Formats: - HTML - YAML - JSON - 2026-10-14T08:25:18.807071
  • mf_newforms • Show schema
    {'Nk2': 1380, 'analytic_conductor': 2.7548388697341735, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -1], [23, 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': [345, 1, [116, 277, 166], [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': [[2, [-2, 1]], [7, [-3, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998170407257, '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': '345.2.a.f', 'level': 345, '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': True, 'level_primes': [3, 5, 23], 'level_radical': 345, 'minimal_twist': '345.2.a.f', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-q^{3}+2q^{4}+q^{5}-2q^{6}+3q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/345/f'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '345.2.a', 'trace_display': [2, -1, 1, 3], 'trace_hash': 545742987744091515, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.026', 'prec': 7}, {'__RealLiteral__': 0, 'data': '0.959', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.015', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.837', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.403', 'prec': 14}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.014', 'prec': 7}, 'traces': [1, 2, -1, 2, 1, -2, 3, 0, 1, 2, 2, -2, -2, 6, -1, -4, 5, 2, -2, 2, -3, 4, -1, 0, 1, -4, -1, 6, -5, -2, 3, -8, -2, 10, 3, 2, -7, -4, 2, 0, -11, -6, -8, 4, 1, -2, 8, 4, 2, 2, -5, -4, 5, -2, 2, 0, 2, -10, -1, -2, -8, 6, 3, -8, -2, -4, -9, 10, 1, 6, 1, 0, 10, -14, -1, -4, 6, 4, 0, -4, 1, -22, 15, -6, 5, -16, 5, 0, 0, 2, -6, -2, -3, 16, -2, 8, -10, 4, 2, 2, 15, -10, 8, 0, -3, 10, 15, -2, 2, 4, 7, -12, -7, 4, -1, -10, -2, -2, 15, 0, -7, -16, 11, 6, 1, 6, 16, 0, 8, -4, 12, -4, -6, -18, -1, 0, 18, 2, 5, 6, -8, 2, -4, -4, -5, 20, -2, -14, -20, -2, -20, 0, 5, 12, 3, 4, -13, 0, -5, -8, -3, 2, 14, -22, -2, 30, 12, 0, -9, 10, -2, -16, -12, 10, 3, -8, 1, 0, -16, 2, -4, -12, 8, 0, -7, -6, 10, 16, -3, -4, 4, 8, -16, -20, 2, 4, 6, 4, -14, 0, 9, 30, -15, -10, -11, 16, -1, 8, -4, -6, -1, 10, -1, 30, -8, 0, 9, 4, -10, 4, -10, 14, 26, -24, 1, 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32, -25, -28, 0, 4, 2, -70, -9, 0, 6, -50, -24, 8, 8, 4, -49, -24, -3, 6, -14, -30, -48, 2, 7, 0], 'weight': 2, 'weight_parity': 1}
  • mf_hecke_nf • Show schema
    {'an': [[1], [2], [-1], [2], [1], [-2], [3], [0], [1], [2], [2], [-2], [-2], [6], [-1], [-4], [5], [2], [-2], [2], [-3], [4], [-1], [0], [1], [-4], [-1], [6], [-5], [-2], [3], [-8], [-2], [10], [3], [2], [-7], [-4], [2], [0], [-11], [-6], [-8], [4], [1], [-2], [8], [4], [2], [2], [-5], [-4], [5], [-2], [2], [0], [2], [-10], [-1], [-2], [-8], [6], [3], [-8], [-2], [-4], [-9], [10], [1], [6], [1], [0], [10], [-14], [-1], [-4], [6], [4], [0], [-4], [1], [-22], [15], [-6], [5], [-16], [5], [0], [0], [2], [-6], [-2], [-3], [16], [-2], [8], [-10], [4], [2], [2]], 