Formats: - HTML - YAML - JSON - 2026-09-06T06:17:54.413982
  • mf_newforms • Show schema
    {'Nk2': 3200, 'analytic_conductor': 15.619251274206087, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [50, 1, [27], [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': [[3, [-43, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197525811250, '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': True, 'label': '50.8.a.h', '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': '50.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}+43q^{3}+2^{6}q^{4}+344q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.8.a', 'trace_display': [8, 43, 0, 974], 'trace_hash': 2257660319068949643, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.015', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.006', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.022', 'prec': 7}, {'__RealLiteral__': 0, 'data': '2.006', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.064', 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  • mf_hecke_nf • Show schema
    {'an': [[1], [8], [43], [64], [0], [344], [974], [512], [-338], [0], [87], [2752], [14828], [7792], [0], [4096], [-35571], [-2704], [20615], [0], [41882], [696], [22218], [22016], [0], [118624], [-108575], [62336], [-5760], [0], [302942], [32768], [3741], [-284568], [0], [-21632], [-199366], [164920], [637604], [0], [-668523], [335056], [-143212], [5568], [0], [177744], [-338316], [176128], [125133], [0], [-1529553], [948992], [-1094322], [-868600], [0], [498688], [886445], [-46080], [-2135520], [0], [-1939318], [2423536], [-329212], [262144], [0], [29928], [-3348751], [-2276544], [955374], [0], [3005652], [-173056], [-3048397], [-1594928], [0], [1319360], [84738], [5100832], [5485130], [0], [-3929519], [-5348184], [5205933], [2680448], [0], [-1145696], [-247680], [44544], [-832665], [0], [14442472], [1421952], [13026506], [-2706528], [0], [1409024], [5314754], [1001064], [-29406], [0]], 'ap': [[8], [43], [0], [974], [87], [14828], [-35571], [20615], [22218], [-5760], [302942], [-199366], [-668523], [-143212], [-338316], [-1094322], [-2135520], [-1939318], [-3348751], [3005652], [-3048397], [5485130], [5205933], [-832665], [5314754], [13733622], [-6708892], [5779959], [-2605330], [2992743], [14989214], [-8234268], [49230069], [9654575], [44928000], [5611502], [-28699126], [-77211367], [-107904876], [99601608], [-64439925], [48930842], [112024242], [92470733], [-46143306], [168967820], [69704897], [-265619452], [-208790556], [102101060], [-197185962], [-239330880], [260673857], [321445377], [57992814], [-59050902], [-537531840], [105110462], [15579104], [103808862], [-21310927], [312994158], [354146219], [300594402], [-432709462], [-333299076], [-607932973], [184987139], [1253373639], [91646990], [-1007166522], [295862610], [-508303396], [827555858], [-94643035], [629504538], [-70301850], [150320564], [1009262157], [-464820115], [-2063980005], [995249492], [1426618962], [-1729871587], [2325485480], [796391253], [-1096250415], [-1103249431], [3731747772], [232407428], [1700969124], [-336266430], [1416462734], [-528726588], [-4420632580], [152718588], [2895254250], [1997404917], [3573052763], [-205525408], [676741499], [-899648196], [-7460003112], [4631040345], [3524593292], [-6767117581], [5177512029], [3913844103], [369767730], [8345290667], [-3289229536], [-679245082], [-9687163266], [-4568032420], [-9137227858], [-3582783318], [2424161588], [586612884], [3427023678], [-10766105355], [-9857494048], [4913658458], [5462805264], [-2796533877], [10758182507], [785548092], [12283285700], [11018553630], [-9114798496], [-5482517332], [-13448053060], [-316805142], [12706410272], [7926368864], [-3650389563], [22956118565], [23740340808], [15250852844], [22201817874], [-22233759150], [20475953612], [-12586779678], [-5647209052], [-898050291], [-994682140], [-4528284480], [884542418], [17494201509], [27580976735], [-5597161512], [-20885582476], [-6850789938], [-36719455117], [2282662164], [34932788684], [-24617274828], [-34369099750], [32121829470], [-9392008261], [13423230012], [-13825525296], [-10991077887], [656209184], [34776247767], [-11932500471], [28566350538], [22058984282], [-27942531436]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 