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  • mf_newforms • Show schema
    {'Nk2': 6300, 'analytic_conductor': 32.44725767832401, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 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': [63, 1, [29, 10], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 1101725401084, 'field_disc_factorization': [[2, 2], [7, 1], [11, 2], [443, 2], [1657, 1]], 'field_poly': [46396, 0, -479, 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': 1, 'hecke_cutters': [[2, [742336, 0, -1916, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995199, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 288, 'hecke_ring_index_factorization': [[2, 5], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], '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': '63.10.a.g', 'level': 63, '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': [3, 7], 'level_radical': 21, 'minimal_twist': '63.10.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(446+\\beta _{3})q^{4}+(-20\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '63.10.a', 'trace_display': [0, 0, 0, -9604], 'trace_hash': 2063820857479426959, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '3.696', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': 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  • mf_hecke_nf • Show schema
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0], [958, 0, 0, 1], [0, 285, 2, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 2, 0, 0], [0, -285, 0, 1], [-958, 0, 4, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '63.10.a.g', 'level': 63, 'maxp': 2999, 'weight': 10}
  • mf_newspaces • Show schema
    {'ALdims': [4, 6, 7, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [12, 12, 11, 10], 'Nk2': 6300, 'analytic_conductor': 32.44725767832401, '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': [63, 1, [29, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 68, 'dim': 23, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772223, 'hecke_orbit_dims': [1, 2, 2, 2, 3, 3, 4, 6], 'label': '63.10.a', 'level': 63, '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': [3, 7], 'level_radical': 21, 'mf_dim': 76, 'mf_new_dim': 23, 'num_forms': 8, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 23, 'sturm_bound': 80, 'trace_bound': 2, 'trace_display': [-17, 0, -3868, 2401], 'traces': [23, 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'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 53352
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '63.10.a.g', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '63.10.a.g', 'target_level': 63, 'twist_class_label': '63.10.a.g', 'twist_class_level': 63, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
    • id: 53353
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '63.10.a.g', 'source_level': 63, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '63.10.a.g', 'target_level': 63, 'twist_class_label': '63.10.a.g', 'twist_class_level': 63, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • mf_hecke_charpolys • Show schema
    • id: 201950
      {'charpoly_factorization': [[[742336, 0, -1916, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 2}
    • id: 201951
      {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021597931995199, 'p': 3}
    • id: 201952
      {'charpoly_factorization': [[[5546751108976, 0, -5025152, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 5}
    • id: 201953
      {'charpoly_factorization': [[[2401, 1], 4]], 'hecke_orbit_code': 27021597931995199, 'p': 7}
    • id: 201954
      {'charpoly_factorization': [[[4083947020321091056, 0, -4139227424, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 11}
    • id: 201955
      {'charpoly_factorization': [[[5317138036, 145924, 1], 2]], 'hecke_orbit_code': 27021597931995199, 'p': 13}
    • id: 201956
      {'charpoly_factorization': [[[207052166705612410224, 0, -303991336512, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 17}
