 4260432}
    • id: 3666742
      {'hecke_orbit_code': 167772165, 'n': 47, 'trace_an': -35559158}
    • id: 3666743
      {'hecke_orbit_code': 167772165, 'n': 48, 'trace_an': -19144704}
    • id: 3666744
      {'hecke_orbit_code': 167772165, 'n': 49, 'trace_an': -22359043}
    • id: 3666745
      {'hecke_orbit_code': 167772165, 'n': 50, 'trace_an': -3125000}
    • id: 3666746
      {'hecke_orbit_code': 167772165, 'n': 51, 'trace_an': -56411988}
    • id: 3666747
      {'hecke_orbit_code': 167772165, 'n': 52, 'trace_an': 51938432}
    • id: 3666748
      {'hecke_orbit_code': 167772165, 'n': 53, 'trace_an': 39738586}
    • id: 3666749
      {'hecke_orbit_code': 167772165, 'n': 54, 'trace_an': -24049440}
    • id: 3666750
      {'hecke_orbit_code': 167772165, 'n': 55, 'trace_an': 28880000}
    • id: 3666751
      {'hecke_orbit_code': 167772165, 'n': 56, 'trace_an': 32578560}
    • id: 3666752
      {'hecke_orbit_code': 167772165, 'n': 57, 'trace_an': 114996360}
    • id: 3666753
      {'hecke_orbit_code': 167772165, 'n': 58, 'trace_an': -33571120}
    • id: 3666754
      {'hecke_orbit_code': 167772165, 'n': 59, 'trace_an': -85185620}
    • id: 3666755
      {'hecke_orbit_code': 167772165, 'n': 60, 'trace_an': -31920000}
    • id: 3666756
      {'hecke_orbit_code': 167772165, 'n': 61, 'trace_an': 45748642}
    • id: 3666757
      {'hecke_orbit_code': 167772165, 'n': 62, 'trace_an': 26920224}
    • id: 3666758
      {'hecke_orbit_code': 167772165, 'n': 63, 'trace_an': -28366254}
    • id: 3666759
      {'hecke_orbit_code': 167772165, 'n': 64, 'trace_an': -43778048}
    • id: 3666760
      {'hecke_orbit_code': 167772165, 'n': 65, 'trace_an': 72458750}
    • id: 3666761
      {'hecke_orbit_code': 167772165, 'n': 66, 'trace_an': -42141696}
    • id: 3666762
      {'hecke_orbit_code': 167772165, 'n': 67, 'trace_an': -45286158}
    • id: 3666763
      {'hecke_orbit_code': 167772165, 'n': 68, 'trace_an': -221689216}
    • id: 3666764
      {'hecke_orbit_code': 167772165, 'n': 69, 'trace_an': 60711156}
    • id: 3666765
      {'hecke_orbit_code': 167772165, 'n': 70, 'trace_an': 21210000}
    • id: 3666766
      {'hecke_orbit_code': 167772165, 'n': 71, 'trace_an': -189967468}
    • id: 3666767
      {'hecke_orbit_code': 167772165, 'n': 72, 'trace_an': -51356160}
    • id: 3666768
      {'hecke_orbit_code': 167772165, 'n': 73, 'trace_an': 412170946}
    • id: 3666769
      {'hecke_orbit_code': 167772165, 'n': 74, 'trace_an': 119450864}
    • id: 3666770
      {'hecke_orbit_code': 167772165, 'n': 75, 'trace_an': -44531250}
    • id: 3666771
      {'hecke_orbit_code': 167772165, 'n': 76, 'trace_an': 451915520}
    • id: 3666772
      {'hecke_orbit_code': 167772165, 'n': 77, 'trace_an': -196014336}
    • id: 3666773
      {'hecke_orbit_code': 167772165, 'n': 78, 'trace_an': -105731808}
    • id: 3666774
      {'hecke_orbit_code': 167772165, 'n': 79, 'trace_an': 95040840}
    • id: 3666775
      {'hecke_orbit_code': 167772165, 'n': 80, 'trace_an': -104960000}
    • id: 3666776
      {'hecke_orbit_code': 167772165, 'n': 81, 'trace_an': -211084299}
    • id: 3666777
      {'hecke_orbit_code': 167772165, 'n': 82, 'trace_an': -88450096}
    • id: 3666778
      {'hecke_orbit_code': 167772165, 'n': 83, 'trace_an': 261706326}
    • id: 3666779
      {'hecke_orbit_code': 167772165, 'n': 84, 'trace_an': 216647424}
    • id: 3666780
      {'hecke_orbit_code': 167772165, 'n': 85, 'trace_an': -309276250}
    • id: 3666781
      {'hecke_orbit_code': 167772165, 'n': 86, 'trace_an': 51174352}
    • id: 3666782
      {'hecke_orbit_code': 167772165, 'n': 87, 'trace_an': -478388460}
    • id: 3666783
      {'hecke_orbit_code': 167772165, 'n': 88, 'trace_an': -354877440}
    • id: 3666784
      {'hecke_orbit_code': 167772165, 'n': 89, 'trace_an': -19938630}
    • id: 3666785
      {'hecke_orbit_code': 167772165, 'n': 90, 'trace_an': -33435000}
    • id: 3666786
      {'hecke_orbit_code': 167772165, 'n': 91, 'trace_an': -491792028}
    • id: 3666787
      {'hecke_orbit_code': 167772165, 'n': 92, 'trace_an': 238584192}
    • id: 3666788
      {'hecke_orbit_code': 167772165, 'n': 93, 'trace_an': 383613192}
    • id: 3666789
      {'hecke_orbit_code': 167772165, 'n': 94, 'trace_an': 284473264}
    • id: 3666790
      {'hecke_orbit_code': 167772165, 'n': 95, 'trace_an': 630462500}
    • id: 3666791
      {'hecke_orbit_code': 167772165, 'n': 96, 'trace_an': 601423872}
    • id: 3666792
      {'hecke_orbit_code': 167772165, 'n': 97, 'trace_an': -19503358}
    • id: 3666793
      {'hecke_orbit_code': 167772165, 'n': 98, 'trace_an': 178872344}
    • id: 3666794
      {'hecke_orbit_code': 167772165, 'n': 99, 'trace_an': 308992896}
    • id: 3666795
      {'hecke_orbit_code': 167772165, 'n': 100, 'trace_an': -175000000}