Formats: - HTML - YAML - JSON - 2026-09-07T17:50:56.147672
  • mf_newforms • Show schema
    {'Nk2': 5600, 'analytic_conductor': 28.842006825176895, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -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': [56, 1, [15, 29, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 210753393, 'field_disc_factorization': [[3, 1], [23, 1], [233, 1], [13109, 1]], 'field_poly': [-4032, -1266, -1, 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, [2216592, -43236, -84, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142712, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 48, 'hecke_ring_index_factorization': [[2, 4], [3, 1]], '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': '56.10.a.b', 'level': 56, '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, 7], 'level_radical': 14, 'minimal_twist': '56.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(28-\\beta _{1})q^{3}+(-986+5\\beta _{1}-\\beta _{2})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '56.10.a', 'trace_display': [0, 84, -2958, 7203], 'trace_hash': 1945277988545747429, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '3.054', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '24.420', 'prec': 17}, 0, 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  • mf_hecke_nf • Show schema
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-2898694610466], [-1494992030226616, -9471373006846, 2599072106216]], 'char_orbit_index': 1, 'field_poly': [-4032, -1266, -1, 1], 'hecke_orbit_code': 4503599795142712, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 3], 'hecke_ring_inverse_denominators': [1, 6, 12], 'hecke_ring_inverse_numerators': [[1, 0, 0], [2, 1, 0], [10132, 8, 9]], 'hecke_ring_numerators': [[1, 0, 0], [-2, 6, 0], [-3372, -16, 4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '56.10.a.b', 'level': 56, 'maxp': 2999, 'weight': 10}
  • mf_newspaces • Show schema
    {'ALdims': [3, 4, 4, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [12, 15, 13, 14], 'Nk2': 5600, 'analytic_conductor': 28.842006825176895, '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': [56, 1, [15, 29, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 68, 'dim': 14, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772216, 'hecke_orbit_dims': [3, 3, 4, 4], 'label': '56.10.a', 'level': 56, '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, 7], 'level_radical': 14, 'mf_dim': 76, 'mf_new_dim': 14, 'num_forms': 4, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 14, 'sturm_bound': 80, 'trace_bound': 3, 'trace_display': [0, 146, -122, 0], 'traces': [14, 0, 146, 0, 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  • mf_twists_nf • Show schema
    • id: 48187
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '56.10.a.b', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '56.10.a.b', 'target_level': 56, 'twist_class_label': '56.10.a.b', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
    • id: 48188
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '56.10.a.b', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '112.10.a.g', 'target_level': 112, 'twist_class_label': '56.10.a.b', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
    • id: 48189
      {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '56.10.a.b', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '392.10.a.c', 'target_level': 392, 'twist_class_label': '56.10.a.b', 'twist_class_level': 56, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
  • mf_hecke_charpolys • Show schema
    • id: 188300
      {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503599795142712, 'p': 2}
    • id: 188301
      {'charpoly_factorization': [[[2216592, -43236, -84, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 3}
    • id: 188302
      {'charpoly_factorization': [[[-463360, 1077576, 2958, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 5}
    • id: 188303
      {'charpoly_factorization': [[[-2401, 1], 3]], 'hecke_orbit_code': 4503599795142712, 'p': 7}
    • id: 188304
      {'charpoly_factorization': [[[-11400890351616, -2131297920, 8340, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 11}
    • id: 188305