'ap': [[2], [-1], [1], [3], [2], [-2], [5], [-2], [-1], [-5], [3], [-7], [-11], [-8], [8], [5], [-1], [-8], [-9], [1], [10], [0], [15], [0], [-10], [15], [8], [15], [2], [-7], [16], [12], [18], [5], [-20], [-20], [-13], [14], [12], [-12], [-16], [-4], [4], [-16], [6], [-14], [-1], [26], [4], [24], [24], [-1], [10], [6], [24], [-11], [-7], [13], [-6], [-6], [9], [-33], [-2], [-24], [-25], [16], [3], [22], [-4], [19], [-36], [-12], [33], [-14], [-32], [21], [18], [-20], [-6], [5], [10], [34], [12], [-11], [16], [12], [23], [-5], [30], [18], [-41], [24], [-40], [-35], [1], [1], [26], [-2], [4], [-18], [40], [-27], [-39], [-42], [32], [32], [-30], [4], [-8], [35], [-8], [-14], [3], [32], [28], [30], [-21], [-10], [34], [-10], [22], [24], [51], [-36], [28], [4], [-32], [-9], [-31], [-7], [-41], [32], [46], [7], [-15], [-40], [-6], [-29], [-29], [-5], [-33], [42], [44], [29], [45], [-2], [-30], [38], [-29], [10], [-42], [-40], [20], [-30], [15], [-16], [-44], [-41], [30], [16], [-48], [38], [44], [0], [-25], [-9], [-49], [-48]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 22517998170407257, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '345.2.a.f', 'level': 345, 'maxp': 997, 'weight': 2}
  • mf_newspaces • Show schema
    {'ALdims': [2, 1, 1, 2, 4, 1, 1, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [0, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [2, 5, 5, 5, 3, 3, 5, 2], 'Nk2': 1380, 'analytic_conductor': 2.7548388697341735, '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': [345, 1, [116, 277, 166], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 45, 'dim': 15, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 33554777, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3], 'label': '345.2.a', 'level': 345, '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': True, 'level_primes': [3, 5, 23], 'level_radical': 345, 'mf_dim': 52, 'mf_new_dim': 15, 'num_forms': 10, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 15, 'sturm_bound': 96, 'trace_bound': 3, 'trace_display': [-3, 3, -1, 0], 'traces': [15, -3, 3, 13, -1, -3, 0, -15, 15, -3, -12, 5, 10, 8, -1, 13, -2, -3, -12, 9, 8, 4, -1, 9, 15, -26, 3, -8, -10, -3, -12, -23, -4, 26, -4, 13, -6, -4, 2, -15, -30, 0, -12, -28, -1, -3, -24, -3, 35, -3, -10, 30, 18, -3, 4, 32, 20, -26, 8, -7, 18, 32, 0, -3, -14, -12, -20, -22, -1, 24, -12, -15, -18, -10, 3, 4, 40, 30, -8, 1, 15, -22, -4, 8, -6, 4, 18, -4, -2, -3, 32, -7, 16, -16, -4, 25, -2, -51, -12, 13, -18, -38, 24, -82, 0, -26, -4, 5, -6, 20, -14, -64, -58, -28, 7, -50, 10, 4, 28, 9, -21, 62, 30, -24, -1, 8, 64, -7, 20, -10, 20, 12, 16, 76, -1, 42, -18, 5, -16, 16, -8, -8, 32, 13, -22, 130, 27, -58, -38, -3, 24, 52, -2, 48, 0, -42, -22, 64, 18, -23, -4, -3, 84, 10, -4, -28, 8, -72, -7, -22, -12, -28, -54, -18, 0, 12, -28, -14, -28, 9, -78, 8, -6, -15, -2, -24, -24, 88, 8, 20, 80, -67, -10, -14, -6, 45, -62, 4, 8, -15, 36, -58, -48, -14, -18, 96, -1, 134, 0, -16, -32, 14, -16, -44, -12, 9, 88, 46, 6, -28, -68, -10, 56, -8, 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50, -12, 128, -8, 38, -36, 184, 2, 154, 116, 13, 0, -80, 0, -22, 58, -40, 68, 276, -18, -56, -144, -4, 48, -102, 34, 174, 48, -38, -120, -15, -44, 54, -104, -80, -6, 80, 24, -18, 146, -56, -28, 106, 48, 252, 56, -82, -90, 48, -2, -8, 34, -2, 38, 100, 0, -256, 68, -56, -44, -4, 26, 8, 150, -26, -24, -96, -136, -200, 56, -31, 91, -84, -4, -318, -50, -24, 88, 21, -48, -54, -12, 5, 96, 104, 2, -154, -50, -28, -8, 161, -6, -212, 24, -134, -6, -44, -56, -88, 20, 20, -172, 112, -12, -56, -56, 116, -118, -76, -14, -15], 'weight': 2, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 264417
