Formats: - HTML - YAML - JSON - 2026-07-19T22:26:29.276849
  • mf_newforms • Show schema
    {'Nk2': 6728, 'analytic_conductor': 13.43083761997936, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [29, 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': [1682, 1, [843], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 49, 'field_disc_factorization': [[7, 2]], 'field_poly': [1, -2, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 14, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-1, -1, 2, 1]], [5, [-1, 6, -5, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195562002066, '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': '1682.2.a.m', 'level': 1682, '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, 29], 'level_radical': 58, 'minimal_twist': '58.2.d.a', 'nf_label': '3.3.49.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+(-1-\\beta _{2})q^{3}+q^{4}+(1+\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1682.2.a', 'trace_display': [-3, -2, 5, 1], 'trace_hash': 272693551646666031, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.934', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '24.114', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '298.502', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, 'traces': [3, -3, -2, 3, 5, 2, 1, -3, -3, -5, -3, -2, 2, -1, -1, 3, -5, 3, -10, 5, -10, 3, 0, 2, -2, -2, 1, 1, 0, 1, -5, -3, -12, 5, -3, -3, -3, 10, 8, -5, -6, 10, -21, -3, -5, 0, -2, -2, -2, 2, 15, 2, 24, -1, -12, -1, 9, 0, -19, -1, -2, 5, 13, 3, 1, 12, -33, -5, 7, 3, 1, 3, -8, 3, 13, -10, 27, -8, 14, 5, -1, 6, -14, -10, 1, 21, 0, 3, -25, 5, -18, 0, 1, 2, -26, 2, -4, 2, 24, -2, 24, -15, -11, -2, -19, -24, 1, 1, 17, 12, -19, 1, 26, -9, -14, 0, -23, 19, -25, 1, 12, 2, -10, -5, -12, -13, -3, -3, 28, -1, -13, -12, -8, 33, -10, 5, -18, -7, -7, -3, -1, -1, -30, -3, 0, 8, -8, -3, -12, -13, -19, 10, -9, -27, 8, 8, -4, -14, -2, -5, -14, 1, -41, -6, -27, 14, -24, 10, -5, -1, -4, -21, 21, 0, -24, -3, 1, 25, -14, -5, -25, 18, 13, 0, -12, -1, -30, -2, 19, 26, 14, -2, 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  • mf_hecke_nf • Show schema
    {'an': [[1, 0, 0], [-1, 0, 0], [-1, 0, -1], [1, 0, 0], [1, 1, -1], [1, 0, 1], [1, 0, 2], [-1, 0, 0], [-1, 1, 1], [-1, -1, 1], [0, 0, 3], [-1, 0, -1], [1, -2, -1], [-1, 0, -2], [-1, 0, -2], [1, 0, 0], [-3, 1, -3], [1, -1, -1], [-2, -3, 1], [1, 1, -1], [-3, -2, -1], [0, 0, -3], [2, -5, 1], [1, 0, 1], [-3, 3, -4], [-1, 2, 1], [2, -2, 3], [1, 0, 2], [0, 0, 0], [1, 0, 2], [-4, 5, -2], [-1, 0, 0], [-3, -3, 0], [3, -1, 3], [1, -1, 5], [-1, 1, 1], [0, 1, 4], [2, 3, -1], [2, 3, 1], [-1, -1, 1], [1, -4, 5], [3, 2, 1], [-8, 0, -3], [0, 0, 3], [0, -1, 4], [-2, 5, -1], [0, -1, 1], [-1, 0, -1], [-2, 4, 0], [3, -3, 4], [5, 2, 2], [1, -2, -1], [7, 0, -3], [-2, 2, -3], [0, -3, 9], [-1, 0, -2], [4, 2, 5], [0, 0, 0], [-5, -1, 3], [-1, 0, -2], [-5, 7, -6], [4, -5, 2], [3, 3, -1], [1, 0, 0], [-1, 0, -4], [3, 3, 0], [-11, 0, 0], [-3, 1, -3], [2, 4, 3], [-1, 1, -5], [4, -7, 4], [1, -1, -1], [1, -7, 4], [0, -1, -4], [4, 1, 0], [-2, -3, 1], [6, 6, -3], [-2, -3, -1], [4, 0, -2], [1, 1, -1], [0, -4, -3], 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-39], [-43, -28, -5], [-34, 26, -48], [-50, 43, -74], [22, 41, -17], [-14, 4, -52], [19, 28, -4], [60, 6, 11], [10, 38, -17], [-11, 0, 11], [-15, -46, 4], [-29, 35, -56], [23, -20, 0], [2, 1, 2], [66, -32, 29], [24, -27, -37], [1, 21, 13], [-52, 45, -43], [-20, 56, -14], [-66, 32, -62], [68, -16, 39], [-1, 11, 59], [65, -21, -10], [-34, 30, 0], [21, -32, -40]], 'char_orbit_index': 1, 'field_poly': [1, -2, -1, 1], 'hecke_orbit_code': 54043195562002066, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [2, 0, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-2, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '1682.2.a.m', 'level': 1682, 'maxp': 2999, 'weight': 2}
