Formats: - HTML - YAML - JSON - 2026-08-10T17:45:41.296034
  • mf_newforms • Show schema
    {'Nk2': 3840, 'analytic_conductor': 18.743101529047305, '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': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [60, 1, [31, 41, 37], [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, [-92, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388958780, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '60.8.a.c', 'level': 60, '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.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}-5^{3}q^{5}+92q^{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': '60.8.a', 'trace_display': [0, 27, -125, 92], 'trace_hash': 1774785575899257744, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.039', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.085', 'prec': 7}, {'__RealLiteral__': 0, 'data': '2.150', 'prec': 14}, 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  • mf_hecke_nf • Show schema
    {'an': [[1], [0], [27], [0], [-125], [0], [92], [0], [729], [0], [3456], [0], [4610], [0], [-3375], [0], [17502], [0], [-1300], [0], [2484], [0], [14088], [0], [15625], [0], [19683], [0], [174306], [0], [189824], [0], [93312], [0], [-11500], [0], [279506], [0], [124470], [0], [357690], [0], [-283852], [0], [-91125], [0], [101688], [0], [-815079], [0], [472554], [0], [-392574], [0], [-432000], [0], [-35100], [0], [-539904], [0], [-1946338], [0], [67068], [0], [-576250], [0], [-1855852], [0], [380376], [0], [1683840], [0], [-4110046], [0], [421875], [0], [317952], [0], [-4565008], [0], [531441], [0], [5444868], [0], [-2187750], [0], [4706262], [0], [-5461230], [0], [424120], [0], [5125248], [0], [162500], [0], [-12074686], [0], [2519424], [0]], 'ap': [[0], [27], [-125], [92], [3456], [4610], [17502], [-1300], [14088], [174306], [189824], [279506], [357690], [-283852], [101688], [-392574], [-539904], [-1946338], [-1855852], [1683840], [-4110046], [-4565008], [5444868], [-5461230], [-12074686], [4871658], [18036572], [17989836], [-14603218], [23766054], [15929732], [10040112], [-26927874], [-50811556], [-74708238], [16549760], [-8176846], [55190420], [35492616], [-1528518], [-118498344], [99982070], [24292344], [77243642], [45913698], [94614272], [147535940], [198780020], [99239100], [108136814], [99408390], [-272892648], [-37744222], [-305522712], [-23613114], [-515452392], [221615874], [-530499976], [-472381246], [17620626], [-444980596], [88638114], [-10457044], [-326497296], [-771915838], [1068567882], [251333972], [-1107524374], [893011476], [877237694], [-1387801746], [594438456], [255831332], [-441416422], [1875047372], [-1114756296], [-799670766], [-1333290454], [-926018214], [-1271982166], [-1444700592], [75120110], [-2055680352], [-832011478], [1295938592], [-714205788], [-3424907238], [-1332620470], [1637783466], [4000880444], [3260732196], [-2378498664], [2668250564], [-1875601656], [3138850076], [4234456512], [-3736074462], [3942228642], [2982336044], [5878721678], [-579084436], [6351576474], [-6240225780], [-6398904126], [-3801697660], [-6840110686], [4759439532], [810892278], [-4613140296], [3053983418], [-5880835444], [1300450034], [-4881625482], [-5895074644], [-9716849128], [-548066286], [-5141878348], [9081115536], [1121099898], [-1510108848], [6309186278], [-1085627350], [-169724718], [7272078252], [-7067497492], [15397156866], [14953059326], [18530806992], [3154914404], [-112401382], [8310631340], [-10025222208], [-16241036368], [-10338847582], [-12913089918], [1768160738], [-11174400654], [13832705924], [-26708360406], [15378060714], [15770896220], [-25993621494], [-7212352156], [13695508164], [11016103358], [17469296616], [-2437734334], [-21549877866], [16672868780], [8904774576], [1580474258], [25020275130], [-9575008204], [-11074364568], [27785844116], [2920663968], [-25183599208], [20718285882], [46104316106], [-1375473510], [-32820585444], [51312303582], [-20948126260], [24962537688], [-16520321106], [44010535104], [-18142132792], [2649641498]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199388958780, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '60.8.a.c', 'level': 60, 'maxp': 997, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [0, 0, 0, 0, 1, 1, 1, 1], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 1, 1, 1, 1], 'ALdims_old': [11, 8, 9, 10, 9, 9, 8, 10], 'Nk2': 3840, 'analytic_conductor': 18.743101529047305, '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': [60, 1, [31, 41, 37], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 78, 'dim': 4, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 134217788, 'hecke_orbit_dims': [1, 1, 1, 1], 'label': '60.8.a', 'level': 60, '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': 90, 'mf_new_dim': 4, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 96, 'trace_bound': 5, 'trace_display': 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  • mf_twists_nf • Show schema
    • id: 50275