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '345.2.a.f', 'source_level': 345, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '345.2.a.f', 'target_level': 345, 'twist_class_label': '345.2.a.f', 'twist_class_level': 345, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
    • id: 264418
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '345.2.a.f', 'source_level': 345, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1035.2.a.a', 'target_level': 1035, 'twist_class_label': '345.2.a.f', 'twist_class_level': 345, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
    • id: 264419
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '345.2.a.f', 'source_level': 345, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1725.2.a.a', 'target_level': 1725, 'twist_class_label': '345.2.a.f', 'twist_class_level': 345, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
    • id: 264420
      {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '345.2.a.f', 'source_level': 345, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1725.2.b.b', 'target_level': 1725, 'twist_class_label': '345.2.a.f', 'twist_class_level': 345, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
    • id: 264421
      {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '345.2.a.f', 'source_level': 345, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 24, 'target_is_minimal': False, 'target_label': '5175.2.a.x', 'target_level': 5175, 'twist_class_label': '345.2.a.f', 'twist_class_level': 345, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
    • id: 264422
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '345.2.a.f', 'source_level': 345, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '5520.2.a.bc', 'target_level': 5520, 'twist_class_label': '345.2.a.f', 'twist_class_level': 345, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
    • id: 264423
      {'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '345.2.a.f', 'source_level': 345, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '7935.2.a.k', 'target_level': 7935, 'twist_class_label': '345.2.a.f', 'twist_class_level': 345, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 2}
  • mf_hecke_charpolys • Show schema
    • id: 746225
      {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 2}
    • id: 746226
      {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 3}
    • id: 746227
      {'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 5}
    • id: 746228
      {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 7}
    • id: 746229
      {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 11}
    • id: 746230
      {'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 13}
    • id: 746231
      {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 17}
    • id: 746232
      {'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 19}
    • id: 746233
      {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 23}
    • id: 746234
      {'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 29}
    • id: 746235
      {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 31}
    • id: 746236
      {'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 37}
    • id: 746237
      {'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 41}
    • id: 746238
      {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 43}
    • id: 746239
      {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 47}
