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  • mf_newforms • Show schema
    {'Nk2': 9900, 'analytic_conductor': 44.10555044856967, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 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': [275, 1, [177, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 21865, 'field_disc_factorization': [[5, 1], [4373, 1]], 'field_poly': [40, -30, -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, [268, -44, -7, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404563, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '275.6.a.c', 'level': 275, '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, 11], 'level_radical': 55, 'minimal_twist': '55.6.a.a', 'nf_label': '3.3.21865.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(2+\\beta _{2})q^{2}+(11+3\\beta _{1})q^{3}+(12+4\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '275.6.a', 'trace_display': [7, 36, 0, 102], 'trace_hash': 358697381182992817, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.004', 'prec': 4}, {'__RealLiteral__': 0, 'data': '2.865', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.096', 'prec': 7}, 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  • mf_hecke_nf • Show schema
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'hecke_ring_denominators': [1, 1, 2], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [20, -1, 2]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-20, 1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '275.6.a.c', 'level': 275, 'maxp': 2999, 'weight': 6}
  • mf_newspaces • Show schema
    {'ALdims': [18, 20, 22, 18], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [15, 19, 15, 17], 'Nk2': 9900, 'analytic_conductor': 44.10555044856967, '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': [275, 1, [177, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 144, 'dim': 78, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663571, 'hecke_orbit_dims': [1, 3, 3, 4, 5, 6, 8, 8, 8, 8, 10, 14], 'label': '275.6.a', 'level': 275, '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, 11], 'level_radical': 55, 'mf_dim': 156, 'mf_new_dim': 78, 'num_forms': 12, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 78, 'sturm_bound': 180, 'trace_bound': 3, 'trace_display': [4, 17, 0, 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-19245228, 554896938, -77250256, -64610572, 0, -6285708, 248575379, 14864160, -94640400, 0, 86263021, -487446880, -136923748, -16668428, 0, 41615972, 49338960, -86244200, 25702478, 0, -51261921, -121951392, 150329492, -360690480, 0, 242080, -197703996, -7027680, -374953956, 0, -267791543, 80419224, 188603900, 162438610, 0, 93847132, -108895821, 288867304, -9153529, 0, 312022762, 236277928, -105093823, -157702284, 0, 33872932, -168321152, 139914600, 184558894, 0, -13771604, 166981368, -137531291, 290293452, 0, 151474812, 289726284, 2851920, 112598757, 0], 'weight': 6, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 217503
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '275.6.a.c', 'source_level': 275, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '55.6.a.a', 'target_level': 55, 'twist_class_label': '55.6.a.a', 'twist_class_level': 55, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
    • id: 217504
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '275.6.a.c', 'source_level': 275, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '275.6.a.c', 'target_level': 275, 'twist_class_label': '55.6.a.a', 'twist_class_level': 55, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
    • id: 217505
      {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '275.6.a.c', 'source_level': 275, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '275.6.b.c', 'target_level': 275, 'twist_class_label': '55.6.a.a', 'twist_class_level': 55, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
    • id: 217506
      {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '275.6.a.c', 'source_level': 275, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '495.6.a.f', 'target_level': 495, 'twist_class_label': '55.6.a.a', 'twist_class_level': 55, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
    • id: 217507
      {'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '275.6.a.c', 'source_level': 275, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '605.6.a.b', 'target_level': 605, 'twist_class_label': '55.6.a.a', 'twist_class_level': 55, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 6}
