Formats: - HTML - YAML - JSON - 2026-09-13T00:04:04.055060
  • mf_newforms • Show schema
    {'Nk2': 15360, 'analytic_conductor': 74.97240611618922, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [240, 1, [31, 181, 161, 97], [1, 1, 1, 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': [[7, [1028, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797153181936, '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': '240.8.a.i', 'level': 240, '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, 5], 'level_radical': 30, 'minimal_twist': '60.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}-5^{3}q^{5}-1028q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '240.8.a', 'trace_display': [0, 27, -125, -1028], 'trace_hash': 170915759845577931, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.024', 'prec': 7}, {'__RealLiteral__': 0, 'data': '0.995', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.021', 'prec': 7}, {'__RealLiteral__': 0, 'data': 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  • mf_hecke_nf • Show schema
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[-199703026918], [-47935677260], [-14212694480], [-38250298782], [93376079164], [-75442511712], [37310361170], [54489040482], [134938809192], [-10783063632], [188331607692], [278517388852], [167761060516], [-72562956418], [88288096278], [-186420044352], [-110200480700], [-42231184416], [68868529780], [143929801104], [-61089196126], [31420574082], [-173183791416], [192759561482], [96236519946], [-64384591848], [-96138835258], [241060359052], [-281602718430], [59792868722], [18945033028], [-355340113716], [79090948238], [-223980747790], [165656327358], [-267599903012], [-342565143702], [-396085261542], [-285157409972], [106359530514], [-26017749514], [-123694853492], [-277250771422], [-163672314824], [-41848098790], [-8402236484], [145686172788], [-447997973410], [362865055898], [30359330808], [332963056272], [-209200147592], [202338034368], [-201186639778], [262037235508], [-414047863368], [-185617282222], [428324556738], [170037926776], [-222181772574], [-165423075894], [20298304356], 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[-984602915756], [-144243762730], [-339127047426], [531764270352], [-304613426088], [-1357023778770], [450911824056], [-75401617246], [-727132978566], [-153171420120], [813892768632], [-576475502780], [-1349324674630], [-1103038307574], [1317464817244], [-60976877590], [-901262742000], [-1062090467924], [567618504072], [65276347338], [-404030939432], [-445081798750], [-644155438416], [279027273792], [421216995986], [705333863370], [96602330090], [-282450489606], [-626364203898], [-1154991480068], [392506956486], [-854678414876], [-934461728904], [8263818712], [690327764042], [-321687571484], [17356632576], [1096823099906], [1274034754578], [581288486760], [947983266004], [754519143240], [-1023333871366], [-1380487737680], [-545987678214], [-794684126732], [992891443842], [-1934448369178], [-620200901970], [1368482879236], [718852667670], [-144395406054], [1250575520416], [-802997718046], [-364494804102], [1760213819284], [-201960198024], [-1852419733534], [-807063458238], [-2210209107588], [2258064466060], [550335267890], [1037685171810], [-986114719776], [2018963900284], [777621380286], [2477474859336], [-2570193596166], [228303725762], [2022540553848], [2396892466752], [2273597333138], [865669636794], [-1764171215676], [-1862451734838], [2130595314100], [588950826600]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 36028797153181936, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '240.8.a.i', 'level': 240, 'maxp': 2999, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [3, 3, 4, 4, 3, 4, 4, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [40, 35, 36, 37, 37, 37, 35, 39], 'Nk2': 15360, 'analytic_conductor': 74.97240611618922, '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': [240, 1, [31, 181, 161, 97], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 324, 'dim': 28, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 134217968, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2], 'label': '240.8.a', 'level': 240, '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, 5], 'level_radical': 30, 'mf_dim': 348, 'mf_new_dim': 28, 'num_forms': 21, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [0, 54, 0, 640], 'traces': [28, 0, 54, 0, 0, 0, 640, 0, 20412, 0, 2408, 0, 0, 0, -6750, 0, 0, 0, 11136, 0, 0, 0, -143416, 0, 437500, 0, 39366, 0, 103376, 0, -241536, 0, 0, 0, 0, 0, -831152, 0, -789156, 0, -254344, 0, 1272216, 0, 0, 0, -1252248, 0, 4846044, 0, -748332, 0, 445440, 0, -1331000, 0, -1551096, 0, -3525608, 0, 4790040, 0, 466560, 0, 83000, 0, -1670696, 0, -2395224, 0, 12408576, 0, -1267064, 0, 843750, 0, 15928320, 0, 11613296, 0, 14880348, 0, -15261432, 0, -3767000, 0, -7902036, 0, -15994392, 0, -1463136, 0, 0, 0, 0, 0, 16203576, 0, 1755432, 0, -14471504, 0, -27647472, 0, 0, 0, 73042488, 0, 28210232, 0, -3020868, 0, 61749392, 0, 27127000, 0, 0, 0, 40072736, 0, -5207412, 0, 56984796, 0, 0, 0, -38308480, 0, 33219072, 0, -27768872, 0, -91211424, 0, -4920750, 0, -79432432, 0, 54806864, 0, 43188120, 0, 192387088, 0, 26531000, 0, -30535866, 0, -44958720, 0, 65043184, 0, 0, 0, -97022000, 0, 72849504, 0, 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-247110222000, 0, 0, 0, -100863684472, 0, 46809320288, 0, 34706003580, 0, -207227883984, 0, 84360764000, 0, -103815198720, 0, 70986879840, 0, -3129254628, 0, 53247973752, 0, -23384114000, 0, -75050220160, 0, 67078777104, 0, -192989520904, 0, 30537843104, 0, -12330562500, 0, 90564272416, 0, -97240176816, 0, 20565259128, 0, -38337859784, 0, 17401493000, 0, 75894770016, 0, 104035076192, 0, 134682759952, 0, -82276202520, 0, 47975122000, 0, 76341599584, 0, -2202212772, 0], 'weight': 8, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 192234
