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  • mf_newforms • Show schema
    {'Nk2': 30976, 'analytic_conductor': 178.86550034371973, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [64, 1, [63, 5], [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': [[3, [-59316, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398878580800, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '64.22.a.e', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '2.22.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+59316q^{3}-4975350q^{5}-1427425832q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.22.a', 'trace_display': [0, 59316, -4975350, -1427425832], 'trace_hash': 1097554219698159531, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.969', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.882', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.616', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, 0, 59316, 0, -4975350, 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  • mf_hecke_nf • Show schema
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'hecke_orbit_code': 18014398878580800, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '64.22.a.e', 'level': 64, 'maxp': 2999, 'weight': 22}
  • mf_newspaces • Show schema
    {'ALdims': [20, 21], 'ALdims_eis_new': [1, 1], 'ALdims_eis_old': [5, 5], 'ALdims_old': [60, 61], 'Nk2': 30976, 'analytic_conductor': 178.86550034371973, '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': [64, 1, [63, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 162, 'dim': 41, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098816, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 4, 5, 5, 6], 'label': '64.22.a', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 174, 'mf_new_dim': 43, 'num_forms': 17, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 176, 'trace_bound': 3, 'trace_display': [0, 0, 2, 0], 'traces': [41, 0, 0, 0, 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  • mf_twists_nf • Show schema
    • id: 56363
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.22.a.e', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2.22.a.b', 'target_level': 2, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 22}
    • id: 56364
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.22.a.e', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '16.22.a.b', 'target_level': 16, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 22}
    • id: 56365
      {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.22.a.e', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '18.22.a.b', 'target_level': 18, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 22}
    • id: 56366
      {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.22.a.e', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.22.a.a', 'target_level': 50, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 22}
    • id: 56367
      {'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.22.a.e', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.22.b.c', 'target_level': 50, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 22}
    • id: 56368
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.22.a.e', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '64.22.a.c', 'target_level': 64, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
    • id: 56369
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.22.a.e', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '64.22.a.e', 'target_level': 64, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • mf_hecke_charpolys • Show schema
    • id: 210175
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 2}
    • id: 210176
      {'charpoly_factorization': [[[-59316, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 3}
    • id: 210177
      {'charpoly_factorization': [[[4975350, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 5}
    • id: 210178
      {'charpoly_factorization': [[[1427425832, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 7}
    • id: 210179
      {'charpoly_factorization': [[[106767894948, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 11}
    • id: 210180
      {'charpoly_factorization': [[[-150150565474, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 13}
    • id: 210181
      {'charpoly_factorization': [[[11203980739758, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 17}
    • id: 210182
      {'charpoly_factorization': [[[-11024055955460, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 19}
    • id: 210183
      {'charpoly_factorization': [[[129502845739896, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 23}
    • id: 210184
      {'charpoly_factorization': [[[2382370826608110, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 29}
    • id: 210185
      {'charpoly_factorization': [[[-878552957377888, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 31}
    • id: 210186
      {'charpoly_factorization': [[[31130005856560022, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 37}
    • id: 210187
      {'charpoly_factorization': [[[24612925945718838, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 41}
    • id: 210188
      {'charpoly_factorization': [[[133386119963316484, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 43}
    • id: 210189
      {'charpoly_factorization': [[[-192524017446421008, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 47}
    • id: 210190
      {'charpoly_factorization': [[[-594166360130841114, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 53}
    • id: 210191
      {'charpoly_factorization': [[[2955954134483673780, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 59}
    • id: 210192
      {'charpoly_factorization': [[[7984150090052846222, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 61}
    • id: 210193
      {'charpoly_factorization': [[[-4837041486709240052, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 67}
    • id: 210194
      {'charpoly_factorization': [[[8849017338933008232, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 71}
    • id: 210195
      {'charpoly_factorization': [[[-36684416180434869866, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 73}
    • id: 210196
      {'charpoly_factorization': [[[33840609578636773520, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 79}
    • id: 210197
      {'charpoly_factorization': [[[-204214536301552085316, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 83}
    • id: 210198
      {'charpoly_factorization': [[[41024056743692272710, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 89}
    • id: 210199
      {'charpoly_factorization': [[[727592440524100077598, 1], 1]], 'hecke_orbit_code': 18014398878580800, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '64.22.a.e', 'level': 64, 'portrait': 'data:image/png;base64,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', 'weight': 22}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 40382653
      {'hecke_orbit_code': 18014398878580800, 'n': 1, 'trace_an': 1}
    • id: 40382654
      {'hecke_orbit_code': 18014398878580800, 'n': 2, 'trace_an': 0}
    • id: 40382655
      {'hecke_orbit_code': 18014398878580800, 'n': 3, 'trace_an': 59316}
    • id: 40382656
      {'hecke_orbit_code': 18014398878580800, 'n': 4, 'trace_an': 0}
    • id: 40382657
      {'hecke_orbit_code': 18014398878580800, 'n': 5, 'trace_an': -4975350}
    • id: 40382658
      {'hecke_orbit_code': 18014398878580800, 'n': 6, 'trace_an': 0}
    • id: 40382659
      {'hecke_orbit_code': 18014398878580800, 'n': 7, 'trace_an': -1427425832}
    • id: 40382660
      {'hecke_orbit_code': 18014398878580800, 'n': 8, 'trace_an': 0}
    • id: 40382661
      {'hecke_orbit_code': 18014398878580800, 'n': 9, 'trace_an': -6941965347}
    • id: 40382662
      {'hecke_orbit_code': 18014398878580800, 'n': 10, 'trace_an': 0}
    • id: 40382663
      {'hecke_orbit_code': 18014398878580800, 'n': 11, 'trace_an': -106767894948}
    • id: 40382664
      {'hecke_orbit_code': 18014398878580800, 'n': 12, 'trace_an': 0}
    • id: 40382665
      {'hecke_orbit_code': 18014398878580800, 'n': 13, 'trace_an': 150150565474}
    • id: 40382666
      {'hecke_orbit_code': 18014398878580800, 'n': 14, 'trace_an': 0}
    • id: 40382667
      {'hecke_orbit_code': 18014398878580800, 'n': 15, 'trace_an': -295117860600}
    • id: 40382668
      {'hecke_orbit_code': 18014398878580800, 'n': 16, 'trace_an': 0}
    • id: 40382669
      {'hecke_orbit_code': 18014398878580800, 'n': 17, 'trace_an': -11203980739758}
    • id: 40382670
      {'hecke_orbit_code': 18014398878580800, 'n': 18, 'trace_an': 0}
    • id: 40382671
      {'hecke_orbit_code': 18014398878580800, 'n': 19, 'trace_an': 11024055955460}
    • id: 40382672
      {'hecke_orbit_code': 18014398878580800, 'n': 20, 'trace_an': 0}
    • id: 40382673
      {'hecke_orbit_code': 18014398878580800, 'n': 21, 'trace_an': -84669190650912}
    • id: 40382674
      {'hecke_orbit_code': 18014398878580800, 'n': 22, 'trace_an': 0}
    • id: 40382675
      {'hecke_orbit_code': 18014398878580800, 'n': 23, 'trace_an': -129502845739896}
    • id: 40382676
      {'hecke_orbit_code': 18014398878580800, 'n': 24, 'trace_an': 0}
    • id: 40382677
      {'hecke_orbit_code': 18014398878580800, 'n': 25, 'trace_an': -452083050580625}
    • id: 40382678
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