    • id: 201957
      {'charpoly_factorization': [[[-611930397008, -263600, 1], 2]], 'hecke_orbit_code': 27021597931995199, 'p': 19}
    • id: 201958
      {'charpoly_factorization': [[[2127847031572325697036144, 0, -3065736169152, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 23}
    • id: 201959
      {'charpoly_factorization': [[[202290521663501999671853056, 0, -41427548754368, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 29}
    • id: 201960
      {'charpoly_factorization': [[[-22923709864272, 5328720, 1], 2]], 'hecke_orbit_code': 27021597931995199, 'p': 31}
    • id: 201961
      {'charpoly_factorization': [[[-55286492248044, 13114932, 1], 2]], 'hecke_orbit_code': 27021597931995199, 'p': 37}
    • id: 201962
      {'charpoly_factorization': [[[1577238449270556603178459504, 0, -548245499681792, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 41}
    • id: 201963
      {'charpoly_factorization': [[[-1102743300037616, 7645448, 1], 2]], 'hecke_orbit_code': 27021597931995199, 'p': 43}
    • id: 201964
      {'charpoly_factorization': [[[25065124899085156932916160256, 0, -1614385461272832, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 47}
    • id: 201965
      {'charpoly_factorization': [[[775716764657755292916358622976, 0, -8311187004764544, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 53}
    • id: 201966
      {'charpoly_factorization': [[[47060589572253523411036344020736, 0, -15719331497219712, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 59}
    • id: 201967
      {'charpoly_factorization': [[[-3520573571879084, -23739092, 1], 2]], 'hecke_orbit_code': 27021597931995199, 'p': 61}
    • id: 201968
      {'charpoly_factorization': [[[10443177322366288, 337084888, 1], 2]], 'hecke_orbit_code': 27021597931995199, 'p': 67}
    • id: 201969
      {'charpoly_factorization': [[[42283136262051833370568500987504, 0, -14237116840181952, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 71}
    • id: 201970
      {'charpoly_factorization': [[[32251705646087844, 374395476, 1], 2]], 'hecke_orbit_code': 27021597931995199, 'p': 73}
    • id: 201971
      {'charpoly_factorization': [[[227670610543465408, -961364800, 1], 2]], 'hecke_orbit_code': 27021597931995199, 'p': 79}
    • id: 201972
      {'charpoly_factorization': [[[134428312774509769451614701551616, 0, -23246736938385408, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 83}
    • id: 201973
      {'charpoly_factorization': [[[6188923511248785801366311394020464, 0, -159631055161069568, 0, 1], 1]], 'hecke_orbit_code': 27021597931995199, 'p': 89}
    • id: 201974
      {'charpoly_factorization': [[[-290017671969503772, 839334132, 1], 2]], 'hecke_orbit_code': 27021597931995199, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '63.10.a.g', 'level': 63, '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: 46953397
      {'hecke_orbit_code': 27021597931995199, 'n': 1, 'trace_an': 4}
    • id: 46953398
      {'hecke_orbit_code': 27021597931995199, 'n': 2, 'trace_an': 0}
    • id: 46953399
      {'hecke_orbit_code': 27021597931995199, 'n': 3, 'trace_an': 0}
    • id: 46953400
      {'hecke_orbit_code': 27021597931995199, 'n': 4, 'trace_an': 1784}
    • id: 46953401
      {'hecke_orbit_code': 27021597931995199, 'n': 5, 'trace_an': 0}
    • id: 46953402
      {'hecke_orbit_code': 27021597931995199, 'n': 6, 'trace_an': 0}
    • id: 46953403
      {'hecke_orbit_code': 27021597931995199, 'n': 7, 'trace_an': -9604}
    • id: 46953404
      {'hecke_orbit_code': 27021597931995199, 'n': 8, 'trace_an': 0}
    • id: 46953405
      {'hecke_orbit_code': 27021597931995199, 'n': 9, 'trace_an': 0}
    • id: 46953406
      {'hecke_orbit_code': 27021597931995199, 'n': 10, 'trace_an': -77176}
    • id: 46953407
      {'hecke_orbit_code': 27021597931995199, 'n': 11, 'trace_an': 0}
    • id: 46953408
      {'hecke_orbit_code': 27021597931995199, 'n': 12, 'trace_an': 0}
    • id: 46953409
      {'hecke_orbit_code': 27021597931995199, 'n': 13, 'trace_an': -291848}