31525197525811250, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '50.8.a.h', 'level': 50, 'maxp': 997, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [3, 3, 2, 4], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [10, 8, 9, 8], 'Nk2': 3200, 'analytic_conductor': 15.619251274206087, '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': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 47, 'dim': 12, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217778, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '50.8.a', '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': 59, 'mf_new_dim': 12, 'num_forms': 10, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 60, 'trace_bound': 3, 'trace_display': [0, -40, 0, -1120], 'traces': [12, 0, -40, 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-53565689472, 0, 163394113484, 10082058240, -14639516960, 209721959808, 0, 68758915712, 47101289060, 28464744960, 222617662220, 0], 'weight': 8, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 42246
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '50.8.a.h', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '50.8.a.a', 'target_level': 50, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 42247
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '50.8.a.h', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '50.8.a.h', 'target_level': 50, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 42248
      {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '50.8.a.h', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.8.b.e', 'target_level': 50, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 42249
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '50.8.a.h', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '400.8.a.f', 'target_level': 400, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 42250
      {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '50.8.a.h', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '400.8.a.o', 'target_level': 400, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 42251
      {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '50.8.a.h', 'source_level': 50, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '400.8.c.g', 'target_level': 400, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
    • id: 42252
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '50.8.a.h', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '450.8.a.j', 'target_level': 450, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 42253
      {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '50.8.a.h', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '450.8.a.q', 'target_level': 450, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 42254
      {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '50.8.a.h', 'source_level': 50, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '450.8.c.i', 'target_level': 450, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 142175
      {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 2}
    • id: 142176
      {'charpoly_factorization': [[[-43, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 3}
    • id: 142177
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 5}
    • id: 142178
      {'charpoly_factorization': [[[-974, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 7}
    • id: 142179
      {'charpoly_factorization': [[[-87, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 11}
    • id: 142180