      {'charpoly_factorization': [[[664390599124608, -21209842392, -50202, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 13}
    • id: 188306
      {'charpoly_factorization': [[[8092276327475800, -98120012484, 145674, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 17}
    • id: 188307
      {'charpoly_factorization': [[[-117755638525429552, 157930546716, 1214460, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 19}
    • id: 188308
      {'charpoly_factorization': [[[-1024731801568534528, -2846723227200, 334080, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 23}
    • id: 188309
      {'charpoly_factorization': [[[-143166108789622410904, -20947467939588, 7164198, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 29}
    • id: 188310
      {'charpoly_factorization': [[[16132102887162636800, -28510295477904, 5287104, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 31}
    • id: 188311
      {'charpoly_factorization': [[[1583140652278453374408, 411718327569372, 35336094, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 37}
    • id: 188312
      {'charpoly_factorization': [[[3266114889441011958136, -540614951453796, 5526642, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 41}
    • id: 188313
      {'charpoly_factorization': [[[3924970464864306911488, 1602063406068096, 78414180, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 43}
    • id: 188314
      {'charpoly_factorization': [[[-119041165351221995776, 157392117685680, -51188160, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 47}
    • id: 188315
      {'charpoly_factorization': [[[-140862880998364839117016, -1624837942492308, 103884654, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 53}
    • id: 188316
      {'charpoly_factorization': [[[-130853478721711633605648, -5610249623627268, 26374740, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 59}
    • id: 188317
      {'charpoly_factorization': [[[147356542509424211551040, 11383294132537704, 200942982, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 61}
    • id: 188318
      {'charpoly_factorization': [[[9706233985044464455900992, -54914965638368784, -196377204, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 67}
    • id: 188319
      {'charpoly_factorization': [[[934611971354681986252800, 5053899477365760, -324521928, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 71}
    • id: 188320
      {'charpoly_factorization': [[[-3922914660951795623345896, -19624804750942356, 276195330, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 73}
    • id: 188321
      {'charpoly_factorization': [[[39349527339382898554016768, -102363818170603584, -379797840, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 79}
    • id: 188322
      {'charpoly_factorization': [[[-53894781454554082761684912, 479201084390118396, -1262365572, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 83}
    • id: 188323
      {'charpoly_factorization': [[[95384587463412536030328856, -403817593106728404, -310892958, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 89}
    • id: 188324
      {'charpoly_factorization': [[[498938033885751098917171928, -1017625631373915012, -407004534, 1], 1]], 'hecke_orbit_code': 4503599795142712, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '56.10.a.b', 'level': 56, 'portrait': 'data:image/png;base64,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', 'weight': 10}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 19695786
      {'hecke_orbit_code': 4503599795142712, 'n': 1, 'trace_an': 3}
    • id: 19695787
      {'hecke_orbit_code': 4503599795142712, 'n': 2, 'trace_an': 0}
    • id: 19695788
      {'hecke_orbit_code': 4503599795142712, 'n': 3, 'trace_an': 84}
    • id: 19695789
      {'hecke_orbit_code': 4503599795142712, 'n': 4, 'trace_an': 0}
    • id: 19695790
      {'hecke_orbit_code': 4503599795142712, 'n': 5, 'trace_an': -2958}
    • id: 19695791
      {'hecke_orbit_code': 4503599795142712, 'n': 6, 'trace_an': 0}
    • id: 19695792
      {'hecke_orbit_code': 4503599795142712, 'n': 7, 'trace_an': 7203}
    • id: 19695793
      {'hecke_orbit_code': 4503599795142712, 'n': 8, 'trace_an': 0}
    • id: 19695794