    • id: 46953410
      {'hecke_orbit_code': 27021597931995199, 'n': 14, 'trace_an': 0}
    • id: 46953411
      {'hecke_orbit_code': 27021597931995199, 'n': 15, 'trace_an': 0}
    • id: 46953412
      {'hecke_orbit_code': 27021597931995199, 'n': 16, 'trace_an': -464608}
    • id: 46953413
      {'hecke_orbit_code': 27021597931995199, 'n': 17, 'trace_an': 0}
    • id: 46953414
      {'hecke_orbit_code': 27021597931995199, 'n': 18, 'trace_an': 0}
    • id: 46953415
      {'hecke_orbit_code': 27021597931995199, 'n': 19, 'trace_an': 527200}
    • id: 46953416
      {'hecke_orbit_code': 27021597931995199, 'n': 20, 'trace_an': 0}
    • id: 46953417
      {'hecke_orbit_code': 27021597931995199, 'n': 21, 'trace_an': 0}
    • id: 46953418
      {'hecke_orbit_code': 27021597931995199, 'n': 22, 'trace_an': 660392}
    • id: 46953419
      {'hecke_orbit_code': 27021597931995199, 'n': 23, 'trace_an': 0}
    • id: 46953420
      {'hecke_orbit_code': 27021597931995199, 'n': 24, 'trace_an': 0}
    • id: 46953421
      {'hecke_orbit_code': 27021597931995199, 'n': 25, 'trace_an': 2237804}
    • id: 46953422
      {'hecke_orbit_code': 27021597931995199, 'n': 26, 'trace_an': 0}
    • id: 46953423
      {'hecke_orbit_code': 27021597931995199, 'n': 27, 'trace_an': 0}
    • id: 46953424
      {'hecke_orbit_code': 27021597931995199, 'n': 28, 'trace_an': -4283384}
    • id: 46953425
      {'hecke_orbit_code': 27021597931995199, 'n': 29, 'trace_an': 0}
    • id: 46953426
      {'hecke_orbit_code': 27021597931995199, 'n': 30, 'trace_an': 0}
    • id: 46953427
      {'hecke_orbit_code': 27021597931995199, 'n': 31, 'trace_an': -10657440}
    • id: 46953428
      {'hecke_orbit_code': 27021597931995199, 'n': 32, 'trace_an': 0}
    • id: 46953429
      {'hecke_orbit_code': 27021597931995199, 'n': 33, 'trace_an': 0}
    • id: 46953430
      {'hecke_orbit_code': 27021597931995199, 'n': 34, 'trace_an': -42084264}
    • id: 46953431
      {'hecke_orbit_code': 27021597931995199, 'n': 35, 'trace_an': 0}
    • id: 46953432
      {'hecke_orbit_code': 27021597931995199, 'n': 36, 'trace_an': 0}
    • id: 46953433
      {'hecke_orbit_code': 27021597931995199, 'n': 37, 'trace_an': -26229864}
    • id: 46953434
      {'hecke_orbit_code': 27021597931995199, 'n': 38, 'trace_an': 0}
    • id: 46953435
      {'hecke_orbit_code': 27021597931995199, 'n': 39, 'trace_an': 0}
    • id: 46953436
      {'hecke_orbit_code': 27021597931995199, 'n': 40, 'trace_an': -77006688}
    • id: 46953437
      {'hecke_orbit_code': 27021597931995199, 'n': 41, 'trace_an': 0}
    • id: 46953438
      {'hecke_orbit_code': 27021597931995199, 'n': 42, 'trace_an': 0}
    • id: 46953439
      {'hecke_orbit_code': 27021597931995199, 'n': 43, 'trace_an': -15290896}
    • id: 46953440
      {'hecke_orbit_code': 27021597931995199, 'n': 44, 'trace_an': 0}
    • id: 46953441
      {'hecke_orbit_code': 27021597931995199, 'n': 45, 'trace_an': 0}
    • id: 46953442
      {'hecke_orbit_code': 27021597931995199, 'n': 46, 'trace_an': -142211880}
    • id: 46953443
      {'hecke_orbit_code': 27021597931995199, 'n': 47, 'trace_an': 0}
    • id: 46953444
      {'hecke_orbit_code': 27021597931995199, 'n': 48, 'trace_an': 0}
    • id: 46953445
      {'hecke_orbit_code': 27021597931995199, 'n': 49, 'trace_an': 23059204}
    • id: 46953446
      {'hecke_orbit_code': 27021597931995199, 'n': 50, 'trace_an': 0}
    • id: 46953447
      {'hecke_orbit_code': 27021597931995199, 'n': 51, 'trace_an': 0}
    • id: 46953448
      {'hecke_orbit_code': 27021597931995199, 'n': 52, 'trace_an': -134374480}
    • id: 46953449
      {'hecke_orbit_code': 27021597931995199, 'n': 53, 'trace_an': 0}
    • id: 46953450
      {'hecke_orbit_code': 27021597931995199, 'n': 54, 'trace_an': 0}
    • id: 46953451
      {'hecke_orbit_code': 27021597931995199, 'n': 55, 'trace_an': -276675872}
    • id: 46953452
      {'hecke_orbit_code': 27021597931995199, 'n': 56, 'trace_an': 0}
    • id: 46953453
