Formats: - HTML - YAML - JSON - 2026-10-10T17:09:22.012962
  • mf_newforms • Show schema
    {'Nk2': 5832, 'analytic_conductor': 25.982178809702862, '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': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [162, 1, [83], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 125628, 'field_disc_factorization': [[2, 2], [3, 1], [19, 2], [29, 1]], 'field_poly': [159, -63, -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': [[5, [-215784, -4671, 54, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797119627426, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 162, 'hecke_ring_index_factorization': [[2, 1], [3, 4]], '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': '162.6.a.i', 'level': 162, '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': '18.6.c.b', 'nf_label': '3.3.125628.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+2^{4}q^{4}+(-18+\\beta _{1})q^{5}+(44+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.6.a', 'trace_display': [-12, 0, -54, 132], 'trace_hash': 1620527702646446135, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.057', 'prec': 7}, {'__RealLiteral__': 0, 'data': '2.878', 'prec': 14}, {'__RealLiteral__': 0, 'data': 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  • mf_hecke_nf • Show schema
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  • mf_newspaces • Show schema
    {'ALdims': [5, 5, 6, 4], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [24, 27, 25, 27], 'Nk2': 5832, 'analytic_conductor': 25.982178809702862, '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': [162, 1, [83], [1]], 'conrey_index': 1, 'cusp_dim': 123, 'dim': 20, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 100663458, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2, 2, 3, 3], 'label': '162.6.a', 'level': 162, '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': 147, 'mf_new_dim': 20, 'num_forms': 10, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 20, 'sturm_bound': 162, 'trace_bound': 7, 'trace_display': [0, 0, 0, -116], 'traces': [20, 0, 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0, 0, 196361484, 0, 0, -45161984, 0, 0, -77124980, 0, 0, 38081040, 0, 0, 130305356, 0, 0, 23051776, 0, 0, 57623004, 0, 0, 228064584, 0, 0, -137082150, 0, 0, -27457984, 0, 0, 30770392, 0, 0, -133786368, 0, 0, -11027618, 0, 0, -26633856], 'weight': 6, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 136969
      {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '162.6.a.i', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '18.6.c.b', 'target_level': 18, 'twist_class_label': '18.6.c.b', 'twist_class_level': 18, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 6}
    • id: 136970
      {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '162.6.a.i', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '54.6.c.b', 'target_level': 54, 'twist_class_label': '18.6.c.b', 'twist_class_level': 18, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 6}
    • id: 136971
      {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '162.6.a.i', 'source_level': 162, 'target_char_orbit': 9, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '144.6.i.b', 'target_level': 144, 'twist_class_label': '18.6.c.b', 'twist_class_level': 18, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 6}
    • id: 136972
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '162.6.a.i', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '162.6.a.i', 'target_level': 162, 'twist_class_label': '18.6.c.b', 'twist_class_level': 18, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
    • id: 136973
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '162.6.a.i', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '162.6.a.j', 'target_level': 162, 'twist_class_label': '18.6.c.b', 'twist_class_level': 18, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
    • id: 136974
      {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '162.6.a.i', 'source_level': 162, 'target_char_orbit': 9, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '432.6.i.b', 'target_level': 432, 'twist_class_label': '18.6.c.b', 'twist_class_level': 18, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 6}