    • id: 217508
      {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '275.6.a.c', 'source_level': 275, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '880.6.a.l', 'target_level': 880, 'twist_class_label': '55.6.a.a', 'twist_class_level': 55, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • mf_hecke_charpolys • Show schema
    • id: 630400
      {'charpoly_factorization': [[[268, -44, -7, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 2}
    • id: 630401
      {'charpoly_factorization': [[[2356, 159, -36, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 3}
    • id: 630402
      {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 9007199355404563, 'p': 5}
    • id: 630403
      {'charpoly_factorization': [[[5168, -2539, -102, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 7}
    • id: 630404
      {'charpoly_factorization': [[[-121, 1], 3]], 'hecke_orbit_code': 9007199355404563, 'p': 11}
    • id: 630405
      {'charpoly_factorization': [[[-88934344, 714684, -1646, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 13}
    • id: 630406
      {'charpoly_factorization': [[[460035598, 288911, -1742, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 17}
    • id: 630407
      {'charpoly_factorization': [[[4578226300, -8218135, 10, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 19}
    • id: 630408
      {'charpoly_factorization': [[[81411776, 952724, -3876, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 23}
    • id: 630409
      {'charpoly_factorization': [[[146901534950, -54283485, -1970, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 29}
    • id: 630410
      {'charpoly_factorization': [[[96581326832, -15370853, -6596, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 31}
    • id: 630411
      {'charpoly_factorization': [[[-153366614642, 119782401, -22032, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 37}
    • id: 630412
      {'charpoly_factorization': [[[-888835182328, -148023268, 7214, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 41}
    • id: 630413
      {'charpoly_factorization': [[[313648586816, 220700464, 29644, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 43}
    • id: 630414
      {'charpoly_factorization': [[[8738911157408, -661727924, -8432, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 47}
    • id: 630415
      {'charpoly_factorization': [[[12910279016686, -517924711, -31656, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 53}
    • id: 630416
      {'charpoly_factorization': [[[-28840231836400, -1221949660, 31440, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 59}
    • id: 630417
      {'charpoly_factorization': [[[-10687427094938, 175662467, 49374, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 61}
    • id: 630418
      {'charpoly_factorization': [[[-47800113135872, 4070582016, -111892, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 67}
    • id: 630419
      {'charpoly_factorization': [[[-41054108151208, -440994413, 58444, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 71}
    • id: 630420
      {'charpoly_factorization': [[[-152396837064904, -5268126596, 5554, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 73}
    • id: 630421
      {'charpoly_factorization': [[[36194232363200, 592623260, -76080, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 79}
    • id: 630422
      {'charpoly_factorization': [[[-54540116863984, -2226547716, 44844, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 83}
    • id: 630423
      {'charpoly_factorization': [[[572172535345750, -13933480675, -25460, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 89}
    • id: 630424
      {'charpoly_factorization': [[[878543504051648, -4672566984, -150482, 1], 1]], 'hecke_orbit_code': 9007199355404563, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '275.6.a.c', 'level': 275, 'portrait': 'data:image/png;base64,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', 'weight': 6}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 28885399
      {'hecke_orbit_code': 9007199355404563, 'n': 1, 'trace_an': 3}
    • id: 28885400
      {'hecke_orbit_code': 9007199355404563, 'n': 2, 'trace_an': 7}
    • id: 28885401
      {'hecke_orbit_code': 9007199355404563, 'n': 3, 'trace_an': 36}
    • id: 28885402