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '60.8.a.c', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '60.8.a.c', 'target_level': 60, 'twist_class_label': '60.8.a.c', 'twist_class_level': 60, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 50276
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '60.8.a.c', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '180.8.a.d', 'target_level': 180, 'twist_class_label': '60.8.a.c', 'twist_class_level': 60, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 50277
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '60.8.a.c', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '240.8.a.b', 'target_level': 240, 'twist_class_label': '60.8.a.c', 'twist_class_level': 60, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 50278
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '60.8.a.c', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '300.8.a.c', 'target_level': 300, 'twist_class_label': '60.8.a.c', 'twist_class_level': 60, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 50279
      {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '60.8.a.c', 'source_level': 60, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '300.8.d.f', 'target_level': 300, 'twist_class_label': '60.8.a.c', 'twist_class_level': 60, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 195375
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 2}
    • id: 195376
      {'charpoly_factorization': [[[-27, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 3}
    • id: 195377
      {'charpoly_factorization': [[[125, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 5}
    • id: 195378
      {'charpoly_factorization': [[[-92, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 7}
    • id: 195379
      {'charpoly_factorization': [[[-3456, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 11}
    • id: 195380
      {'charpoly_factorization': [[[-4610, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 13}
    • id: 195381
      {'charpoly_factorization': [[[-17502, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 17}
    • id: 195382
      {'charpoly_factorization': [[[1300, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 19}
    • id: 195383
      {'charpoly_factorization': [[[-14088, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 23}
    • id: 195384
      {'charpoly_factorization': [[[-174306, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 29}
    • id: 195385
      {'charpoly_factorization': [[[-189824, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 31}
    • id: 195386
      {'charpoly_factorization': [[[-279506, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 37}
    • id: 195387
      {'charpoly_factorization': [[[-357690, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 41}
    • id: 195388
      {'charpoly_factorization': [[[283852, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 43}
    • id: 195389
      {'charpoly_factorization': [[[-101688, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 47}
    • id: 195390
      {'charpoly_factorization': [[[392574, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 53}
    • id: 195391
      {'charpoly_factorization': [[[539904, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 59}
    • id: 195392
      {'charpoly_factorization': [[[1946338, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 61}
    • id: 195393
      {'charpoly_factorization': [[[1855852, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 67}
    • id: 195394
      {'charpoly_factorization': [[[-1683840, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 71}
    • id: 195395
      {'charpoly_factorization': [[[4110046, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 73}
    • id: 195396
      {'charpoly_factorization': [[[4565008, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 79}
    • id: 195397
      {'charpoly_factorization': [[[-5444868, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 83}
    • id: 195398
      {'charpoly_factorization': [[[5461230, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 89}
    • id: 195399
      {'charpoly_factorization': [[[12074686, 1], 1]], 'hecke_orbit_code': 9007199388958780, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '60.8.a.c', 'level': 60, '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: 29066773
      {'hecke_orbit_code': 9007199388958780, 'n': 1, 'trace_an': 1}
    • id: 29066774
      {'hecke_orbit_code': 9007199388958780, 'n': 2, 'trace_an': 0}
    • id: 29066775
      {'hecke_orbit_code': 9007199388958780, 'n': 3, 'trace_an': 27}
    • id: 29066776
      {'hecke_orbit_code': 9007199388958780, 'n': 4, 'trace_an': 0}
    • id: 29066777
      {'hecke_orbit_code': 9007199388958780, 'n': 5, 'trace_an': -125}
    • id: 29066778
      {'hecke_orbit_code': 9007199388958780, 'n': 6, 'trace_an': 0}
    • id: 29066779
      {'hecke_orbit_code': 9007199388958780, 'n': 7, 'trace_an': 92}
    • id: 29066780
      {'hecke_orbit_code': 9007199388958780, 'n': 8, 'trace_an': 0}
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