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  • mf_newforms • Show schema
    {'Nk2': 30976, 'analytic_conductor': 178.86550034371973, 'analytic_rank': 1, '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, [-128844, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021598133321792, '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.g', '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': '1.22.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+128844q^{3}-21640950q^{5}-768078808q^{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, 128844, -21640950, -768078808], 'trace_hash': 675421779725620834, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.003', 'prec': 4}, {'__RealLiteral__': 0, 'data': '0.984', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.941', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.784', 'prec': 14}], 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  • mf_hecke_nf • Show schema
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  • 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: 56377
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '64.22.a.g', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.22.a.a', 'target_level': 1, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 22}
    • id: 56378
      {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '64.22.a.g', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '9.22.a.c', 'target_level': 9, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 22}
    • id: 56379
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '64.22.a.g', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '16.22.a.c', 'target_level': 16, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 22}
    • id: 56380
      {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '64.22.a.g', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.22.a.a', 'target_level': 25, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 22}
    • id: 56381
      {'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '64.22.a.g', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.22.b.a', 'target_level': 25, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 22}
    • id: 56382
      {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '64.22.a.g', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.22.a.a', 'target_level': 49, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 22}
    • id: 56383
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '64.22.a.g', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '64.22.a.a', 'target_level': 64, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
    • id: 56384
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '64.22.a.g', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.22.a.g', 'target_level': 64, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • mf_hecke_charpolys • Show schema
    • id: 210000
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 2}
    • id: 210001
      {'charpoly_factorization': [[[-128844, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 3}
    • id: 210002
      {'charpoly_factorization': [[[21640950, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 5}
    • id: 210003
      {'charpoly_factorization': [[[768078808, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 7}
    • id: 210004
      {'charpoly_factorization': [[[-94724929188, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 11}
    • id: 210005
      {'charpoly_factorization': [[[-80621789794, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 13}
    • id: 210006
      {'charpoly_factorization': [[[-3052282930002, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 17}
    • id: 210007
      {'charpoly_factorization': [[[-7920788351740, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 19}
    • id: 210008
      {'charpoly_factorization': [[[73845437470344, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 23}
    • id: 210009
      {'charpoly_factorization': [[[-4253031736469010, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 29}
    • id: 210010
      {'charpoly_factorization': [[[-1900541176310432, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 31}
    • id: 210011
      {'charpoly_factorization': [[[22191429912035222, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 37}
    • id: 210012
      {'charpoly_factorization': [[[20622803144546358, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 41}
    • id: 210013
      {'charpoly_factorization': [[[-193605854685795844, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 43}
    • id: 210014
      {'charpoly_factorization': [[[-146960504315611632, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 47}
    • id: 210015
      {'charpoly_factorization': [[[2038267110310687206, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 53}
    • id: 210016
      {'charpoly_factorization': [[[-5975882742742352820, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 59}
    • id: 210017
      {'charpoly_factorization': [[[6190617154478149262, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 61}
    • id: 210018
      {'charpoly_factorization': [[[16961315295446680052, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 67}
    • id: 210019
      {'charpoly_factorization': [[[5632758963952293528, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 71}
    • id: 210020
      {'charpoly_factorization': [[[43284759511102937494, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 73}
    • id: 210021
      {'charpoly_factorization': [[[51264938664949064560, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 79}
    • id: 210022
      {'charpoly_factorization': [[[48911854702961049156, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 83}
    • id: 210023
      {'charpoly_factorization': [[[504303489899844009030, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 89}
    • id: 210024
      {'charpoly_factorization': [[[-808275058155029184482, 1], 1]], 'hecke_orbit_code': 27021598133321792, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '64.22.a.g', '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: 47046535
      {'hecke_orbit_code': 27021598133321792, 'n': 1, 'trace_an': 1}
    • id: 47046536
      {'hecke_orbit_code': 27021598133321792, 'n': 2, 'trace_an': 0}
    • id: 47046537
      {'hecke_orbit_code': 27021598133321792, 'n': 3, 'trace_an': 128844}
    • id: 47046538
      {'hecke_orbit_code': 27021598133321792, 'n': 4, 'trace_an': 0}
    • id: 47046539
      {'hecke_orbit_code': 27021598133321792, 'n': 5, 'trace_an': -21640950}
    • id: 47046540
      {'hecke_orbit_code': 27021598133321792, 'n': 6, 'trace_an': 0}
    • id: 47046541
      {'hecke_orbit_code': 27021598133321792, 'n': 7, 'trace_an': -768078808}
    • id: 47046542
      {'hecke_orbit_code': 27021598133321792, 'n': 8, 'trace_an': 0}
    • id: 47046543
      {'hecke_orbit_code': 27021598133321792, 'n': 9, 'trace_an': 6140423133}
    • id: 47046544
      {'hecke_orbit_code': 27021598133321792, 'n': 10, 'trace_an': 0}
    • id: 47046545
      {'hecke_orbit_code': 27021598133321792, 'n': 11, 'trace_an': 94724929188}
    • id: 47046546
      {'hecke_orbit_code': 27021598133321792, 'n': 12, 'trace_an': 0}
    • id: 47046547
      {'hecke_orbit_code': 27021598133321792, 'n': 13, 'trace_an': 80621789794}
    • id: 47046548
      {'hecke_orbit_code': 27021598133321792, 'n': 14, 'trace_an': 0}
    • id: 47046549
      {'hecke_orbit_code': 27021598133321792, 'n': 15, 'trace_an': -2788306561800}
    • id: 47046550
      {'hecke_orbit_code': 27021598133321792, 'n': 16, 'trace_an': 0}
    • id: 47046551
      {'hecke_orbit_code': 27021598133321792, 'n': 17, 'trace_an': 3052282930002}
    • id: 47046552
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    • id: 47046593
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    • id: 47046619
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    • id: 47046621
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    • id: 47046627
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    • id: 47046629
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