      {'hecke_orbit_code': 27021597931995199, 'n': 57, 'trace_an': 0}
    • id: 46953454
      {'hecke_orbit_code': 27021597931995199, 'n': 58, 'trace_an': -101280928}
    • id: 46953455
      {'hecke_orbit_code': 27021597931995199, 'n': 59, 'trace_an': 0}
    • id: 46953456
      {'hecke_orbit_code': 27021597931995199, 'n': 60, 'trace_an': 0}
    • id: 46953457
      {'hecke_orbit_code': 27021597931995199, 'n': 61, 'trace_an': 47478184}
    • id: 46953458
      {'hecke_orbit_code': 27021597931995199, 'n': 62, 'trace_an': 0}
    • id: 46953459
      {'hecke_orbit_code': 27021597931995199, 'n': 63, 'trace_an': 0}
    • id: 46953460
      {'hecke_orbit_code': 27021597931995199, 'n': 64, 'trace_an': -170350208}
    • id: 46953461
      {'hecke_orbit_code': 27021597931995199, 'n': 65, 'trace_an': 0}
    • id: 46953462
      {'hecke_orbit_code': 27021597931995199, 'n': 66, 'trace_an': 0}
    • id: 46953463
      {'hecke_orbit_code': 27021597931995199, 'n': 67, 'trace_an': -674169776}
    • id: 46953464
      {'hecke_orbit_code': 27021597931995199, 'n': 68, 'trace_an': 0}
    • id: 46953465
      {'hecke_orbit_code': 27021597931995199, 'n': 69, 'trace_an': 0}
    • id: 46953466
      {'hecke_orbit_code': 27021597931995199, 'n': 70, 'trace_an': 185299576}
    • id: 46953467
      {'hecke_orbit_code': 27021597931995199, 'n': 71, 'trace_an': 0}
    • id: 46953468
      {'hecke_orbit_code': 27021597931995199, 'n': 72, 'trace_an': 0}
    • id: 46953469
      {'hecke_orbit_code': 27021597931995199, 'n': 73, 'trace_an': -748790952}
    • id: 46953470
      {'hecke_orbit_code': 27021597931995199, 'n': 74, 'trace_an': 0}
    • id: 46953471
      {'hecke_orbit_code': 27021597931995199, 'n': 75, 'trace_an': 0}
    • id: 46953472
      {'hecke_orbit_code': 27021597931995199, 'n': 76, 'trace_an': -1093911328}
    • id: 46953473
      {'hecke_orbit_code': 27021597931995199, 'n': 77, 'trace_an': 0}
    • id: 46953474
      {'hecke_orbit_code': 27021597931995199, 'n': 78, 'trace_an': 0}
    • id: 46953475
      {'hecke_orbit_code': 27021597931995199, 'n': 79, 'trace_an': 1922729600}
    • id: 46953476
      {'hecke_orbit_code': 27021597931995199, 'n': 80, 'trace_an': 0}
    • id: 46953477
      {'hecke_orbit_code': 27021597931995199, 'n': 81, 'trace_an': 0}
    • id: 46953478
      {'hecke_orbit_code': 27021597931995199, 'n': 82, 'trace_an': 1812025864}
    • id: 46953479
      {'hecke_orbit_code': 27021597931995199, 'n': 83, 'trace_an': 0}
    • id: 46953480
      {'hecke_orbit_code': 27021597931995199, 'n': 84, 'trace_an': 0}
    • id: 46953481
      {'hecke_orbit_code': 27021597931995199, 'n': 85, 'trace_an': 1960546368}
    • id: 46953482
      {'hecke_orbit_code': 27021597931995199, 'n': 86, 'trace_an': 0}
    • id: 46953483
      {'hecke_orbit_code': 27021597931995199, 'n': 87, 'trace_an': 0}
    • id: 46953484
      {'hecke_orbit_code': 27021597931995199, 'n': 88, 'trace_an': 2184349728}
    • id: 46953485
      {'hecke_orbit_code': 27021597931995199, 'n': 89, 'trace_an': 0}
    • id: 46953486
      {'hecke_orbit_code': 27021597931995199, 'n': 90, 'trace_an': 0}
    • id: 46953487
      {'hecke_orbit_code': 27021597931995199, 'n': 91, 'trace_an': 700727048}
    • id: 46953488
      {'hecke_orbit_code': 27021597931995199, 'n': 92, 'trace_an': 0}
    • id: 46953489
      {'hecke_orbit_code': 27021597931995199, 'n': 93, 'trace_an': 0}
    • id: 46953490
      {'hecke_orbit_code': 27021597931995199, 'n': 94, 'trace_an': 2150680464}
    • id: 46953491
      {'hecke_orbit_code': 27021597931995199, 'n': 95, 'trace_an': 0}
    • id: 46953492
      {'hecke_orbit_code': 27021597931995199, 'n': 96, 'trace_an': 0}
    • id: 46953493
      {'hecke_orbit_code': 27021597931995199, 'n': 97, 'trace_an': -1678668264}
    • id: 46953494
      {'hecke_orbit_code': 27021597931995199, 'n': 98, 'trace_an': 0}
    • id: 46953495
      {'hecke_orbit_code': 27021597931995199, 'n': 99, 'trace_an': 0}
    • id: 46953496
      {'hecke_orbit_code': 27021597931995199, 'n': 100, 'trace_an': 2464638664}