  • mf_hecke_charpolys • Show schema
    • id: 424450
      {'charpoly_factorization': [[[4, 1], 3]], 'hecke_orbit_code': 36028797119627426, 'p': 2}
    • id: 424451
      {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 36028797119627426, 'p': 3}
    • id: 424452
      {'charpoly_factorization': [[[-215784, -4671, 54, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 5}
    • id: 424453
      {'charpoly_factorization': [[[5134078, -42927, -132, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 7}
    • id: 424454
      {'charpoly_factorization': [[[-41768163, -161865, 315, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 11}
    • id: 424455
      {'charpoly_factorization': [[[384824422, -670659, -744, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 13}
    • id: 424456
      {'charpoly_factorization': [[[-930192444, -500040, 1449, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 17}
    • id: 424457
      {'charpoly_factorization': [[[-352455920, -1499928, -1131, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 19}
    • id: 424458
      {'charpoly_factorization': [[[425600514, 2176281, 3168, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 23}
    • id: 424459
      {'charpoly_factorization': [[[6505725654, -12926979, 5148, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 29}
    • id: 424460
      {'charpoly_factorization': [[[59316561604, -1066011, -8610, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 31}
    • id: 424461
      {'charpoly_factorization': [[[-188019064016, 119415108, -19968, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 37}
    • id: 424462
      {'charpoly_factorization': [[[2157363401913, -272164833, -5049, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 41}
    • id: 424463
      {'charpoly_factorization': [[[513661035961, 172368507, -31389, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 43}
    • id: 424464
      {'charpoly_factorization': [[[-84596352750, -72375903, -12924, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 47}
    • id: 424465
      {'charpoly_factorization': [[[-1764512817552, 557151588, -48024, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 53}
    • id: 424466
      {'charpoly_factorization': [[[5778215946243, 689925735, -62955, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 59}
    • id: 424467
      {'charpoly_factorization': [[[-5359653497960, 1585078761, -75966, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 61}
    • id: 424468
      {'charpoly_factorization': [[[3034793402875, -1160180061, -32991, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 67}
    • id: 424469
      {'charpoly_factorization': [[[139951336896, -82327536, -64836, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 71}
    • id: 424470
      {'charpoly_factorization': [[[14322358753732, -4737509952, 4233, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 73}
    • id: 424471
      {'charpoly_factorization': [[[-115303078320596, -327700635, 89202, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 79}
    • id: 424472
      {'charpoly_factorization': [[[103421607911604, -2990259315, -32634, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 83}
    • id: 424473
      {'charpoly_factorization': [[[-9104584153608, -620916948, 33066, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 89}
    • id: 424474
      {'charpoly_factorization': [[[-292114819729997, -6556234569, 46245, 1], 1]], 'hecke_orbit_code': 36028797119627426, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '162.6.a.i', 'level': 162, '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: 51756583
      {'hecke_orbit_code': 36028797119627426, 'n': 1, 'trace_an': 3}
    • id: 51756584
      {'hecke_orbit_code': 36028797119627426, 'n': 2, 'trace_an': -12}
    • id: 51756585
      {'hecke_orbit_code': 36028797119627426, 'n': 3, 'trace_an': 0}
    • id: 51756586
      {'hecke_orbit_code': 36028797119627426, 'n': 4, 'trace_an': 48}
    • id: 51756587
      {'hecke_orbit_code': 36028797119627426, 'n': 5, 'trace_an': -54}
    • id: 51756588
      {'hecke_orbit_code': 36028797119627426, 'n': 6, 'trace_an': 0}
    • id: 51756589
      {'hecke_orbit_code': 36028797119627426, 'n': 7, 'trace_an': 132}
    • id: 51756590