    • id: 746240
      {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 53}
    • id: 746241
      {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 59}
    • id: 746242
      {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 61}
    • id: 746243
      {'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 67}
    • id: 746244
      {'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 71}
    • id: 746245
      {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 73}
    • id: 746246
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 79}
    • id: 746247
      {'charpoly_factorization': [[[-15, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 83}
    • id: 746248
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 89}
    • id: 746249
      {'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 22517998170407257, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '345.2.a.f', 'level': 345, 'portrait': 'data:image/png;base64,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', 'weight': 2}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 41782045
      {'hecke_orbit_code': 22517998170407257, 'n': 1, 'trace_an': 1}
    • id: 41782046
      {'hecke_orbit_code': 22517998170407257, 'n': 2, 'trace_an': 2}
    • id: 41782047
      {'hecke_orbit_code': 22517998170407257, 'n': 3, 'trace_an': -1}
    • id: 41782048
      {'hecke_orbit_code': 22517998170407257, 'n': 4, 'trace_an': 2}
    • id: 41782049
      {'hecke_orbit_code': 22517998170407257, 'n': 5, 'trace_an': 1}
    • id: 41782050
      {'hecke_orbit_code': 22517998170407257, 'n': 6, 'trace_an': -2}
    • id: 41782051
      {'hecke_orbit_code': 22517998170407257, 'n': 7, 'trace_an': 3}
    • id: 41782052
      {'hecke_orbit_code': 22517998170407257, 'n': 8, 'trace_an': 0}
    • id: 41782053
      {'hecke_orbit_code': 22517998170407257, 'n': 9, 'trace_an': 1}
    • id: 41782054
      {'hecke_orbit_code': 22517998170407257, 'n': 10, 'trace_an': 2}
    • id: 41782055
      {'hecke_orbit_code': 22517998170407257, 'n': 11, 'trace_an': 2}
    • id: 41782056
      {'hecke_orbit_code': 22517998170407257, 'n': 12, 'trace_an': -2}
    • id: 41782057
      {'hecke_orbit_code': 22517998170407257, 'n': 13, 'trace_an': -2}
    • id: 41782058
      {'hecke_orbit_code': 22517998170407257, 'n': 14, 'trace_an': 6}
    • id: 41782059
      {'hecke_orbit_code': 22517998170407257, 'n': 15, 'trace_an': -1}
    • id: 41782060
      {'hecke_orbit_code': 22517998170407257, 'n': 16, 'trace_an': -4}
    • id: 41782061
      {'hecke_orbit_code': 22517998170407257, 'n': 17, 'trace_an': 5}
    • id: 41782062
      {'hecke_orbit_code': 22517998170407257, 'n': 18, 'trace_an': 2}
    • id: 41782063
      {'hecke_orbit_code': 22517998170407257, 'n': 19, 'trace_an': -2}
    • id: 41782064
      {'hecke_orbit_code': 22517998170407257, 'n': 20, 'trace_an': 2}
    • id: 41782065
      {'hecke_orbit_code': 22517998170407257, 'n': 21, 'trace_an': -3}
    • id: 41782066
      {'hecke_orbit_code': 22517998170407257, 'n': 22, 'trace_an': 4}
    • id: 41782067
      {'hecke_orbit_code': 22517998170407257, 'n': 23, 'trace_an': -1}
    • id: 41782068
      {'hecke_orbit_code': 22517998170407257, 'n': 24, 'trace_an': 0}
    • id: 41782069
      {'hecke_orbit_code': 22517998170407257, 'n': 25, 'trace_an': 1}
    • id: 41782070
