Formats: - HTML - YAML - JSON - 2026-08-26T12:36:59.929396
  • 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': 16638988, 'field_disc_factorization': [[2, 2], [17, 1], [244691, 1]], 'field_poly': [-4578, -823, 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, [-379584, -51228, 92, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772216, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 192, 'hecke_ring_index_factorization': [[2, 6], [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.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, 'minimal_twist': '56.10.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-31-\\beta _{1})q^{3}+(92+\\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, -92, 274, -7203], 'trace_hash': 1363616581537361504, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 4}, {'__RealLiteral__': 0, 'data': '2.906', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '22.522', 'prec': 17}, 0, 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  • mf_hecke_nf • Show schema
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[2079590355499766, 4967722409762, 781922044248]], 'char_orbit_index': 1, 'field_poly': [-4578, -823, 0, 1], 'hecke_orbit_code': 167772216, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 5, 5], 'hecke_ring_inverse_denominators': [1, 48, 8], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 4, 1], [4395, 16, -1]], 'hecke_ring_numerators': [[1, 0, 0], [-1099, 12, 2], [4391, 192, -8]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '56.10.a.a', '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: 48184
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.10.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '56.10.a.a', 'target_level': 56, 'twist_class_label': '56.10.a.a', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
    • id: 48185
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.10.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '112.10.a.i', 'target_level': 112, 'twist_class_label': '56.10.a.a', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
    • id: 48186
      {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.10.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '392.10.a.d', 'target_level': 392, 'twist_class_label': '56.10.a.a', 'twist_class_level': 56, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
  • mf_hecke_charpolys • Show schema
    • id: 188425
      {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 167772216, 'p': 2}
    • id: 188426
      {'charpoly_factorization': [[[-379584, -51228, 92, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 3}
    • id: 188427
      {'charpoly_factorization': [[[-162790400, -955840, -274, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 5}
    • id: 188428
      {'charpoly_factorization': [[[2401, 1], 3]], 'hecke_orbit_code': 167772216, 'p': 7}
    • id: 188429
      {'charpoly_factorization': [[[-3858186796800, 283468672, 45364, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 11}
    • id: 188430
      {'charpoly_factorization': [[[467510359287776, -12383339200, 11158, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 13}
    • id: 188431
      {'charpoly_factorization': [[[23598323295100632, -179463473316, 55866, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 17}
    • id: 188432
      {'charpoly_factorization': [[[36900030983517088, -73310959740, -488772, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 19}
    • id: 188433
      {'charpoly_factorization': [[[-834635574555697152, -1642558928640, 253888, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 23}
    • id: 188434