      {'hecke_orbit_code': 36028797119627426, 'n': 8, 'trace_an': -192}
    • id: 51756591
      {'hecke_orbit_code': 36028797119627426, 'n': 9, 'trace_an': 0}
    • id: 51756592
      {'hecke_orbit_code': 36028797119627426, 'n': 10, 'trace_an': 216}
    • id: 51756593
      {'hecke_orbit_code': 36028797119627426, 'n': 11, 'trace_an': -315}
    • id: 51756594
      {'hecke_orbit_code': 36028797119627426, 'n': 12, 'trace_an': 0}
    • id: 51756595
      {'hecke_orbit_code': 36028797119627426, 'n': 13, 'trace_an': 744}
    • id: 51756596
      {'hecke_orbit_code': 36028797119627426, 'n': 14, 'trace_an': -528}
    • id: 51756597
      {'hecke_orbit_code': 36028797119627426, 'n': 15, 'trace_an': 0}
    • id: 51756598
      {'hecke_orbit_code': 36028797119627426, 'n': 16, 'trace_an': 768}
    • id: 51756599
      {'hecke_orbit_code': 36028797119627426, 'n': 17, 'trace_an': -1449}
    • id: 51756600
      {'hecke_orbit_code': 36028797119627426, 'n': 18, 'trace_an': 0}
    • id: 51756601
      {'hecke_orbit_code': 36028797119627426, 'n': 19, 'trace_an': 1131}
    • id: 51756602
      {'hecke_orbit_code': 36028797119627426, 'n': 20, 'trace_an': -864}
    • id: 51756603
      {'hecke_orbit_code': 36028797119627426, 'n': 21, 'trace_an': 0}
    • id: 51756604
      {'hecke_orbit_code': 36028797119627426, 'n': 22, 'trace_an': 1260}
    • id: 51756605
      {'hecke_orbit_code': 36028797119627426, 'n': 23, 'trace_an': -3168}
    • id: 51756606
      {'hecke_orbit_code': 36028797119627426, 'n': 24, 'trace_an': 0}
    • id: 51756607
      {'hecke_orbit_code': 36028797119627426, 'n': 25, 'trace_an': 2883}
    • id: 51756608
      {'hecke_orbit_code': 36028797119627426, 'n': 26, 'trace_an': -2976}
    • id: 51756609
      {'hecke_orbit_code': 36028797119627426, 'n': 27, 'trace_an': 0}
    • id: 51756610
      {'hecke_orbit_code': 36028797119627426, 'n': 28, 'trace_an': 2112}
    • id: 51756611
      {'hecke_orbit_code': 36028797119627426, 'n': 29, 'trace_an': -5148}
    • id: 51756612
      {'hecke_orbit_code': 36028797119627426, 'n': 30, 'trace_an': 0}
    • id: 51756613
      {'hecke_orbit_code': 36028797119627426, 'n': 31, 'trace_an': 8610}
    • id: 51756614
      {'hecke_orbit_code': 36028797119627426, 'n': 32, 'trace_an': -3072}
    • id: 51756615
      {'hecke_orbit_code': 36028797119627426, 'n': 33, 'trace_an': 0}
    • id: 51756616
      {'hecke_orbit_code': 36028797119627426, 'n': 34, 'trace_an': 5796}
    • id: 51756617
      {'hecke_orbit_code': 36028797119627426, 'n': 35, 'trace_an': -1350}
    • id: 51756618
      {'hecke_orbit_code': 36028797119627426, 'n': 36, 'trace_an': 0}
    • id: 51756619
      {'hecke_orbit_code': 36028797119627426, 'n': 37, 'trace_an': 19968}
    • id: 51756620
      {'hecke_orbit_code': 36028797119627426, 'n': 38, 'trace_an': -4524}
    • id: 51756621
      {'hecke_orbit_code': 36028797119627426, 'n': 39, 'trace_an': 0}
    • id: 51756622
      {'hecke_orbit_code': 36028797119627426, 'n': 40, 'trace_an': 3456}
    • id: 51756623
      {'hecke_orbit_code': 36028797119627426, 'n': 41, 'trace_an': 5049}
    • id: 51756624
      {'hecke_orbit_code': 36028797119627426, 'n': 42, 'trace_an': 0}
    • id: 51756625
      {'hecke_orbit_code': 36028797119627426, 'n': 43, 'trace_an': 31389}
    • id: 51756626
      {'hecke_orbit_code': 36028797119627426, 'n': 44, 'trace_an': -5040}
    • id: 51756627
      {'hecke_orbit_code': 36028797119627426, 'n': 45, 'trace_an': 0}
    • id: 51756628
      {'hecke_orbit_code': 36028797119627426, 'n': 46, 'trace_an': 12672}
    • id: 51756629
      {'hecke_orbit_code': 36028797119627426, 'n': 47, 'trace_an': 12924}
    • id: 51756630
      {'hecke_orbit_code': 36028797119627426, 'n': 48, 'trace_an': 0}
    • id: 51756631
      {'hecke_orbit_code': 36028797119627426, 'n': 49, 'trace_an': 52857}
    • id: 51756632
      {'hecke_orbit_code': 36028797119627426, 'n': 50, 'trace_an': -11532}
    • id: 51756633
      {'hecke_orbit_code': 36028797119627426, 'n': 51, 'trace_an': 0}
    • id: 51756634
      {'hecke_orbit_code': 36028797119627426, 'n': 52, 'trace_an': 11904}
    • id: 51756635
      {'hecke_orbit_code': 36028797119627426, 'n': 53, 'trace_an': 48024}
    • id: 51756636
      {'hecke_orbit_code': 36028797119627426, 'n': 54, 'trace_an': 0}