      {'hecke_orbit_code': 4503599795142712, 'n': 9, 'trace_an': 34479}
    • id: 19695795
      {'hecke_orbit_code': 4503599795142712, 'n': 10, 'trace_an': 0}
    • id: 19695796
      {'hecke_orbit_code': 4503599795142712, 'n': 11, 'trace_an': -8340}
    • id: 19695797
      {'hecke_orbit_code': 4503599795142712, 'n': 12, 'trace_an': 0}
    • id: 19695798
      {'hecke_orbit_code': 4503599795142712, 'n': 13, 'trace_an': 50202}
    • id: 19695799
      {'hecke_orbit_code': 4503599795142712, 'n': 14, 'trace_an': 0}
    • id: 19695800
      {'hecke_orbit_code': 4503599795142712, 'n': 15, 'trace_an': -499344}
    • id: 19695801
      {'hecke_orbit_code': 4503599795142712, 'n': 16, 'trace_an': 0}
    • id: 19695802
      {'hecke_orbit_code': 4503599795142712, 'n': 17, 'trace_an': -145674}
    • id: 19695803
      {'hecke_orbit_code': 4503599795142712, 'n': 18, 'trace_an': 0}
    • id: 19695804
      {'hecke_orbit_code': 4503599795142712, 'n': 19, 'trace_an': -1214460}
    • id: 19695805
      {'hecke_orbit_code': 4503599795142712, 'n': 20, 'trace_an': 0}
    • id: 19695806
      {'hecke_orbit_code': 4503599795142712, 'n': 21, 'trace_an': 201684}
    • id: 19695807
      {'hecke_orbit_code': 4503599795142712, 'n': 22, 'trace_an': 0}
    • id: 19695808
      {'hecke_orbit_code': 4503599795142712, 'n': 23, 'trace_an': -334080}
    • id: 19695809
      {'hecke_orbit_code': 4503599795142712, 'n': 24, 'trace_an': 0}
    • id: 19695810
      {'hecke_orbit_code': 4503599795142712, 'n': 25, 'trace_an': 735237}
    • id: 19695811
      {'hecke_orbit_code': 4503599795142712, 'n': 26, 'trace_an': 0}
    • id: 19695812
      {'hecke_orbit_code': 4503599795142712, 'n': 27, 'trace_an': 1531656}
    • id: 19695813
      {'hecke_orbit_code': 4503599795142712, 'n': 28, 'trace_an': 0}
    • id: 19695814
      {'hecke_orbit_code': 4503599795142712, 'n': 29, 'trace_an': -7164198}
    • id: 19695815
      {'hecke_orbit_code': 4503599795142712, 'n': 30, 'trace_an': 0}
    • id: 19695816
      {'hecke_orbit_code': 4503599795142712, 'n': 31, 'trace_an': -5287104}
    • id: 19695817
      {'hecke_orbit_code': 4503599795142712, 'n': 32, 'trace_an': 0}
    • id: 19695818
      {'hecke_orbit_code': 4503599795142712, 'n': 33, 'trace_an': -12344976}
    • id: 19695819
      {'hecke_orbit_code': 4503599795142712, 'n': 34, 'trace_an': 0}
    • id: 19695820
      {'hecke_orbit_code': 4503599795142712, 'n': 35, 'trace_an': -7102158}
    • id: 19695821
      {'hecke_orbit_code': 4503599795142712, 'n': 36, 'trace_an': 0}
    • id: 19695822
      {'hecke_orbit_code': 4503599795142712, 'n': 37, 'trace_an': -35336094}
    • id: 19695823
      {'hecke_orbit_code': 4503599795142712, 'n': 38, 'trace_an': 0}
    • id: 19695824
      {'hecke_orbit_code': 4503599795142712, 'n': 39, 'trace_an': -29945952}
    • id: 19695825
      {'hecke_orbit_code': 4503599795142712, 'n': 40, 'trace_an': 0}
    • id: 19695826
      {'hecke_orbit_code': 4503599795142712, 'n': 41, 'trace_an': -5526642}
    • id: 19695827
      {'hecke_orbit_code': 4503599795142712, 'n': 42, 'trace_an': 0}
    • id: 19695828
      {'hecke_orbit_code': 4503599795142712, 'n': 43, 'trace_an': -78414180}
    • id: 19695829
      {'hecke_orbit_code': 4503599795142712, 'n': 44, 'trace_an': 0}
    • id: 19695830
      {'hecke_orbit_code': 4503599795142712, 'n': 45, 'trace_an': -92067462}
    • id: 19695831
      {'hecke_orbit_code': 4503599795142712, 'n': 46, 'trace_an': 0}
    • id: 19695832
      {'hecke_orbit_code': 4503599795142712, 'n': 47, 'trace_an': 51188160}
    • id: 19695833
      {'hecke_orbit_code': 4503599795142712, 'n': 48, 'trace_an': 0}
    • id: 19695834
      {'hecke_orbit_code': 4503599795142712, 'n': 49, 'trace_an': 17294403}
    • id: 19695835
      {'hecke_orbit_code': 4503599795142712, 'n': 50, 'trace_an': 0}
    • id: 19695836
      {'hecke_orbit_code': 4503599795142712, 'n': 51, 'trace_an': -19910568}
    • id: 19695837
      {'hecke_orbit_code': 4503599795142712, 'n': 52, 'trace_an': 0}
    • id: 19695838
      {'hecke_orbit_code': 4503599795142712, 'n': 53, 'trace_an': -103884654}
    • id: 19695839
      {'hecke_orbit_code': 4503599795142712, 'n': 54, 'trace_an': 0}
    • id: 19695840