      {'charpoly_factorization': [[[-14828, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 13}
    • id: 142181
      {'charpoly_factorization': [[[35571, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 17}
    • id: 142182
      {'charpoly_factorization': [[[-20615, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 19}
    • id: 142183
      {'charpoly_factorization': [[[-22218, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 23}
    • id: 142184
      {'charpoly_factorization': [[[5760, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 29}
    • id: 142185
      {'charpoly_factorization': [[[-302942, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 31}
    • id: 142186
      {'charpoly_factorization': [[[199366, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 37}
    • id: 142187
      {'charpoly_factorization': [[[668523, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 41}
    • id: 142188
      {'charpoly_factorization': [[[143212, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 43}
    • id: 142189
      {'charpoly_factorization': [[[338316, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 47}
    • id: 142190
      {'charpoly_factorization': [[[1094322, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 53}
    • id: 142191
      {'charpoly_factorization': [[[2135520, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 59}
    • id: 142192
      {'charpoly_factorization': [[[1939318, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 61}
    • id: 142193
      {'charpoly_factorization': [[[3348751, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 67}
    • id: 142194
      {'charpoly_factorization': [[[-3005652, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 71}
    • id: 142195
      {'charpoly_factorization': [[[3048397, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 73}
    • id: 142196
      {'charpoly_factorization': [[[-5485130, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 79}
    • id: 142197
      {'charpoly_factorization': [[[-5205933, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 83}
    • id: 142198
      {'charpoly_factorization': [[[832665, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 89}
    • id: 142199
      {'charpoly_factorization': [[[-5314754, 1], 1]], 'hecke_orbit_code': 31525197525811250, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '50.8.a.h', 'level': 50, '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: 49551457
      {'hecke_orbit_code': 31525197525811250, 'n': 1, 'trace_an': 1}
    • id: 49551458
      {'hecke_orbit_code': 31525197525811250, 'n': 2, 'trace_an': 8}
    • id: 49551459
      {'hecke_orbit_code': 31525197525811250, 'n': 3, 'trace_an': 43}
    • id: 49551460
      {'hecke_orbit_code': 31525197525811250, 'n': 4, 'trace_an': 64}
    • id: 49551461
      {'hecke_orbit_code': 31525197525811250, 'n': 5, 'trace_an': 0}
    • id: 49551462
      {'hecke_orbit_code': 31525197525811250, 'n': 6, 'trace_an': 344}
    • id: 49551463
      {'hecke_orbit_code': 31525197525811250, 'n': 7, 'trace_an': 974}
    • id: 49551464
      {'hecke_orbit_code': 31525197525811250, 'n': 8, 'trace_an': 512}
    • id: 49551465
      {'hecke_orbit_code': 31525197525811250, 'n': 9, 'trace_an': -338}
    • id: 49551466
      {'hecke_orbit_code': 31525197525811250, 'n': 10, 'trace_an': 0}
    • id: 49551467
      {'hecke_orbit_code': 31525197525811250, 'n': 11, 'trace_an': 87}
    • id: 49551468
      {'hecke_orbit_code': 31525197525811250, 'n': 12, 'trace_an': 2752}
    • id: 49551469
      {'hecke_orbit_code': 31525197525811250, 'n': 13, 'trace_an': 14828}
    • id: 49551470
      {'hecke_orbit_code': 31525197525811250, 'n': 14, 'trace_an': 7792}
    • id: 49551471
      {'hecke_orbit_code': 31525197525811250, 'n': 15, 'trace_an': 0}
    • id: 49551472
      {'hecke_orbit_code': 31525197525811250, 'n': 16, 'trace_an': 4096}
    • id: 49551473