      {'hecke_orbit_code': 22517998170407257, 'n': 26, 'trace_an': -4}
    • id: 41782071
      {'hecke_orbit_code': 22517998170407257, 'n': 27, 'trace_an': -1}
    • id: 41782072
      {'hecke_orbit_code': 22517998170407257, 'n': 28, 'trace_an': 6}
    • id: 41782073
      {'hecke_orbit_code': 22517998170407257, 'n': 29, 'trace_an': -5}
    • id: 41782074
      {'hecke_orbit_code': 22517998170407257, 'n': 30, 'trace_an': -2}
    • id: 41782075
      {'hecke_orbit_code': 22517998170407257, 'n': 31, 'trace_an': 3}
    • id: 41782076
      {'hecke_orbit_code': 22517998170407257, 'n': 32, 'trace_an': -8}
    • id: 41782077
      {'hecke_orbit_code': 22517998170407257, 'n': 33, 'trace_an': -2}
    • id: 41782078
      {'hecke_orbit_code': 22517998170407257, 'n': 34, 'trace_an': 10}
    • id: 41782079
      {'hecke_orbit_code': 22517998170407257, 'n': 35, 'trace_an': 3}
    • id: 41782080
      {'hecke_orbit_code': 22517998170407257, 'n': 36, 'trace_an': 2}
    • id: 41782081
      {'hecke_orbit_code': 22517998170407257, 'n': 37, 'trace_an': -7}
    • id: 41782082
      {'hecke_orbit_code': 22517998170407257, 'n': 38, 'trace_an': -4}
    • id: 41782083
      {'hecke_orbit_code': 22517998170407257, 'n': 39, 'trace_an': 2}
    • id: 41782084
      {'hecke_orbit_code': 22517998170407257, 'n': 40, 'trace_an': 0}
    • id: 41782085
      {'hecke_orbit_code': 22517998170407257, 'n': 41, 'trace_an': -11}
    • id: 41782086
      {'hecke_orbit_code': 22517998170407257, 'n': 42, 'trace_an': -6}
    • id: 41782087
      {'hecke_orbit_code': 22517998170407257, 'n': 43, 'trace_an': -8}
    • id: 41782088
      {'hecke_orbit_code': 22517998170407257, 'n': 44, 'trace_an': 4}
    • id: 41782089
      {'hecke_orbit_code': 22517998170407257, 'n': 45, 'trace_an': 1}
    • id: 41782090
      {'hecke_orbit_code': 22517998170407257, 'n': 46, 'trace_an': -2}
    • id: 41782091
      {'hecke_orbit_code': 22517998170407257, 'n': 47, 'trace_an': 8}
    • id: 41782092
      {'hecke_orbit_code': 22517998170407257, 'n': 48, 'trace_an': 4}
    • id: 41782093
      {'hecke_orbit_code': 22517998170407257, 'n': 49, 'trace_an': 2}
    • id: 41782094
      {'hecke_orbit_code': 22517998170407257, 'n': 50, 'trace_an': 2}
    • id: 41782095
      {'hecke_orbit_code': 22517998170407257, 'n': 51, 'trace_an': -5}
    • id: 41782096
      {'hecke_orbit_code': 22517998170407257, 'n': 52, 'trace_an': -4}
    • id: 41782097
      {'hecke_orbit_code': 22517998170407257, 'n': 53, 'trace_an': 5}
    • id: 41782098
      {'hecke_orbit_code': 22517998170407257, 'n': 54, 'trace_an': -2}
    • id: 41782099
      {'hecke_orbit_code': 22517998170407257, 'n': 55, 'trace_an': 2}
    • id: 41782100
      {'hecke_orbit_code': 22517998170407257, 'n': 56, 'trace_an': 0}
    • id: 41782101
      {'hecke_orbit_code': 22517998170407257, 'n': 57, 'trace_an': 2}
    • id: 41782102
      {'hecke_orbit_code': 22517998170407257, 'n': 58, 'trace_an': -10}
    • id: 41782103
      {'hecke_orbit_code': 22517998170407257, 'n': 59, 'trace_an': -1}
    • id: 41782104
      {'hecke_orbit_code': 22517998170407257, 'n': 60, 'trace_an': -2}
    • id: 41782105
      {'hecke_orbit_code': 22517998170407257, 'n': 61, 'trace_an': -8}
    • id: 41782106
      {'hecke_orbit_code': 22517998170407257, 'n': 62, 'trace_an': 6}
    • id: 41782107
      {'hecke_orbit_code': 22517998170407257, 'n': 63, 'trace_an': 3}