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '240.8.a.i', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '60.8.a.a', 'target_level': 60, 'twist_class_label': '60.8.a.a', 'twist_class_level': 60, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 192235
      {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '240.8.a.i', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '180.8.a.e', 'target_level': 180, 'twist_class_label': '60.8.a.a', 'twist_class_level': 60, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 192236
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '240.8.a.i', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '240.8.a.i', 'target_level': 240, 'twist_class_label': '60.8.a.a', 'twist_class_level': 60, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 192237
      {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '240.8.a.i', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '300.8.a.e', 'target_level': 300, 'twist_class_label': '60.8.a.a', 'twist_class_level': 60, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 192238
      {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '240.8.a.i', 'source_level': 240, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '300.8.d.d', 'target_level': 300, 'twist_class_label': '60.8.a.a', 'twist_class_level': 60, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 565650
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 2}
    • id: 565651
      {'charpoly_factorization': [[[-27, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 3}
    • id: 565652
      {'charpoly_factorization': [[[125, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 5}
    • id: 565653
      {'charpoly_factorization': [[[1028, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 7}
    • id: 565654
      {'charpoly_factorization': [[[3096, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 11}
    • id: 565655
      {'charpoly_factorization': [[[13030, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 13}
    • id: 565656
      {'charpoly_factorization': [[[-1878, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 17}
    • id: 565657
      {'charpoly_factorization': [[[-31180, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 19}
    • id: 565658
      {'charpoly_factorization': [[[-33288, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 23}
    • id: 565659
      {'charpoly_factorization': [[[213054, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 29}
    • id: 565660
      {'charpoly_factorization': [[[-172696, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 31}
    • id: 565661
      {'charpoly_factorization': [[[-27434, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 37}
    • id: 565662
      {'charpoly_factorization': [[[-532650, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 41}
    • id: 565663
      {'charpoly_factorization': [[[-911908, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 43}
    • id: 565664
      {'charpoly_factorization': [[[-732648, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 47}
    • id: 565665
      {'charpoly_factorization': [[[-409074, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 53}
    • id: 565666
      {'charpoly_factorization': [[[1508136, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 59}
    • id: 565667
      {'charpoly_factorization': [[[302578, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 61}
    • id: 565668
      {'charpoly_factorization': [[[1254332, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 67}
    • id: 565669
      {'charpoly_factorization': [[[4781280, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 71}
    • id: 565670
      {'charpoly_factorization': [[[502414, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 73}
    • id: 565671
      {'charpoly_factorization': [[[-1991368, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 79}
    • id: 565672
      {'charpoly_factorization': [[[-8099268, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 83}
    • id: 565673
      {'charpoly_factorization': [[[-7487970, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 89}
    • id: 565674
      {'charpoly_factorization': [[[17172574, 1], 1]], 'hecke_orbit_code': 36028797153181936, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '240.8.a.i', 'level': 240, 'portrait': 'data:image/png;base64,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'weight': 8}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 51830887
      {'hecke_orbit_code': 36028797153181936, 'n': 1, 'trace_an': 1}
    • id: 51830888
      {'hecke_orbit_code': 36028797153181936, 'n': 2, 'trace_an': 0}
    • id: 51830889
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