Formats: - HTML - YAML - JSON - 2026-09-11T10:14:04.535893
  • mf_newformsShow schema
    {'Nk2': 24200, 'analytic_conductor': 139.73867214353106, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [480661776, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668715946034, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '50.22.b.b', 'level': 50, '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, 5], 'level_radical': 10, 'minimal_twist': '10.22.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+512\\beta q^{2}+10962\\beta q^{3}-1048576 q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.22.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 2290529703320790423, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.026', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.908', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.218', 'prec': 10}, {'__RealLiteral__': 0, 'data': '15.023', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.621', 'prec': 14}, {'__RealLiteral__': 0, 'data': '148.470', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 10}, 'traces': [2, 0, 0, -2097152, 0, -44900352, 0, 0, 19959382854, 0, 99952797144, 0, 0, 1480198651904, 0, 2199023255552, 0, 0, 60500451965240, 0, 31691284418304, 0, 0, 47081431498752, 0, -49871667924992, 0, 0, 2334215061886500, 0, -14863814769819296, 0, 0, 11814654532153344, 0, -20928929835515904, 0, 0, -1067760202722192, 0, -41779187820354156, 0, 0, -104808104218066944, 0, -297910425022758912, 0, 0, 72347213177469006, 0, 252953599573173744, 0, 0, -917765198782709760, 0, -1552100781618888704, 0, 0, -4612806071169855000, 0, 10536682034245757404, 0, 0, -2305843009213693952, 0, -2243957887575097344, 0, 0, -6378308748241178112, 0, -26735621989482508176, 0, 0, 111865193519879573504, 0, -63439321919903498240, 0, 0, -237970224474876496480, 0, 189132698059992055602, 0, 0, -33230720250207535104, 0, 156045100357527543808, 0, 0, -694162729721816769780, 0, 35200107398403699584, 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  • mf_hecke_nfShow schema
    {'an': [[1, 0], [0, 512], [0, 10962], [-1048576, 0], [0, 0], [-22450176, 0], [0, -361376624], [0, -536870912], [9979691427, 0], [0, 0], [49976398572, 0], [0, -11494490112], [0, 12175700177], [740099325952, 0], [0, 0], [1099511627776, 0], [0, -2884437141639], [0, 5109602010624], [30250225982620, 0], [0, 0], [15845642209152, 0], [0, 25587916068864], [0, 72732037359072], [23540715749376, 0], [0, 0], [-24935833962496, 0], [0, 224063769234060], [0, 378930854887424], [1167107530943250, 0], [0, 0], [-7431907384909648, 0], [0, 562949953421312], [0, 547841281146264], [5907327266076672, 0], [0, 0], [-10464464917757952, 0], [0, -27310838261689349], [0, 15488115703101440], [-533880101361096, 0], [0, 0], [-20889593910177078, 0], [0, 8112968811085824], [0, -38096948329474498], [-52404052109033472, 0], [0, 0], [-148955212511379456, 0], [0, 254494861201999956], [0, 12052846463680512], [36173606588734503, 0], [0, 0], [126476799786586872, 0], [0, -12767146988797952], [0, -670745329778319603], 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'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '50.22.b.b', 'level': 50, 'maxp': 997, 'weight': 22}
  • mf_newspacesShow schema
    {'Nk2': 24200, 'analytic_conductor': 139.73867214353106, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'conrey_index': 49, 'cusp_dim': 152, 'dim': 32, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 69088575538, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 4, 6, 8], 'label': '50.22.b', 'level': 50, '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, 5], 'level_radical': 10, 'mf_dim': 164, 'mf_new_dim': 32, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 32, 'sturm_bound': 165, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, -33554432, 0, 340563968, 0, 0, -155571751486, 0, 251334301254, 0, 0, 1366826430464, 0, 35184372088832, 0, 0, -84567857658310, 0, 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  • mf_twists_nfShow schema
    • id: 43302
      {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.22.b.b', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.22.a.a', 'target_level': 10, 'twist_class_label': '10.22.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
    • id: 43303
      {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.22.b.b', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.22.a.b', 'target_level': 50, 'twist_class_label': '10.22.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
    • id: 43304
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.22.b.b', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.22.b.b', 'target_level': 50, 'twist_class_label': '10.22.a.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
    • id: 43305
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.22.b.b', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.22.b.b', 'target_level': 50, 'twist_class_label': '10.22.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
    • id: 43306
      {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.22.b.b', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '80.22.a.a', 'target_level': 80, 'twist_class_label': '10.22.a.a', 'twist_class_level': 10, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 22}
  • mf_hecke_charpolysShow schema
    • id: 173200
      {'charpoly_factorization': [[[1048576, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 2}
    • id: 173201