  • mf_newspaces • Show schema
    {'ALdims': [15, 19, 22, 12], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [14, 15, 15, 15], 'ALdims_old': [27, 33, 27, 33], 'Nk2': 6728, 'analytic_conductor': 13.43083761997936, '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': [1682, 1, [843], [1]], 'conrey_index': 1, 'cusp_dim': 188, 'dim': 68, 'eis_dim': 59, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 33556114, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 3, 3, 4, 4, 6, 6, 6, 6, 8, 8], 'label': '1682.2.a', 'level': 1682, '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, 29], 'level_radical': 58, 'mf_dim': 247, 'mf_new_dim': 68, 'num_forms': 22, 'plus_dim': 27, 'prim_orbit_index': 1, 'relative_dim': 68, 'sturm_bound': 435, 'trace_bound': 5, 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  • mf_twists_nf • Show schema
    • id: 788366
      {'conductor': 29, 'degree': 6, 'multiplicity': 2, 'order': 7, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '1682.2.a.m', 'source_level': 1682, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '58.2.d.a', 'target_level': 58, 'twist_class_label': '58.2.d.a', 'twist_class_level': 58, 'twisting_char_label': '29.d', 'twisting_char_orbit': 4, 'weight': 2}
    • id: 788367
      {'conductor': 116, 'degree': 6, 'multiplicity': 2, 'order': 14, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '1682.2.a.m', 'source_level': 1682, 'target_char_orbit': 21, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '464.2.u.b', 'target_level': 464, 'twist_class_label': '58.2.d.a', 'twist_class_level': 58, 'twisting_char_label': '116.j', 'twisting_char_orbit': 10, 'weight': 2}
    • id: 788368
      {'conductor': 87, 'degree': 6, 'multiplicity': 2, 'order': 14, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '1682.2.a.m', 'source_level': 1682, 'target_char_orbit': 11, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '522.2.k.c', 'target_level': 522, 'twist_class_label': '58.2.d.a', 'twist_class_level': 58, 'twisting_char_label': '87.j', 'twisting_char_orbit': 10, 'weight': 2}
    • id: 788369
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '1682.2.a.m', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '1682.2.a.m', 'target_level': 1682, 'twist_class_label': '58.2.d.a', 'twist_class_level': 58, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
    • id: 788370
      {'conductor': 29, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '1682.2.a.m', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '1682.2.a.n', 'target_level': 1682, 'twist_class_label': '58.2.d.a', 'twist_class_level': 58, 'twisting_char_label': '29.b', 'twisting_char_orbit': 2, 'weight': 2}
    • id: 788371
      {'conductor': 29, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '1682.2.a.m', 'source_level': 1682, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1682.2.b.g', 'target_level': 1682, 'twist_class_label': '58.2.d.a', 'twist_class_level': 58, 'twisting_char_label': '29.c', 'twisting_char_orbit': 3, 'weight': 2}
  • mf_hecke_charpolys • Show schema
    • id: 2128725
      {'charpoly_factorization': [[[1, 1], 3]], 'hecke_orbit_code': 54043195562002066, 'p': 2}
    • id: 2128726
      {'charpoly_factorization': [[[-1, -1, 2, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 3}
    • id: 2128727
      {'charpoly_factorization': [[[-1, 6, -5, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 5}
    • id: 2128728
      {'charpoly_factorization': [[[1, -9, -1, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 7}
    • id: 2128729
      {'charpoly_factorization': [[[-27, -18, 3, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 11}
    • id: 2128730
      {'charpoly_factorization': [[[29, -15, -2, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 13}
    • id: 2128731