      {'hecke_orbit_code': 31525197525811250, 'n': 17, 'trace_an': -35571}
    • id: 49551474
      {'hecke_orbit_code': 31525197525811250, 'n': 18, 'trace_an': -2704}
    • id: 49551475
      {'hecke_orbit_code': 31525197525811250, 'n': 19, 'trace_an': 20615}
    • id: 49551476
      {'hecke_orbit_code': 31525197525811250, 'n': 20, 'trace_an': 0}
    • id: 49551477
      {'hecke_orbit_code': 31525197525811250, 'n': 21, 'trace_an': 41882}
    • id: 49551478
      {'hecke_orbit_code': 31525197525811250, 'n': 22, 'trace_an': 696}
    • id: 49551479
      {'hecke_orbit_code': 31525197525811250, 'n': 23, 'trace_an': 22218}
    • id: 49551480
      {'hecke_orbit_code': 31525197525811250, 'n': 24, 'trace_an': 22016}
    • id: 49551481
      {'hecke_orbit_code': 31525197525811250, 'n': 25, 'trace_an': 0}
    • id: 49551482
      {'hecke_orbit_code': 31525197525811250, 'n': 26, 'trace_an': 118624}
    • id: 49551483
      {'hecke_orbit_code': 31525197525811250, 'n': 27, 'trace_an': -108575}
    • id: 49551484
      {'hecke_orbit_code': 31525197525811250, 'n': 28, 'trace_an': 62336}
    • id: 49551485
      {'hecke_orbit_code': 31525197525811250, 'n': 29, 'trace_an': -5760}
    • id: 49551486
      {'hecke_orbit_code': 31525197525811250, 'n': 30, 'trace_an': 0}
    • id: 49551487
      {'hecke_orbit_code': 31525197525811250, 'n': 31, 'trace_an': 302942}
    • id: 49551488
      {'hecke_orbit_code': 31525197525811250, 'n': 32, 'trace_an': 32768}
    • id: 49551489
      {'hecke_orbit_code': 31525197525811250, 'n': 33, 'trace_an': 3741}
    • id: 49551490
      {'hecke_orbit_code': 31525197525811250, 'n': 34, 'trace_an': -284568}
    • id: 49551491
      {'hecke_orbit_code': 31525197525811250, 'n': 35, 'trace_an': 0}
    • id: 49551492
      {'hecke_orbit_code': 31525197525811250, 'n': 36, 'trace_an': -21632}
    • id: 49551493
      {'hecke_orbit_code': 31525197525811250, 'n': 37, 'trace_an': -199366}
    • id: 49551494
      {'hecke_orbit_code': 31525197525811250, 'n': 38, 'trace_an': 164920}
    • id: 49551495
      {'hecke_orbit_code': 31525197525811250, 'n': 39, 'trace_an': 637604}
    • id: 49551496
      {'hecke_orbit_code': 31525197525811250, 'n': 40, 'trace_an': 0}
    • id: 49551497
      {'hecke_orbit_code': 31525197525811250, 'n': 41, 'trace_an': -668523}
    • id: 49551498
      {'hecke_orbit_code': 31525197525811250, 'n': 42, 'trace_an': 335056}
    • id: 49551499
      {'hecke_orbit_code': 31525197525811250, 'n': 43, 'trace_an': -143212}
    • id: 49551500
      {'hecke_orbit_code': 31525197525811250, 'n': 44, 'trace_an': 5568}
    • id: 49551501
      {'hecke_orbit_code': 31525197525811250, 'n': 45, 'trace_an': 0}
    • id: 49551502
      {'hecke_orbit_code': 31525197525811250, 'n': 46, 'trace_an': 177744}
    • id: 49551503
      {'hecke_orbit_code': 31525197525811250, 'n': 47, 'trace_an': -338316}
    • id: 49551504
      {'hecke_orbit_code': 31525197525811250, 'n': 48, 'trace_an': 176128}
    • id: 49551505
      {'hecke_orbit_code': 31525197525811250, 'n': 49, 'trace_an': 125133}
    • id: 49551506
      {'hecke_orbit_code': 31525197525811250, 'n': 50, 'trace_an': 0}
    • id: 49551507
      {'hecke_orbit_code': 31525197525811250, 'n': 51, 'trace_an': -1529553}
    • id: 49551508
      {'hecke_orbit_code': 31525197525811250, 'n': 52, 'trace_an': 948992}
    • id: 49551509
      {'hecke_orbit_code': 31525197525811250, 'n': 53, 'trace_an': -1094322}
    • id: 49551510
      {'hecke_orbit_code': 31525197525811250, 'n': 54, 'trace_an': -868600}
    • id: 49551511
      {'hecke_orbit_code': 31525197525811250, 'n': 55, 'trace_an': 0}
    • id: 49551512
      {'hecke_orbit_code': 31525197525811250, 'n': 56, 'trace_an': 498688}
    • id: 49551513
      {'hecke_orbit_code': 31525197525811250, 'n': 57, 'trace_an': 886445}
    • id: 49551514
      {'hecke_orbit_code': 31525197525811250, 'n': 58, 'trace_an': -46080}
    • id: 49551515