      {'charpoly_factorization': [[[480661776, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 3}
    • id: 173202
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 5}
    • id: 173203
      {'charpoly_factorization': [[[522372257494549504, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 7}
    • id: 173204
      {'charpoly_factorization': [[[-49976398572, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 11}
    • id: 173205
      {'charpoly_factorization': [[[592990699200791325316, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 13}
    • id: 173206
      {'charpoly_factorization': [[[33279910496266258190425284, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 17}
    • id: 173207
      {'charpoly_factorization': [[[-30250225982620, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 19}
    • id: 173208
      {'charpoly_factorization': [[[21159797033605780433042804736, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 23}
    • id: 173209
      {'charpoly_factorization': [[[-1167107530943250, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 29}
    • id: 173210
      {'charpoly_factorization': [[[7431907384909648, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 31}
    • id: 173211
      {'charpoly_factorization': [[[2983527546224619608840957520175204, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 37}
    • id: 173212
      {'charpoly_factorization': [[[20889593910177078, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 41}
    • id: 173213
      {'charpoly_factorization': [[[5805509888074598975270611329408016, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 43}
    • id: 173214
      {'charpoly_factorization': [[[259070537512900889957024856896007744, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 47}
    • id: 173215
      {'charpoly_factorization': [[[1799597189677706871874200713656310436, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 53}
    • id: 173216
      {'charpoly_factorization': [[[2306403035584927500, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 59}
    • id: 173217
      {'charpoly_factorization': [[[-5268341017122878702, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 61}
    • id: 173218
      {'charpoly_factorization': [[[118918488586291754264184855280539020944, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 67}
    • id: 173219
      {'charpoly_factorization': [[[13367810994741254088, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 71}
    • id: 173220
      {'charpoly_factorization': [[[322304952781863825757010344648457412196, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 73}
    • id: 173221
      {'charpoly_factorization': [[[118985112237438248240, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 79}
    • id: 173222
      {'charpoly_factorization': [[[18050787293018434296130902464443183111056, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 83}
    • id: 173223
      {'charpoly_factorization': [[[347081364860908384890, 1], 2]], 'hecke_orbit_code': 4503668715946034, 'p': 89}
    • id: 173224
      {'charpoly_factorization': [[[141768761952097788834548626866441376857604, 0, 1], 1]], 'hecke_orbit_code': 4503668715946034, 'p': 97}
  • mf_newform_portraitsShow schema
    {'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '50.22.b.b', 'level': 50, 'portrait': 'data:image/png;base64,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', 'weight': 22}
  • mf_hecke_tracesShow schema
    Showing the first 100 of 258 matching records in this table.
    • id: 20791422
      {'hecke_orbit_code': 4503668715946034, 'n': 1, 'trace_an': 2}
    • id: 20791423
      {'hecke_orbit_code': 4503668715946034, 'n': 2, 'trace_an': 0}
    • id: 20791424
      {'hecke_orbit_code': 4503668715946034, 'n': 3, 'trace_an': 0}
    • id: 20791425
      {'hecke_orbit_code': 4503668715946034, 'n': 4, 'trace_an': -2097152}
    • id: 20791426
      {'hecke_orbit_code': 4503668715946034, 'n': 5, 'trace_an': 0}
    • id: 20791427
      {'hecke_orbit_code': 4503668715946034, 'n': 6, 'trace_an': -44900352}
    • id: 20791428
      {'hecke_orbit_code': 4503668715946034, 'n': 7, 'trace_an': 0}
    • id: 20791429
      {'hecke_orbit_code': 4503668715946034, 'n': 8, 'trace_an': 0}
    • id: 20791430
      {'hecke_orbit_code': 4503668715946034, 'n': 9, 'trace_an': 19959382854}
    • id: 20791431
      {'hecke_orbit_code': 4503668715946034, 'n': 10, 'trace_an': 0}
    • id: 20791432
      {'hecke_orbit_code': 4503668715946034, 'n': 11, 'trace_an': 99952797144}
    • id: 20791433
      {'hecke_orbit_code': 4503668715946034, 'n': 12, 'trace_an': 0}
    • id: 20791434
      {'hecke_orbit_code': 4503668715946034, 'n': 13, 'trace_an': 0}
    • id: 20791435
      {'hecke_orbit_code': 4503668715946034, 'n': 14, 'trace_an': 1480198651904}
    • id: 20791436
      {'hecke_orbit_code': 4503668715946034, 'n': 15, 'trace_an': 0}
    • id: 20791437
      {'hecke_orbit_code': 4503668715946034, 'n': 16, 'trace_an': 2199023255552}
    • id: 20791438
      {'hecke_orbit_code': 4503668715946034, 'n': 17, 'trace_an': 0}
    • id: 20791439
      {'hecke_orbit_code': 4503668715946034, 'n': 18, 'trace_an': 0}
    • id: 20791440
      {'hecke_orbit_code': 4503668715946034, 'n': 19, 'trace_an': 60500451965240}
    • id: 20791441
      {'hecke_orbit_code': 4503668715946034, 'n': 20, 'trace_an': 0}
    • id: 20791442
      {'hecke_orbit_code': 4503668715946034, 'n': 21, 'trace_an': 31691284418304}
    • id: 20791443
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