      {'charpoly_factorization': [[[-41, -8, 5, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 17}
    • id: 2128732
      {'charpoly_factorization': [[[-41, 17, 10, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 19}
    • id: 2128733
      {'charpoly_factorization': [[[-91, -49, 0, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 23}
    • id: 2128734
      {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 54043195562002066, 'p': 29}
    • id: 2128735
      {'charpoly_factorization': [[[43, -36, 5, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 31}
    • id: 2128736
      {'charpoly_factorization': [[[-139, -46, 3, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 37}
    • id: 2128737
      {'charpoly_factorization': [[[1, -37, 6, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 41}
    • id: 2128738
      {'charpoly_factorization': [[[203, 126, 21, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 43}
    • id: 2128739
      {'charpoly_factorization': [[[-1, -1, 2, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 47}
    • id: 2128740
      {'charpoly_factorization': [[[-337, 171, -24, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 53}
    • id: 2128741
      {'charpoly_factorization': [[[169, 104, 19, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 59}
    • id: 2128742
      {'charpoly_factorization': [[[13, -99, 2, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 61}
    • id: 2128743
      {'charpoly_factorization': [[[11, 1], 3]], 'hecke_orbit_code': 54043195562002066, 'p': 67}
    • id: 2128744
      {'charpoly_factorization': [[[-251, -86, -1, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 71}
    • id: 2128745
      {'charpoly_factorization': [[[-491, -65, 8, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 73}
    • id: 2128746
      {'charpoly_factorization': [[[-56, 56, -14, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 79}
    • id: 2128747
      {'charpoly_factorization': [[[-889, -49, 14, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 83}
    • id: 2128748
      {'charpoly_factorization': [[[503, 199, 25, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 89}
    • id: 2128749
      {'charpoly_factorization': [[[104, -60, 4, 1], 1]], 'hecke_orbit_code': 54043195562002066, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '1682.2.a.m', 'level': 1682, 'portrait': 'data:image/png;base64,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', 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  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 57088669
      {'hecke_orbit_code': 54043195562002066, 'n': 1, 'trace_an': 3}
    • id: 57088670
      {'hecke_orbit_code': 54043195562002066, 'n': 2, 'trace_an': -3}
    • id: 57088671
      {'hecke_orbit_code': 54043195562002066, 'n': 3, 'trace_an': -2}
    • id: 57088672
      {'hecke_orbit_code': 54043195562002066, 'n': 4, 'trace_an': 3}
    • id: 57088673
      {'hecke_orbit_code': 54043195562002066, 'n': 5, 'trace_an': 5}
    • id: 57088674
      {'hecke_orbit_code': 54043195562002066, 'n': 6, 'trace_an': 2}
    • id: 57088675
      {'hecke_orbit_code': 54043195562002066, 'n': 7, 'trace_an': 1}
    • id: 57088676
      {'hecke_orbit_code': 54043195562002066, 'n': 8, 'trace_an': -3}
    • id: 57088677
      {'hecke_orbit_code': 54043195562002066, 'n': 9, 'trace_an': -3}
    • id: 57088678
      {'hecke_orbit_code': 54043195562002066, 'n': 10, 'trace_an': -5}
    • id: 57088679
      {'hecke_orbit_code': 54043195562002066, 'n': 11, 'trace_an': -3}
    • id: 57088680
      {'hecke_orbit_code': 54043195562002066, 'n': 12, 'trace_an': -2}
    • id: 57088681
      {'hecke_orbit_code': 54043195562002066, 'n': 13, 'trace_an': 2}
    • id: 57088682
      {'hecke_orbit_code': 54043195562002066, 'n': 14, 'trace_an': -1}
    • id: 57088683
