Formats: - HTML - YAML - JSON - 2026-09-16T18:28:56.669160
  • 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, [-314490, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998405287954, '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.f', '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': '6.16.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{7}q^{2}+2^{14}q^{4}+314490q^{5}+2025056q^{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, 314490, 2025056], 'trace_hash': 842062997880974037, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.986', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.047', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.967', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.173', 'prec': 10}, 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  • mf_hecke_nf • Show schema
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  • 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: 13585
      {'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': False, 'source_label': '18.16.a.f', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.16.a.a', 'target_level': 6, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 16}
    • id: 13586
      {'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': False, 'source_label': '18.16.a.f', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '18.16.a.f', 'target_level': 18, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 16}
    • id: 13587
      {'conductor': 12, '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': False, 'source_label': '18.16.a.f', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.16.a.c', 'target_level': 48, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 16}
    • id: 13588
      {'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': False, 'source_label': '18.16.a.f', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '144.16.a.o', 'target_level': 144, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 16}
    • id: 13589
      {'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': False, 'source_label': '18.16.a.f', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '150.16.a.h', 'target_level': 150, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 16}
    • id: 13590
      {'conductor': 15, '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': False, 'source_label': '18.16.a.f', 'source_level': 18, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '150.16.c.i', 'target_level': 150, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 16}
  • mf_hecke_charpolys • Show schema
    • id: 71925
      {'charpoly_factorization': [[[-128, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 2}
    • id: 71926
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 3}
    • id: 71927
      {'charpoly_factorization': [[[-314490, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 5}
    • id: 71928
      {'charpoly_factorization': [[[-2025056, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 7}
    • id: 71929
      {'charpoly_factorization': [[[110255052, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 11}
    • id: 71930
      {'charpoly_factorization': [[[-56047862, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 13}
    • id: 71931
      {'charpoly_factorization': [[[-1930104414, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 17}
    • id: 71932
      {'charpoly_factorization': [[[-2163188180, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 19}
    • id: 71933
      {'charpoly_factorization': [[[6228974472, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 23}
    • id: 71934
      {'charpoly_factorization': [[[64743719070, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 29}
    • id: 71935
      {'charpoly_factorization': [[[20237611048, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 31}
    • id: 71936
      {'charpoly_factorization': [[[-488967594446, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 37}
    • id: 71937
      {'charpoly_factorization': [[[-772359114198, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 41}
    • id: 71938
      {'charpoly_factorization': [[[-1306766329292, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 43}
    • id: 71939
      {'charpoly_factorization': [[[3351821491776, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 47}
    • id: 71940
      {'charpoly_factorization': [[[9387813393702, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 53}
    • id: 71941
      {'charpoly_factorization': [[[28930359275340, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 59}
    • id: 71942
      {'charpoly_factorization': [[[-42393077399702, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 61}
    • id: 71943
      {'charpoly_factorization': [[[52247243064364, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 67}
    • id: 71944
      {'charpoly_factorization': [[[-27194529024648, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 71}
    • id: 71945
      {'charpoly_factorization': [[[91604195687878, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 73}
    • id: 71946
      {'charpoly_factorization': [[[-62882111078120, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 79}
    • id: 71947
      {'charpoly_factorization': [[[-223567315949868, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 83}
    • id: 71948
      {'charpoly_factorization': [[[554198786115210, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 89}
    • id: 71949
      {'charpoly_factorization': [[[1388870476877374, 1], 1]], 'hecke_orbit_code': 22517998405287954, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '18.16.a.f', '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: 43956469
      {'hecke_orbit_code': 22517998405287954, 'n': 1, 'trace_an': 1}
    • id: 43956470
      {'hecke_orbit_code': 22517998405287954, 'n': 2, 'trace_an': 128}
    • id: 43956471
      {'hecke_orbit_code': 22517998405287954, 'n': 3, 'trace_an': 0}
    • id: 43956472
      {'hecke_orbit_code': 22517998405287954, 'n': 4, 'trace_an': 16384}
    • id: 43956473
      {'hecke_orbit_code': 22517998405287954, 'n': 5, 'trace_an': 314490}
    • id: 43956474
      {'hecke_orbit_code': 22517998405287954, 'n': 6, 'trace_an': 0}
    • id: 43956475
      {'hecke_orbit_code': 22517998405287954, 'n': 7, 'trace_an': 2025056}
    • id: 43956476
      {'hecke_orbit_code': 22517998405287954, 'n': 8, 'trace_an': 2097152}
    • id: 43956477
      {'hecke_orbit_code': 22517998405287954, 'n': 9, 'trace_an': 0}
    • id: 43956478
      {'hecke_orbit_code': 22517998405287954, 'n': 10, 'trace_an': 40254720}
    • id: 43956479
      {'hecke_orbit_code': 22517998405287954, 'n': 11, 'trace_an': -110255052}
    • id: 43956480
      {'hecke_orbit_code': 22517998405287954, 'n': 12, 'trace_an': 0}
    • id: 43956481
      {'hecke_orbit_code': 22517998405287954, 'n': 13, 'trace_an': 56047862}
    • id: 43956482
      {'hecke_orbit_code': 22517998405287954, 'n': 14, 'trace_an': 259207168}
    • id: 43956483
      {'hecke_orbit_code': 22517998405287954, 'n': 15, 'trace_an': 0}
    • id: 43956484
      {'hecke_orbit_code': 22517998405287954, 'n': 16, 'trace_an': 268435456}
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