      {'charpoly_factorization': [[[28859183542903242024, -19696310825508, 765318, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 29}
    • id: 188435
      {'charpoly_factorization': [[[-35639194223918899840, -8935420033072, 8189680, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 31}
    • id: 188436
      {'charpoly_factorization': [[[-330711692952382326776, -158851332168196, -7208194, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 37}
    • id: 188437
      {'charpoly_factorization': [[[-9954746859096353856968, 519485799016124, 57891986, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 41}
    • id: 188438
      {'charpoly_factorization': [[[-4536811459133903625216, -38844634083968, 37304708, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 43}
    • id: 188439
      {'charpoly_factorization': [[[-24102508490699481798016, -929737043478448, 29210992, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 47}
    • id: 188440
      {'charpoly_factorization': [[[170423731840494152591784, -3695462106447636, -45140082, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 53}
    • id: 188441
      {'charpoly_factorization': [[[98659889651244601457856, 11479223444283012, 205334804, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 59}
    • id: 188442
      {'charpoly_factorization': [[[-1740566215097430705101952, -28481387503181664, 109264870, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 61}
    • id: 188443
      {'charpoly_factorization': [[[-827274306433518943545792, -37113342345443792, 52322348, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 67}
    • id: 188444
      {'charpoly_factorization': [[[-5475179893848238989377536, -42934574873989120, 150048136, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 71}
    • id: 188445
      {'charpoly_factorization': [[[-11208913992148924528155560, 174908424603863468, -761429998, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 73}
    • id: 188446
      {'charpoly_factorization': [[[-15925685359083361526457344, -91090962740890816, 214389152, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 79}
    • id: 188447
      {'charpoly_factorization': [[[2736987463948980217901216, -61714222303091292, 36110892, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 83}
    • id: 188448
      {'charpoly_factorization': [[[185719562814359872888783704, 167684948573346540, -1319848398, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 89}
    • id: 188449
      {'charpoly_factorization': [[[922512046108153075458199128, -1711607112493817508, -101766310, 1], 1]], 'hecke_orbit_code': 167772216, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '56.10.a.a', '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: 3679854
      {'hecke_orbit_code': 167772216, 'n': 1, 'trace_an': 3}
    • id: 3679855
      {'hecke_orbit_code': 167772216, 'n': 2, 'trace_an': 0}
    • id: 3679856
      {'hecke_orbit_code': 167772216, 'n': 3, 'trace_an': -92}
    • id: 3679857
      {'hecke_orbit_code': 167772216, 'n': 4, 'trace_an': 0}
    • id: 3679858
      {'hecke_orbit_code': 167772216, 'n': 5, 'trace_an': 274}
    • id: 3679859
      {'hecke_orbit_code': 167772216, 'n': 6, 'trace_an': 0}
    • id: 3679860
      {'hecke_orbit_code': 167772216, 'n': 7, 'trace_an': -7203}
    • id: 3679861
      {'hecke_orbit_code': 167772216, 'n': 8, 'trace_an': 0}
    • id: 3679862
      {'hecke_orbit_code': 167772216, 'n': 9, 'trace_an': 51871}
    • id: 3679863
      {'hecke_orbit_code': 167772216, 'n': 10, 'trace_an': 0}
    • id: 3679864
      {'hecke_orbit_code': 167772216, 'n': 11, 'trace_an': -45364}
    • id: 3679865
      {'hecke_orbit_code': 167772216, 'n': 12, 'trace_an': 0}
    • id: 3679866