      {'hecke_orbit_code': 54043195562002066, 'n': 15, 'trace_an': -1}
    • id: 57088684
      {'hecke_orbit_code': 54043195562002066, 'n': 16, 'trace_an': 3}
    • id: 57088685
      {'hecke_orbit_code': 54043195562002066, 'n': 17, 'trace_an': -5}
    • id: 57088686
      {'hecke_orbit_code': 54043195562002066, 'n': 18, 'trace_an': 3}
    • id: 57088687
      {'hecke_orbit_code': 54043195562002066, 'n': 19, 'trace_an': -10}
    • id: 57088688
      {'hecke_orbit_code': 54043195562002066, 'n': 20, 'trace_an': 5}
    • id: 57088689
      {'hecke_orbit_code': 54043195562002066, 'n': 21, 'trace_an': -10}
    • id: 57088690
      {'hecke_orbit_code': 54043195562002066, 'n': 22, 'trace_an': 3}
    • id: 57088691
      {'hecke_orbit_code': 54043195562002066, 'n': 23, 'trace_an': 0}
    • id: 57088692
      {'hecke_orbit_code': 54043195562002066, 'n': 24, 'trace_an': 2}
    • id: 57088693
      {'hecke_orbit_code': 54043195562002066, 'n': 25, 'trace_an': -2}
    • id: 57088694
      {'hecke_orbit_code': 54043195562002066, 'n': 26, 'trace_an': -2}
    • id: 57088695
      {'hecke_orbit_code': 54043195562002066, 'n': 27, 'trace_an': 1}
    • id: 57088696
      {'hecke_orbit_code': 54043195562002066, 'n': 28, 'trace_an': 1}
    • id: 57088697
      {'hecke_orbit_code': 54043195562002066, 'n': 29, 'trace_an': 0}
    • id: 57088698
      {'hecke_orbit_code': 54043195562002066, 'n': 30, 'trace_an': 1}
    • id: 57088699
      {'hecke_orbit_code': 54043195562002066, 'n': 31, 'trace_an': -5}
    • id: 57088700
      {'hecke_orbit_code': 54043195562002066, 'n': 32, 'trace_an': -3}
    • id: 57088701
      {'hecke_orbit_code': 54043195562002066, 'n': 33, 'trace_an': -12}
    • id: 57088702
      {'hecke_orbit_code': 54043195562002066, 'n': 34, 'trace_an': 5}
    • id: 57088703
      {'hecke_orbit_code': 54043195562002066, 'n': 35, 'trace_an': -3}
    • id: 57088704
      {'hecke_orbit_code': 54043195562002066, 'n': 36, 'trace_an': -3}
    • id: 57088705
      {'hecke_orbit_code': 54043195562002066, 'n': 37, 'trace_an': -3}
    • id: 57088706
      {'hecke_orbit_code': 54043195562002066, 'n': 38, 'trace_an': 10}
    • id: 57088707
      {'hecke_orbit_code': 54043195562002066, 'n': 39, 'trace_an': 8}
    • id: 57088708
      {'hecke_orbit_code': 54043195562002066, 'n': 40, 'trace_an': -5}
    • id: 57088709
      {'hecke_orbit_code': 54043195562002066, 'n': 41, 'trace_an': -6}
    • id: 57088710
      {'hecke_orbit_code': 54043195562002066, 'n': 42, 'trace_an': 10}
    • id: 57088711
      {'hecke_orbit_code': 54043195562002066, 'n': 43, 'trace_an': -21}
    • id: 57088712
      {'hecke_orbit_code': 54043195562002066, 'n': 44, 'trace_an': -3}
    • id: 57088713
      {'hecke_orbit_code': 54043195562002066, 'n': 45, 'trace_an': -5}
    • id: 57088714
      {'hecke_orbit_code': 54043195562002066, 'n': 46, 'trace_an': 0}
    • id: 57088715
      {'hecke_orbit_code': 54043195562002066, 'n': 47, 'trace_an': -2}
    • id: 57088716
      {'hecke_orbit_code': 54043195562002066, 'n': 48, 'trace_an': -2}
    • id: 57088717
      {'hecke_orbit_code': 54043195562002066, 'n': 49, 'trace_an': -2}
    • id: 57088718
      {'hecke_orbit_code': 54043195562002066, 'n': 50, 'trace_an': 2}
    • id: 57088719
      {'hecke_orbit_code': 54043195562002066, 'n': 51, 'trace_an': 15}
    • id: 57088720
      {'hecke_orbit_code': 54043195562002066, 'n': 52, 'trace_an': 2}
    • id: 57088721
      {'hecke_orbit_code': 54043195562002066, 'n': 53, 'trace_an': 24}
    • id: 57088722
      {'hecke_orbit_code': 54043195562002066, 'n': 54, 'trace_an': -1}
    • id: 57088723
      {'hecke_orbit_code': 54043195562002066, 'n': 55, 'trace_an': -12}
    • id: 57088724
      {'hecke_orbit_code': 54043195562002066, 'n': 56, 'trace_an': -1}
    • id: 57088725
      {'hecke_orbit_code': 54043195562002066, 'n': 57, 'trace_an': 9}
    • id: 57088726