    • id: 51756637
      {'hecke_orbit_code': 36028797119627426, 'n': 55, 'trace_an': 63126}
    • id: 51756638
      {'hecke_orbit_code': 36028797119627426, 'n': 56, 'trace_an': -8448}
    • id: 51756639
      {'hecke_orbit_code': 36028797119627426, 'n': 57, 'trace_an': 0}
    • id: 51756640
      {'hecke_orbit_code': 36028797119627426, 'n': 58, 'trace_an': 20592}
    • id: 51756641
      {'hecke_orbit_code': 36028797119627426, 'n': 59, 'trace_an': 62955}
    • id: 51756642
      {'hecke_orbit_code': 36028797119627426, 'n': 60, 'trace_an': 0}
    • id: 51756643
      {'hecke_orbit_code': 36028797119627426, 'n': 61, 'trace_an': 75966}
    • id: 51756644
      {'hecke_orbit_code': 36028797119627426, 'n': 62, 'trace_an': -34440}
    • id: 51756645
      {'hecke_orbit_code': 36028797119627426, 'n': 63, 'trace_an': 0}
    • id: 51756646
      {'hecke_orbit_code': 36028797119627426, 'n': 64, 'trace_an': 12288}
    • id: 51756647
      {'hecke_orbit_code': 36028797119627426, 'n': 65, 'trace_an': 108702}
    • id: 51756648
      {'hecke_orbit_code': 36028797119627426, 'n': 66, 'trace_an': 0}
    • id: 51756649
      {'hecke_orbit_code': 36028797119627426, 'n': 67, 'trace_an': 32991}
    • id: 51756650
      {'hecke_orbit_code': 36028797119627426, 'n': 68, 'trace_an': -23184}
    • id: 51756651
      {'hecke_orbit_code': 36028797119627426, 'n': 69, 'trace_an': 0}
    • id: 51756652
      {'hecke_orbit_code': 36028797119627426, 'n': 70, 'trace_an': 5400}
    • id: 51756653
      {'hecke_orbit_code': 36028797119627426, 'n': 71, 'trace_an': 64836}
    • id: 51756654
      {'hecke_orbit_code': 36028797119627426, 'n': 72, 'trace_an': 0}
    • id: 51756655
      {'hecke_orbit_code': 36028797119627426, 'n': 73, 'trace_an': -4233}
    • id: 51756656
      {'hecke_orbit_code': 36028797119627426, 'n': 74, 'trace_an': -79872}
    • id: 51756657
      {'hecke_orbit_code': 36028797119627426, 'n': 75, 'trace_an': 0}
    • id: 51756658
      {'hecke_orbit_code': 36028797119627426, 'n': 76, 'trace_an': 18096}
    • id: 51756659
      {'hecke_orbit_code': 36028797119627426, 'n': 77, 'trace_an': 88740}
    • id: 51756660
      {'hecke_orbit_code': 36028797119627426, 'n': 78, 'trace_an': 0}
    • id: 51756661
      {'hecke_orbit_code': 36028797119627426, 'n': 79, 'trace_an': -89202}
    • id: 51756662
      {'hecke_orbit_code': 36028797119627426, 'n': 80, 'trace_an': -13824}
    • id: 51756663
      {'hecke_orbit_code': 36028797119627426, 'n': 81, 'trace_an': 0}
    • id: 51756664
      {'hecke_orbit_code': 36028797119627426, 'n': 82, 'trace_an': -20196}
    • id: 51756665
      {'hecke_orbit_code': 36028797119627426, 'n': 83, 'trace_an': 32634}
    • id: 51756666
      {'hecke_orbit_code': 36028797119627426, 'n': 84, 'trace_an': 0}
    • id: 51756667
      {'hecke_orbit_code': 36028797119627426, 'n': 85, 'trace_an': -71388}
    • id: 51756668
      {'hecke_orbit_code': 36028797119627426, 'n': 86, 'trace_an': -125556}
    • id: 51756669
      {'hecke_orbit_code': 36028797119627426, 'n': 87, 'trace_an': 0}
    • id: 51756670
      {'hecke_orbit_code': 36028797119627426, 'n': 88, 'trace_an': 20160}
    • id: 51756671
      {'hecke_orbit_code': 36028797119627426, 'n': 89, 'trace_an': -33066}
    • id: 51756672
      {'hecke_orbit_code': 36028797119627426, 'n': 90, 'trace_an': 0}
    • id: 51756673
      {'hecke_orbit_code': 36028797119627426, 'n': 91, 'trace_an': -150918}
    • id: 51756674
      {'hecke_orbit_code': 36028797119627426, 'n': 92, 'trace_an': -50688}
    • id: 51756675
      {'hecke_orbit_code': 36028797119627426, 'n': 93, 'trace_an': 0}
    • id: 51756676
      {'hecke_orbit_code': 36028797119627426, 'n': 94, 'trace_an': -51696}
    • id: 51756677
      {'hecke_orbit_code': 36028797119627426, 'n': 95, 'trace_an': -82944}
    • id: 51756678
      {'hecke_orbit_code': 36028797119627426, 'n': 96, 'trace_an': 0}
    • id: 51756679
      {'hecke_orbit_code': 36028797119627426, 'n': 97, 'trace_an': -46245}
    • id: 51756680
      {'hecke_orbit_code': 36028797119627426, 'n': 98, 'trace_an': -211428}
    • id: 51756681
      {'hecke_orbit_code': 36028797119627426, 'n': 99, 'trace_an': 0}
    • id: 51756682
      {'hecke_orbit_code': 36028797119627426, 'n': 100, 'trace_an': 46128}