      {'hecke_orbit_code': 4503599795142712, 'n': 55, 'trace_an': -5681976}
    • id: 19695841
      {'hecke_orbit_code': 4503599795142712, 'n': 56, 'trace_an': 0}
    • id: 19695842
      {'hecke_orbit_code': 4503599795142712, 'n': 57, 'trace_an': -277771128}
    • id: 19695843
      {'hecke_orbit_code': 4503599795142712, 'n': 58, 'trace_an': 0}
    • id: 19695844
      {'hecke_orbit_code': 4503599795142712, 'n': 59, 'trace_an': -26374740}
    • id: 19695845
      {'hecke_orbit_code': 4503599795142712, 'n': 60, 'trace_an': 0}
    • id: 19695846
      {'hecke_orbit_code': 4503599795142712, 'n': 61, 'trace_an': -200942982}
    • id: 19695847
      {'hecke_orbit_code': 4503599795142712, 'n': 62, 'trace_an': 0}
    • id: 19695848
      {'hecke_orbit_code': 4503599795142712, 'n': 63, 'trace_an': 82784079}
    • id: 19695849
      {'hecke_orbit_code': 4503599795142712, 'n': 64, 'trace_an': 0}
    • id: 19695850
      {'hecke_orbit_code': 4503599795142712, 'n': 65, 'trace_an': 336931476}
    • id: 19695851
      {'hecke_orbit_code': 4503599795142712, 'n': 66, 'trace_an': 0}
    • id: 19695852
      {'hecke_orbit_code': 4503599795142712, 'n': 67, 'trace_an': 196377204}
    • id: 19695853
      {'hecke_orbit_code': 4503599795142712, 'n': 68, 'trace_an': 0}
    • id: 19695854
      {'hecke_orbit_code': 4503599795142712, 'n': 69, 'trace_an': -230071632}
    • id: 19695855
      {'hecke_orbit_code': 4503599795142712, 'n': 70, 'trace_an': 0}
    • id: 19695856
      {'hecke_orbit_code': 4503599795142712, 'n': 71, 'trace_an': 324521928}
    • id: 19695857
      {'hecke_orbit_code': 4503599795142712, 'n': 72, 'trace_an': 0}
    • id: 19695858
      {'hecke_orbit_code': 4503599795142712, 'n': 73, 'trace_an': -276195330}
    • id: 19695859
      {'hecke_orbit_code': 4503599795142712, 'n': 74, 'trace_an': 0}
    • id: 19695860
      {'hecke_orbit_code': 4503599795142712, 'n': 75, 'trace_an': 1275855756}
    • id: 19695861
      {'hecke_orbit_code': 4503599795142712, 'n': 76, 'trace_an': 0}
    • id: 19695862
      {'hecke_orbit_code': 4503599795142712, 'n': 77, 'trace_an': -20024340}
    • id: 19695863
      {'hecke_orbit_code': 4503599795142712, 'n': 78, 'trace_an': 0}
    • id: 19695864
      {'hecke_orbit_code': 4503599795142712, 'n': 79, 'trace_an': 379797840}
    • id: 19695865
      {'hecke_orbit_code': 4503599795142712, 'n': 80, 'trace_an': 0}
    • id: 19695866
      {'hecke_orbit_code': 4503599795142712, 'n': 81, 'trace_an': -96464925}
    • id: 19695867
      {'hecke_orbit_code': 4503599795142712, 'n': 82, 'trace_an': 0}
    • id: 19695868
      {'hecke_orbit_code': 4503599795142712, 'n': 83, 'trace_an': 1262365572}
    • id: 19695869
      {'hecke_orbit_code': 4503599795142712, 'n': 84, 'trace_an': 0}
    • id: 19695870
      {'hecke_orbit_code': 4503599795142712, 'n': 85, 'trace_an': -391170924}
    • id: 19695871
      {'hecke_orbit_code': 4503599795142712, 'n': 86, 'trace_an': 0}
    • id: 19695872
      {'hecke_orbit_code': 4503599795142712, 'n': 87, 'trace_an': 672229992}
    • id: 19695873
      {'hecke_orbit_code': 4503599795142712, 'n': 88, 'trace_an': 0}
    • id: 19695874
      {'hecke_orbit_code': 4503599795142712, 'n': 89, 'trace_an': 310892958}
    • id: 19695875
      {'hecke_orbit_code': 4503599795142712, 'n': 90, 'trace_an': 0}
    • id: 19695876
      {'hecke_orbit_code': 4503599795142712, 'n': 91, 'trace_an': 120535002}
    • id: 19695877
      {'hecke_orbit_code': 4503599795142712, 'n': 92, 'trace_an': 0}
    • id: 19695878
      {'hecke_orbit_code': 4503599795142712, 'n': 93, 'trace_an': 87116304}
    • id: 19695879
      {'hecke_orbit_code': 4503599795142712, 'n': 94, 'trace_an': 0}
    • id: 19695880
      {'hecke_orbit_code': 4503599795142712, 'n': 95, 'trace_an': 2144184864}
    • id: 19695881
      {'hecke_orbit_code': 4503599795142712, 'n': 96, 'trace_an': 0}
    • id: 19695882
      {'hecke_orbit_code': 4503599795142712, 'n': 97, 'trace_an': 407004534}
    • id: 19695883
      {'hecke_orbit_code': 4503599795142712, 'n': 98, 'trace_an': 0}
    • id: 19695884
      {'hecke_orbit_code': 4503599795142712, 'n': 99, 'trace_an': 1478623356}
    • id: 19695885
      {'hecke_orbit_code': 4503599795142712, 'n': 100, 'trace_an': 0}