      {'hecke_orbit_code': 167772216, 'n': 13, 'trace_an': -11158}
    • id: 3679867
      {'hecke_orbit_code': 167772216, 'n': 14, 'trace_an': 0}
    • id: 3679868
      {'hecke_orbit_code': 167772216, 'n': 15, 'trace_an': -95584}
    • id: 3679869
      {'hecke_orbit_code': 167772216, 'n': 16, 'trace_an': 0}
    • id: 3679870
      {'hecke_orbit_code': 167772216, 'n': 17, 'trace_an': -55866}
    • id: 3679871
      {'hecke_orbit_code': 167772216, 'n': 18, 'trace_an': 0}
    • id: 3679872
      {'hecke_orbit_code': 167772216, 'n': 19, 'trace_an': 488772}
    • id: 3679873
      {'hecke_orbit_code': 167772216, 'n': 20, 'trace_an': 0}
    • id: 3679874
      {'hecke_orbit_code': 167772216, 'n': 21, 'trace_an': 220892}
    • id: 3679875
      {'hecke_orbit_code': 167772216, 'n': 22, 'trace_an': 0}
    • id: 3679876
      {'hecke_orbit_code': 167772216, 'n': 23, 'trace_an': -253888}
    • id: 3679877
      {'hecke_orbit_code': 167772216, 'n': 24, 'trace_an': 0}
    • id: 3679878
      {'hecke_orbit_code': 167772216, 'n': 25, 'trace_an': -3872619}
    • id: 3679879
      {'hecke_orbit_code': 167772216, 'n': 26, 'trace_an': 0}
    • id: 3679880
      {'hecke_orbit_code': 167772216, 'n': 27, 'trace_an': -10157192}
    • id: 3679881
      {'hecke_orbit_code': 167772216, 'n': 28, 'trace_an': 0}
    • id: 3679882
      {'hecke_orbit_code': 167772216, 'n': 29, 'trace_an': -765318}
    • id: 3679883
      {'hecke_orbit_code': 167772216, 'n': 30, 'trace_an': 0}
    • id: 3679884
      {'hecke_orbit_code': 167772216, 'n': 31, 'trace_an': -8189680}
    • id: 3679885
      {'hecke_orbit_code': 167772216, 'n': 32, 'trace_an': 0}
    • id: 3679886
      {'hecke_orbit_code': 167772216, 'n': 33, 'trace_an': -7926240}
    • id: 3679887
      {'hecke_orbit_code': 167772216, 'n': 34, 'trace_an': 0}
    • id: 3679888
      {'hecke_orbit_code': 167772216, 'n': 35, 'trace_an': -657874}
    • id: 3679889
      {'hecke_orbit_code': 167772216, 'n': 36, 'trace_an': 0}
    • id: 3679890
      {'hecke_orbit_code': 167772216, 'n': 37, 'trace_an': 7208194}
    • id: 3679891
      {'hecke_orbit_code': 167772216, 'n': 38, 'trace_an': 0}
    • id: 3679892
      {'hecke_orbit_code': 167772216, 'n': 39, 'trace_an': -44623664}
    • id: 3679893
      {'hecke_orbit_code': 167772216, 'n': 40, 'trace_an': 0}
    • id: 3679894
      {'hecke_orbit_code': 167772216, 'n': 41, 'trace_an': -57891986}
    • id: 3679895
      {'hecke_orbit_code': 167772216, 'n': 42, 'trace_an': 0}
    • id: 3679896
      {'hecke_orbit_code': 167772216, 'n': 43, 'trace_an': -37304708}
    • id: 3679897
      {'hecke_orbit_code': 167772216, 'n': 44, 'trace_an': 0}
    • id: 3679898
      {'hecke_orbit_code': 167772216, 'n': 45, 'trace_an': -45527158}
    • id: 3679899
      {'hecke_orbit_code': 167772216, 'n': 46, 'trace_an': 0}
    • id: 3679900
      {'hecke_orbit_code': 167772216, 'n': 47, 'trace_an': -29210992}
    • id: 3679901
      {'hecke_orbit_code': 167772216, 'n': 48, 'trace_an': 0}
    • id: 3679902
      {'hecke_orbit_code': 167772216, 'n': 49, 'trace_an': 17294403}
    • id: 3679903
      {'hecke_orbit_code': 167772216, 'n': 50, 'trace_an': 0}
    • id: 3679904
      {'hecke_orbit_code': 167772216, 'n': 51, 'trace_an': -142742952}
    • id: 3679905
      {'hecke_orbit_code': 167772216, 'n': 52, 'trace_an': 0}
    • id: 3679906
      {'hecke_orbit_code': 167772216, 'n': 53, 'trace_an': 45140082}
    • id: 3679907
      {'hecke_orbit_code': 167772216, 'n': 54, 'trace_an': 0}
    • id: 3679908
      {'hecke_orbit_code': 167772216, 'n': 55, 'trace_an': 1479800}
    • id: 3679909
      {'hecke_orbit_code': 167772216, 'n': 56, 'trace_an': 0}
    • id: 3679910