      {'hecke_orbit_code': 31525197525811250, 'n': 59, 'trace_an': -2135520}
    • id: 49551516
      {'hecke_orbit_code': 31525197525811250, 'n': 60, 'trace_an': 0}
    • id: 49551517
      {'hecke_orbit_code': 31525197525811250, 'n': 61, 'trace_an': -1939318}
    • id: 49551518
      {'hecke_orbit_code': 31525197525811250, 'n': 62, 'trace_an': 2423536}
    • id: 49551519
      {'hecke_orbit_code': 31525197525811250, 'n': 63, 'trace_an': -329212}
    • id: 49551520
      {'hecke_orbit_code': 31525197525811250, 'n': 64, 'trace_an': 262144}
    • id: 49551521
      {'hecke_orbit_code': 31525197525811250, 'n': 65, 'trace_an': 0}
    • id: 49551522
      {'hecke_orbit_code': 31525197525811250, 'n': 66, 'trace_an': 29928}
    • id: 49551523
      {'hecke_orbit_code': 31525197525811250, 'n': 67, 'trace_an': -3348751}
    • id: 49551524
      {'hecke_orbit_code': 31525197525811250, 'n': 68, 'trace_an': -2276544}
    • id: 49551525
      {'hecke_orbit_code': 31525197525811250, 'n': 69, 'trace_an': 955374}
    • id: 49551526
      {'hecke_orbit_code': 31525197525811250, 'n': 70, 'trace_an': 0}
    • id: 49551527
      {'hecke_orbit_code': 31525197525811250, 'n': 71, 'trace_an': 3005652}
    • id: 49551528
      {'hecke_orbit_code': 31525197525811250, 'n': 72, 'trace_an': -173056}
    • id: 49551529
      {'hecke_orbit_code': 31525197525811250, 'n': 73, 'trace_an': -3048397}
    • id: 49551530
      {'hecke_orbit_code': 31525197525811250, 'n': 74, 'trace_an': -1594928}
    • id: 49551531
      {'hecke_orbit_code': 31525197525811250, 'n': 75, 'trace_an': 0}
    • id: 49551532
      {'hecke_orbit_code': 31525197525811250, 'n': 76, 'trace_an': 1319360}
    • id: 49551533
      {'hecke_orbit_code': 31525197525811250, 'n': 77, 'trace_an': 84738}
    • id: 49551534
      {'hecke_orbit_code': 31525197525811250, 'n': 78, 'trace_an': 5100832}
    • id: 49551535
      {'hecke_orbit_code': 31525197525811250, 'n': 79, 'trace_an': 5485130}
    • id: 49551536
      {'hecke_orbit_code': 31525197525811250, 'n': 80, 'trace_an': 0}
    • id: 49551537
      {'hecke_orbit_code': 31525197525811250, 'n': 81, 'trace_an': -3929519}
    • id: 49551538
      {'hecke_orbit_code': 31525197525811250, 'n': 82, 'trace_an': -5348184}
    • id: 49551539
      {'hecke_orbit_code': 31525197525811250, 'n': 83, 'trace_an': 5205933}
    • id: 49551540
      {'hecke_orbit_code': 31525197525811250, 'n': 84, 'trace_an': 2680448}
    • id: 49551541
      {'hecke_orbit_code': 31525197525811250, 'n': 85, 'trace_an': 0}
    • id: 49551542
      {'hecke_orbit_code': 31525197525811250, 'n': 86, 'trace_an': -1145696}
    • id: 49551543
      {'hecke_orbit_code': 31525197525811250, 'n': 87, 'trace_an': -247680}
    • id: 49551544
      {'hecke_orbit_code': 31525197525811250, 'n': 88, 'trace_an': 44544}
    • id: 49551545
      {'hecke_orbit_code': 31525197525811250, 'n': 89, 'trace_an': -832665}
    • id: 49551546
      {'hecke_orbit_code': 31525197525811250, 'n': 90, 'trace_an': 0}
    • id: 49551547
      {'hecke_orbit_code': 31525197525811250, 'n': 91, 'trace_an': 14442472}
    • id: 49551548
      {'hecke_orbit_code': 31525197525811250, 'n': 92, 'trace_an': 1421952}
    • id: 49551549
      {'hecke_orbit_code': 31525197525811250, 'n': 93, 'trace_an': 13026506}
    • id: 49551550
      {'hecke_orbit_code': 31525197525811250, 'n': 94, 'trace_an': -2706528}
    • id: 49551551
      {'hecke_orbit_code': 31525197525811250, 'n': 95, 'trace_an': 0}
    • id: 49551552
      {'hecke_orbit_code': 31525197525811250, 'n': 96, 'trace_an': 1409024}
    • id: 49551553
      {'hecke_orbit_code': 31525197525811250, 'n': 97, 'trace_an': 5314754}
    • id: 49551554
      {'hecke_orbit_code': 31525197525811250, 'n': 98, 'trace_an': 1001064}
    • id: 49551555
      {'hecke_orbit_code': 31525197525811250, 'n': 99, 'trace_an': -29406}
    • id: 49551556
      {'hecke_orbit_code': 31525197525811250, 'n': 100, 'trace_an': 0}