      {'hecke_orbit_code': 9007199355404563, 'n': 4, 'trace_an': 41}
    • id: 28885403
      {'hecke_orbit_code': 9007199355404563, 'n': 5, 'trace_an': 0}
    • id: 28885404
      {'hecke_orbit_code': 9007199355404563, 'n': 6, 'trace_an': 101}
    • id: 28885405
      {'hecke_orbit_code': 9007199355404563, 'n': 7, 'trace_an': 102}
    • id: 28885406
      {'hecke_orbit_code': 9007199355404563, 'n': 8, 'trace_an': 15}
    • id: 28885407
      {'hecke_orbit_code': 9007199355404563, 'n': 9, 'trace_an': 249}
    • id: 28885408
      {'hecke_orbit_code': 9007199355404563, 'n': 10, 'trace_an': 0}
    • id: 28885409
      {'hecke_orbit_code': 9007199355404563, 'n': 11, 'trace_an': 363}
    • id: 28885410
      {'hecke_orbit_code': 9007199355404563, 'n': 12, 'trace_an': 1237}
    • id: 28885411
      {'hecke_orbit_code': 9007199355404563, 'n': 13, 'trace_an': 1646}
    • id: 28885412
      {'hecke_orbit_code': 9007199355404563, 'n': 14, 'trace_an': -963}
    • id: 28885413
      {'hecke_orbit_code': 9007199355404563, 'n': 15, 'trace_an': 0}
    • id: 28885414
      {'hecke_orbit_code': 9007199355404563, 'n': 16, 'trace_an': -2687}
    • id: 28885415
      {'hecke_orbit_code': 9007199355404563, 'n': 17, 'trace_an': 1742}
    • id: 28885416
      {'hecke_orbit_code': 9007199355404563, 'n': 18, 'trace_an': 3076}
    • id: 28885417
      {'hecke_orbit_code': 9007199355404563, 'n': 19, 'trace_an': -10}
    • id: 28885418
      {'hecke_orbit_code': 9007199355404563, 'n': 20, 'trace_an': 0}
    • id: 28885419
      {'hecke_orbit_code': 9007199355404563, 'n': 21, 'trace_an': 1236}
    • id: 28885420
      {'hecke_orbit_code': 9007199355404563, 'n': 22, 'trace_an': 847}
    • id: 28885421
      {'hecke_orbit_code': 9007199355404563, 'n': 23, 'trace_an': 3876}
    • id: 28885422
      {'hecke_orbit_code': 9007199355404563, 'n': 24, 'trace_an': 5055}
    • id: 28885423
      {'hecke_orbit_code': 9007199355404563, 'n': 25, 'trace_an': 0}
    • id: 28885424
      {'hecke_orbit_code': 9007199355404563, 'n': 26, 'trace_an': -2894}
    • id: 28885425
      {'hecke_orbit_code': 9007199355404563, 'n': 27, 'trace_an': 4920}
    • id: 28885426
      {'hecke_orbit_code': 9007199355404563, 'n': 28, 'trace_an': 209}
    • id: 28885427
      {'hecke_orbit_code': 9007199355404563, 'n': 29, 'trace_an': 1970}
    • id: 28885428
      {'hecke_orbit_code': 9007199355404563, 'n': 30, 'trace_an': 0}
    • id: 28885429
      {'hecke_orbit_code': 9007199355404563, 'n': 31, 'trace_an': 6596}
    • id: 28885430
      {'hecke_orbit_code': 9007199355404563, 'n': 32, 'trace_an': -2353}
    • id: 28885431
      {'hecke_orbit_code': 9007199355404563, 'n': 33, 'trace_an': 4356}
    • id: 28885432
      {'hecke_orbit_code': 9007199355404563, 'n': 34, 'trace_an': 16887}
    • id: 28885433
      {'hecke_orbit_code': 9007199355404563, 'n': 35, 'trace_an': 0}
    • id: 28885434
      {'hecke_orbit_code': 9007199355404563, 'n': 36, 'trace_an': 20138}
    • id: 28885435
      {'hecke_orbit_code': 9007199355404563, 'n': 37, 'trace_an': 22032}
    • id: 28885436
      {'hecke_orbit_code': 9007199355404563, 'n': 38, 'trace_an': 2205}
    • id: 28885437
      {'hecke_orbit_code': 9007199355404563, 'n': 39, 'trace_an': 19528}
    • id: 28885438
      {'hecke_orbit_code': 9007199355404563, 'n': 40, 'trace_an': 0}
    • id: 28885439
      {'hecke_orbit_code': 9007199355404563, 'n': 41, 'trace_an': -7214}
    • id: 28885440
      {'hecke_orbit_code': 9007199355404563, 'n': 42, 'trace_an': -16911}
    • id: 28885441
      {'hecke_orbit_code': 9007199355404563, 'n': 43, 'trace_an': -29644}
    • id: 28885442
      {'hecke_orbit_code': 9007199355404563, 'n': 44, 'trace_an': 4961}
    • id: 28885443
      {'hecke_orbit_code': 9007199355404563, 'n': 45, 'trace_an': 0}
    • id: 28885444
      {'hecke_orbit_code': 9007199355404563, 'n': 46, 'trace_an': 21126}
    • id: 28885445
      {'hecke_orbit_code': 9007199355404563, 'n': 47, 'trace_an': 8432}
    • id: 28885446
      {'hecke_orbit_code': 9007199355404563, 'n': 48, 'trace_an': -33799}
    • id: 28885447
      {'hecke_orbit_code': 9007199355404563, 'n': 49, 'trace_an': -34939}
    • id: 28885448
      {'hecke_orbit_code': 9007199355404563, 'n': 50, 'trace_an': 0}
    • id: 28885449
      {'hecke_orbit_code': 9007199355404563, 'n': 51, 'trace_an': 16006}
    • id: 28885450
      {'hecke_orbit_code': 9007199355404563, 'n': 52, 'trace_an': 15462}