    • id: 41782108
      {'hecke_orbit_code': 22517998170407257, 'n': 64, 'trace_an': -8}
    • id: 41782109
      {'hecke_orbit_code': 22517998170407257, 'n': 65, 'trace_an': -2}
    • id: 41782110
      {'hecke_orbit_code': 22517998170407257, 'n': 66, 'trace_an': -4}
    • id: 41782111
      {'hecke_orbit_code': 22517998170407257, 'n': 67, 'trace_an': -9}
    • id: 41782112
      {'hecke_orbit_code': 22517998170407257, 'n': 68, 'trace_an': 10}
    • id: 41782113
      {'hecke_orbit_code': 22517998170407257, 'n': 69, 'trace_an': 1}
    • id: 41782114
      {'hecke_orbit_code': 22517998170407257, 'n': 70, 'trace_an': 6}
    • id: 41782115
      {'hecke_orbit_code': 22517998170407257, 'n': 71, 'trace_an': 1}
    • id: 41782116
      {'hecke_orbit_code': 22517998170407257, 'n': 72, 'trace_an': 0}
    • id: 41782117
      {'hecke_orbit_code': 22517998170407257, 'n': 73, 'trace_an': 10}
    • id: 41782118
      {'hecke_orbit_code': 22517998170407257, 'n': 74, 'trace_an': -14}
    • id: 41782119
      {'hecke_orbit_code': 22517998170407257, 'n': 75, 'trace_an': -1}
    • id: 41782120
      {'hecke_orbit_code': 22517998170407257, 'n': 76, 'trace_an': -4}
    • id: 41782121
      {'hecke_orbit_code': 22517998170407257, 'n': 77, 'trace_an': 6}
    • id: 41782122
      {'hecke_orbit_code': 22517998170407257, 'n': 78, 'trace_an': 4}
    • id: 41782123
      {'hecke_orbit_code': 22517998170407257, 'n': 79, 'trace_an': 0}
    • id: 41782124
      {'hecke_orbit_code': 22517998170407257, 'n': 80, 'trace_an': -4}
    • id: 41782125
      {'hecke_orbit_code': 22517998170407257, 'n': 81, 'trace_an': 1}
    • id: 41782126
      {'hecke_orbit_code': 22517998170407257, 'n': 82, 'trace_an': -22}
    • id: 41782127
      {'hecke_orbit_code': 22517998170407257, 'n': 83, 'trace_an': 15}
    • id: 41782128
      {'hecke_orbit_code': 22517998170407257, 'n': 84, 'trace_an': -6}
    • id: 41782129
      {'hecke_orbit_code': 22517998170407257, 'n': 85, 'trace_an': 5}
    • id: 41782130
      {'hecke_orbit_code': 22517998170407257, 'n': 86, 'trace_an': -16}
    • id: 41782131
      {'hecke_orbit_code': 22517998170407257, 'n': 87, 'trace_an': 5}
    • id: 41782132
      {'hecke_orbit_code': 22517998170407257, 'n': 88, 'trace_an': 0}
    • id: 41782133
      {'hecke_orbit_code': 22517998170407257, 'n': 89, 'trace_an': 0}
    • id: 41782134
      {'hecke_orbit_code': 22517998170407257, 'n': 90, 'trace_an': 2}
    • id: 41782135
      {'hecke_orbit_code': 22517998170407257, 'n': 91, 'trace_an': -6}
    • id: 41782136
      {'hecke_orbit_code': 22517998170407257, 'n': 92, 'trace_an': -2}
    • id: 41782137
      {'hecke_orbit_code': 22517998170407257, 'n': 93, 'trace_an': -3}
    • id: 41782138
      {'hecke_orbit_code': 22517998170407257, 'n': 94, 'trace_an': 16}
    • id: 41782139
      {'hecke_orbit_code': 22517998170407257, 'n': 95, 'trace_an': -2}
    • id: 41782140
      {'hecke_orbit_code': 22517998170407257, 'n': 96, 'trace_an': 8}
    • id: 41782141
      {'hecke_orbit_code': 22517998170407257, 'n': 97, 'trace_an': -10}
    • id: 41782142
      {'hecke_orbit_code': 22517998170407257, 'n': 98, 'trace_an': 4}
    • id: 41782143
      {'hecke_orbit_code': 22517998170407257, 'n': 99, 'trace_an': 2}
    • id: 41782144
      {'hecke_orbit_code': 22517998170407257, 'n': 100, 'trace_an': 2}