      {'hecke_orbit_code': 167772216, 'n': 57, 'trace_an': -77053192}
    • id: 3679911
      {'hecke_orbit_code': 167772216, 'n': 58, 'trace_an': 0}
    • id: 3679912
      {'hecke_orbit_code': 167772216, 'n': 59, 'trace_an': -205334804}
    • id: 3679913
      {'hecke_orbit_code': 167772216, 'n': 60, 'trace_an': 0}
    • id: 3679914
      {'hecke_orbit_code': 167772216, 'n': 61, 'trace_an': -109264870}
    • id: 3679915
      {'hecke_orbit_code': 167772216, 'n': 62, 'trace_an': 0}
    • id: 3679916
      {'hecke_orbit_code': 167772216, 'n': 63, 'trace_an': -124542271}
    • id: 3679917
      {'hecke_orbit_code': 167772216, 'n': 64, 'trace_an': 0}
    • id: 3679918
      {'hecke_orbit_code': 167772216, 'n': 65, 'trace_an': 143056644}
    • id: 3679919
      {'hecke_orbit_code': 167772216, 'n': 66, 'trace_an': 0}
    • id: 3679920
      {'hecke_orbit_code': 167772216, 'n': 67, 'trace_an': -52322348}
    • id: 3679921
      {'hecke_orbit_code': 167772216, 'n': 68, 'trace_an': 0}
    • id: 3679922
      {'hecke_orbit_code': 167772216, 'n': 69, 'trace_an': 425002688}
    • id: 3679923
      {'hecke_orbit_code': 167772216, 'n': 70, 'trace_an': 0}
    • id: 3679924
      {'hecke_orbit_code': 167772216, 'n': 71, 'trace_an': -150048136}
    • id: 3679925
      {'hecke_orbit_code': 167772216, 'n': 72, 'trace_an': 0}
    • id: 3679926
      {'hecke_orbit_code': 167772216, 'n': 73, 'trace_an': 761429998}
    • id: 3679927
      {'hecke_orbit_code': 167772216, 'n': 74, 'trace_an': 0}
    • id: 3679928
      {'hecke_orbit_code': 167772216, 'n': 75, 'trace_an': 260540684}
    • id: 3679929
      {'hecke_orbit_code': 167772216, 'n': 76, 'trace_an': 0}
    • id: 3679930
      {'hecke_orbit_code': 167772216, 'n': 77, 'trace_an': 108918964}
    • id: 3679931
      {'hecke_orbit_code': 167772216, 'n': 78, 'trace_an': 0}
    • id: 3679932
      {'hecke_orbit_code': 167772216, 'n': 79, 'trace_an': -214389152}
    • id: 3679933
      {'hecke_orbit_code': 167772216, 'n': 80, 'trace_an': 0}
    • id: 3679934
      {'hecke_orbit_code': 167772216, 'n': 81, 'trace_an': 1527489907}
    • id: 3679935
      {'hecke_orbit_code': 167772216, 'n': 82, 'trace_an': 0}
    • id: 3679936
      {'hecke_orbit_code': 167772216, 'n': 83, 'trace_an': -36110892}
    • id: 3679937
      {'hecke_orbit_code': 167772216, 'n': 84, 'trace_an': 0}
    • id: 3679938
      {'hecke_orbit_code': 167772216, 'n': 85, 'trace_an': 675044052}
    • id: 3679939
      {'hecke_orbit_code': 167772216, 'n': 86, 'trace_an': 0}
    • id: 3679940
      {'hecke_orbit_code': 167772216, 'n': 87, 'trace_an': -236662680}
    • id: 3679941
      {'hecke_orbit_code': 167772216, 'n': 88, 'trace_an': 0}
    • id: 3679942
      {'hecke_orbit_code': 167772216, 'n': 89, 'trace_an': 1319848398}
    • id: 3679943
      {'hecke_orbit_code': 167772216, 'n': 90, 'trace_an': 0}
    • id: 3679944
      {'hecke_orbit_code': 167772216, 'n': 91, 'trace_an': 26790358}
    • id: 3679945
      {'hecke_orbit_code': 167772216, 'n': 92, 'trace_an': 0}
    • id: 3679946
      {'hecke_orbit_code': 167772216, 'n': 93, 'trace_an': 2846904208}
    • id: 3679947
      {'hecke_orbit_code': 167772216, 'n': 94, 'trace_an': 0}
    • id: 3679948
      {'hecke_orbit_code': 167772216, 'n': 95, 'trace_an': -620260624}
    • id: 3679949
      {'hecke_orbit_code': 167772216, 'n': 96, 'trace_an': 0}
    • id: 3679950
      {'hecke_orbit_code': 167772216, 'n': 97, 'trace_an': 101766310}
    • id: 3679951
      {'hecke_orbit_code': 167772216, 'n': 98, 'trace_an': 0}
    • id: 3679952
      {'hecke_orbit_code': 167772216, 'n': 99, 'trace_an': 168732636}
    • id: 3679953
      {'hecke_orbit_code': 167772216, 'n': 100, 'trace_an': 0}