    • id: 28885451
      {'hecke_orbit_code': 9007199355404563, 'n': 53, 'trace_an': 31656}
    • id: 28885452
      {'hecke_orbit_code': 9007199355404563, 'n': 54, 'trace_an': 90335}
    • id: 28885453
      {'hecke_orbit_code': 9007199355404563, 'n': 55, 'trace_an': 0}
    • id: 28885454
      {'hecke_orbit_code': 9007199355404563, 'n': 56, 'trace_an': 16235}
    • id: 28885455
      {'hecke_orbit_code': 9007199355404563, 'n': 57, 'trace_an': 94600}
    • id: 28885456
      {'hecke_orbit_code': 9007199355404563, 'n': 58, 'trace_an': -94035}
    • id: 28885457
      {'hecke_orbit_code': 9007199355404563, 'n': 59, 'trace_an': -31440}
    • id: 28885458
      {'hecke_orbit_code': 9007199355404563, 'n': 60, 'trace_an': 0}
    • id: 28885459
      {'hecke_orbit_code': 9007199355404563, 'n': 61, 'trace_an': -49374}
    • id: 28885460
      {'hecke_orbit_code': 9007199355404563, 'n': 62, 'trace_an': 100169}
    • id: 28885461
      {'hecke_orbit_code': 9007199355404563, 'n': 63, 'trace_an': -12924}
    • id: 28885462
      {'hecke_orbit_code': 9007199355404563, 'n': 64, 'trace_an': 9601}
    • id: 28885463
      {'hecke_orbit_code': 9007199355404563, 'n': 65, 'trace_an': 0}
    • id: 28885464
      {'hecke_orbit_code': 9007199355404563, 'n': 66, 'trace_an': 12221}
    • id: 28885465
      {'hecke_orbit_code': 9007199355404563, 'n': 67, 'trace_an': 111892}
    • id: 28885466
      {'hecke_orbit_code': 9007199355404563, 'n': 68, 'trace_an': 30099}
    • id: 28885467
      {'hecke_orbit_code': 9007199355404563, 'n': 69, 'trace_an': -13032}
    • id: 28885468
      {'hecke_orbit_code': 9007199355404563, 'n': 70, 'trace_an': 0}
    • id: 28885469
      {'hecke_orbit_code': 9007199355404563, 'n': 71, 'trace_an': -58444}
    • id: 28885470
      {'hecke_orbit_code': 9007199355404563, 'n': 72, 'trace_an': 68490}
    • id: 28885471
      {'hecke_orbit_code': 9007199355404563, 'n': 73, 'trace_an': -5554}
    • id: 28885472
      {'hecke_orbit_code': 9007199355404563, 'n': 74, 'trace_an': -35743}
    • id: 28885473
      {'hecke_orbit_code': 9007199355404563, 'n': 75, 'trace_an': 0}
    • id: 28885474
      {'hecke_orbit_code': 9007199355404563, 'n': 76, 'trace_an': 128385}
    • id: 28885475
      {'hecke_orbit_code': 9007199355404563, 'n': 77, 'trace_an': 12342}
    • id: 28885476
      {'hecke_orbit_code': 9007199355404563, 'n': 78, 'trace_an': -60418}
    • id: 28885477
      {'hecke_orbit_code': 9007199355404563, 'n': 79, 'trace_an': 76080}
    • id: 28885478
      {'hecke_orbit_code': 9007199355404563, 'n': 80, 'trace_an': 0}
    • id: 28885479
      {'hecke_orbit_code': 9007199355404563, 'n': 81, 'trace_an': 30843}
    • id: 28885480
      {'hecke_orbit_code': 9007199355404563, 'n': 82, 'trace_an': -18026}
    • id: 28885481
      {'hecke_orbit_code': 9007199355404563, 'n': 83, 'trace_an': -44844}
    • id: 28885482
      {'hecke_orbit_code': 9007199355404563, 'n': 84, 'trace_an': -6863}
    • id: 28885483
      {'hecke_orbit_code': 9007199355404563, 'n': 85, 'trace_an': 0}
    • id: 28885484
      {'hecke_orbit_code': 9007199355404563, 'n': 86, 'trace_an': -157244}
    • id: 28885485
      {'hecke_orbit_code': 9007199355404563, 'n': 87, 'trace_an': -119090}
    • id: 28885486
      {'hecke_orbit_code': 9007199355404563, 'n': 88, 'trace_an': 1815}
    • id: 28885487
      {'hecke_orbit_code': 9007199355404563, 'n': 89, 'trace_an': 25460}
    • id: 28885488
      {'hecke_orbit_code': 9007199355404563, 'n': 90, 'trace_an': 0}
    • id: 28885489
      {'hecke_orbit_code': 9007199355404563, 'n': 91, 'trace_an': 123236}
    • id: 28885490
      {'hecke_orbit_code': 9007199355404563, 'n': 92, 'trace_an': -14338}
    • id: 28885491
      {'hecke_orbit_code': 9007199355404563, 'n': 93, 'trace_an': 101062}
    • id: 28885492
      {'hecke_orbit_code': 9007199355404563, 'n': 94, 'trace_an': 411002}
    • id: 28885493
      {'hecke_orbit_code': 9007199355404563, 'n': 95, 'trace_an': 0}
    • id: 28885494
      {'hecke_orbit_code': 9007199355404563, 'n': 96, 'trace_an': -186809}
    • id: 28885495
      {'hecke_orbit_code': 9007199355404563, 'n': 97, 'trace_an': 150482}
    • id: 28885496
      {'hecke_orbit_code': 9007199355404563, 'n': 98, 'trace_an': -209376}
    • id: 28885497
      {'hecke_orbit_code': 9007199355404563, 'n': 99, 'trace_an': 30129}
    • id: 28885498
      {'hecke_orbit_code': 9007199355404563, 'n': 100, 'trace_an': 0}