      {'hecke_orbit_code': 54043195562002066, 'n': 58, 'trace_an': 0}
    • id: 57088727
      {'hecke_orbit_code': 54043195562002066, 'n': 59, 'trace_an': -19}
    • id: 57088728
      {'hecke_orbit_code': 54043195562002066, 'n': 60, 'trace_an': -1}
    • id: 57088729
      {'hecke_orbit_code': 54043195562002066, 'n': 61, 'trace_an': -2}
    • id: 57088730
      {'hecke_orbit_code': 54043195562002066, 'n': 62, 'trace_an': 5}
    • id: 57088731
      {'hecke_orbit_code': 54043195562002066, 'n': 63, 'trace_an': 13}
    • id: 57088732
      {'hecke_orbit_code': 54043195562002066, 'n': 64, 'trace_an': 3}
    • id: 57088733
      {'hecke_orbit_code': 54043195562002066, 'n': 65, 'trace_an': 1}
    • id: 57088734
      {'hecke_orbit_code': 54043195562002066, 'n': 66, 'trace_an': 12}
    • id: 57088735
      {'hecke_orbit_code': 54043195562002066, 'n': 67, 'trace_an': -33}
    • id: 57088736
      {'hecke_orbit_code': 54043195562002066, 'n': 68, 'trace_an': -5}
    • id: 57088737
      {'hecke_orbit_code': 54043195562002066, 'n': 69, 'trace_an': 7}
    • id: 57088738
      {'hecke_orbit_code': 54043195562002066, 'n': 70, 'trace_an': 3}
    • id: 57088739
      {'hecke_orbit_code': 54043195562002066, 'n': 71, 'trace_an': 1}
    • id: 57088740
      {'hecke_orbit_code': 54043195562002066, 'n': 72, 'trace_an': 3}
    • id: 57088741
      {'hecke_orbit_code': 54043195562002066, 'n': 73, 'trace_an': -8}
    • id: 57088742
      {'hecke_orbit_code': 54043195562002066, 'n': 74, 'trace_an': 3}
    • id: 57088743
      {'hecke_orbit_code': 54043195562002066, 'n': 75, 'trace_an': 13}
    • id: 57088744
      {'hecke_orbit_code': 54043195562002066, 'n': 76, 'trace_an': -10}
    • id: 57088745
      {'hecke_orbit_code': 54043195562002066, 'n': 77, 'trace_an': 27}
    • id: 57088746
      {'hecke_orbit_code': 54043195562002066, 'n': 78, 'trace_an': -8}
    • id: 57088747
      {'hecke_orbit_code': 54043195562002066, 'n': 79, 'trace_an': 14}
    • id: 57088748
      {'hecke_orbit_code': 54043195562002066, 'n': 80, 'trace_an': 5}
    • id: 57088749
      {'hecke_orbit_code': 54043195562002066, 'n': 81, 'trace_an': -1}
    • id: 57088750
      {'hecke_orbit_code': 54043195562002066, 'n': 82, 'trace_an': 6}
    • id: 57088751
      {'hecke_orbit_code': 54043195562002066, 'n': 83, 'trace_an': -14}
    • id: 57088752
      {'hecke_orbit_code': 54043195562002066, 'n': 84, 'trace_an': -10}
    • id: 57088753
      {'hecke_orbit_code': 54043195562002066, 'n': 85, 'trace_an': 1}
    • id: 57088754
      {'hecke_orbit_code': 54043195562002066, 'n': 86, 'trace_an': 21}
    • id: 57088755
      {'hecke_orbit_code': 54043195562002066, 'n': 87, 'trace_an': 0}
    • id: 57088756
      {'hecke_orbit_code': 54043195562002066, 'n': 88, 'trace_an': 3}
    • id: 57088757
      {'hecke_orbit_code': 54043195562002066, 'n': 89, 'trace_an': -25}
    • id: 57088758
      {'hecke_orbit_code': 54043195562002066, 'n': 90, 'trace_an': 5}
    • id: 57088759
      {'hecke_orbit_code': 54043195562002066, 'n': 91, 'trace_an': -18}
    • id: 57088760
      {'hecke_orbit_code': 54043195562002066, 'n': 92, 'trace_an': 0}
    • id: 57088761
      {'hecke_orbit_code': 54043195562002066, 'n': 93, 'trace_an': 1}
    • id: 57088762
      {'hecke_orbit_code': 54043195562002066, 'n': 94, 'trace_an': 2}
    • id: 57088763
      {'hecke_orbit_code': 54043195562002066, 'n': 95, 'trace_an': -26}
    • id: 57088764
      {'hecke_orbit_code': 54043195562002066, 'n': 96, 'trace_an': 2}
    • id: 57088765
      {'hecke_orbit_code': 54043195562002066, 'n': 97, 'trace_an': -4}
    • id: 57088766
      {'hecke_orbit_code': 54043195562002066, 'n': 98, 'trace_an': 2}
    • id: 57088767
      {'hecke_orbit_code': 54043195562002066, 'n': 99, 'trace_an': 24}
    • id: 57088768
      {'hecke_orbit_code': 54043195562002066, 'n': 100, 'trace_an': -2}