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  • mf_newforms • Show schema
    {'Nk2': 4608, 'analytic_conductor': 25.684830917985675, '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': [18, 1, [11], [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': [[5, [90510, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398777917458, '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': '18.16.a.e', 'level': 18, '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': '2.16.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{7}q^{2}+2^{14}q^{4}-90510q^{5}+56q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '15.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.16.a', 'trace_display': [128, 0, -90510, 56], 'trace_hash': 470814651204691427, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.029', 'prec': 7}, {'__RealLiteral__': 0, 'data': '0.985', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.010', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.938', 'prec': 14}, 0, {'__RealLiteral__': 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  • mf_hecke_nf • Show schema
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18014398777917458, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '18.16.a.e', 'level': 18, 'maxp': 2999, 'weight': 16}
  • mf_newspaces • Show schema
    {'ALdims': [1, 2, 1, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [10, 8, 9, 8], 'Nk2': 4608, 'analytic_conductor': 25.684830917985675, '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': [18, 1, [11], [1]], 'conrey_index': 1, 'cusp_dim': 41, 'dim': 6, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 268435474, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1], 'label': '18.16.a', 'level': 18, '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': 49, 'mf_new_dim': 6, 'num_forms': 6, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 48, 'trace_bound': 5, 'trace_display': [0, 0, 261144, 6924216], 'traces': [6, 0, 0, 98304, 261144, 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  • mf_twists_nf • Show schema
    • id: 13574
      {'conductor': 3, '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': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2.16.a.a', 'target_level': 2, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 16}
    • id: 13575
      {'conductor': 12, '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': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.16.a.a', 'target_level': 16, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 16}
    • id: 13576
      {'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': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '18.16.a.e', 'target_level': 18, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 16}
    • id: 13577
      {'conductor': 15, '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': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.16.a.b', 'target_level': 50, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 16}
    • id: 13578
      {'conductor': 15, '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': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.16.b.a', 'target_level': 50, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 16}
    • id: 13579
      {'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': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '64.16.a.a', 'target_level': 64, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 16}
    • id: 13580
      {'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': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '64.16.a.k', 'target_level': 64, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 16}
    • id: 13581
      {'conductor': 21, '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': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.16.a.a', 'target_level': 98, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 16}
    • id: 13582
      {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.16.c.a', 'target_level': 98, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 16}
    • id: 13583
      {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '98.16.c.d', 'target_level': 98, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 16}
    • id: 13584
      {'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': '18.16.a.e', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '144.16.a.d', 'target_level': 144, 'twist_class_label': '2.16.a.a', 'twist_class_level': 2, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 16}
  • mf_hecke_charpolys • Show schema
    • id: 71900
      {'charpoly_factorization': [[[-128, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 2}
    • id: 71901
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 3}
    • id: 71902
      {'charpoly_factorization': [[[90510, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 5}
    • id: 71903
      {'charpoly_factorization': [[[-56, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 7}
    • id: 71904
      {'charpoly_factorization': [[[-95889948, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 11}
    • id: 71905
      {'charpoly_factorization': [[[59782138, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 13}
    • id: 71906
      {'charpoly_factorization': [[[-1355814414, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 17}
    • id: 71907
      {'charpoly_factorization': [[[-3783593180, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 19}
    • id: 71908
      {'charpoly_factorization': [[[-11608845528, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 23}
    • id: 71909
      {'charpoly_factorization': [[[-28959105930, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 29}
    • id: 71910
      {'charpoly_factorization': [[[-253685353952, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 31}
    • id: 71911
      {'charpoly_factorization': [[[-817641294446, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 37}
    • id: 71912
      {'charpoly_factorization': [[[-682333284198, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 41}
    • id: 71913
      {'charpoly_factorization': [[[-366945604292, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 43}
    • id: 71914
      {'charpoly_factorization': [[[695741581776, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 47}
    • id: 71915
      {'charpoly_factorization': [[[12993372468702, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 53}
    • id: 71916
      {'charpoly_factorization': [[[9209035340340, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 59}
    • id: 71917
      {'charpoly_factorization': [[[42338641200298, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 61}
    • id: 71918
      {'charpoly_factorization': [[[-30029787950636, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 67}
    • id: 71919
      {'charpoly_factorization': [[[115328696975352, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 71}
    • id: 71920
      {'charpoly_factorization': [[[-43787346432122, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 73}
    • id: 71921
      {'charpoly_factorization': [[[-79603813043120, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 79}
    • id: 71922
      {'charpoly_factorization': [[[-3417068864868, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 83}
    • id: 71923
      {'charpoly_factorization': [[[-377306179184790, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 89}
    • id: 71924
      {'charpoly_factorization': [[[166982186657374, 1], 1]], 'hecke_orbit_code': 18014398777917458, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '18.16.a.e', 'level': 18, 'portrait': 'data:image/png;base64,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', 'weight': 16}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 40351435
      {'hecke_orbit_code': 18014398777917458, 'n': 1, 'trace_an': 1}
    • id: 40351436
      {'hecke_orbit_code': 18014398777917458, 'n': 2, 'trace_an': 128}
    • id: 40351437
      {'hecke_orbit_code': 18014398777917458, 'n': 3, 'trace_an': 0}
    • id: 40351438
      {'hecke_orbit_code': 18014398777917458, 'n': 4, 'trace_an': 16384}
    • id: 40351439
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