Formats: - HTML - YAML - JSON - 2026-08-16T18:46:28.402705
  • mf_newforms • Show schema
    {'Nk2': 3200, 'analytic_conductor': 15.619251274206087, 'analytic_rank': 1, '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, [-57, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388958770, '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.c', '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.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}+57q^{3}+2^{6}q^{4}-456q^{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, 57, 0, -1174], 'trace_hash': 1498980333648518455, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.009', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '2.043', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '5.119', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, -8, 57, 64, 0, -456, -1174, -512, 1062, 0, 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  • mf_hecke_nf • Show schema
    {'an': [[1], [-8], [57], [64], [0], [-456], [-1174], [-512], [1062], [0], [-7563], [3648], [5372], [9392], [0], [4096], [24021], [-8496], [-51235], [0], [-66918], [60504], [-57618], [-29184], [0], [-42976], [-64125], [-75136], [47040], [0], [-192358], [-32768], [-431091], [-192168], [0], [67968], [197066], [409880], [306204], [0], [-237723], [535344], [653012], [-484032], [0], [460944], [-826884], [233472], [554733], [0], [1369197], [343808], [569022], [513000], [0], [601088], [-2920395], [-376320], [1501080], [0], [-2068918], [1538864], [-1246788], [262144], [0], [3448728], [-3444349], [1537344], [-3284226], [0], [4121052], [-543744], [-83653], [-1576528], [0], [-3279040], [8878962], [-2449632], [1454030], [0], [-5977719], [1901784], [1626567], [-4282752], [0], [-5224096], [2681280], [3872256], [6004335], [0], [-6306728], [-3687552], [-10964406], [6615072], [0], [-1867776], [3411746], [-4437864], [-8031906], [0]], 'ap': [[-8], [57], [0], [-1174], [-7563], [5372], [24021], [-51235], [-57618], [47040], [-192358], [197066], [-237723], [653012], [-826884], [569022], [1501080], [-2068918], [-3444349], [4121052], [-83653], [1454030], [1626567], [6004335], [3411746], [-3955578], [1750892], [8833941], [-12216130], [20783607], [-24483814], [32384532], [-9347019], [8242925], [21924000], [-33704998], [-47301574], [-71166133], [40227276], [-18553608], [-86619975], [-135591958], [-41832858], [58090517], [-97096794], [-179264380], [231818147], [188141852], [-8327244], [-323445340], [-147345738], [307841520], [-198491143], [44259627], [103727886], [-413809698], [-417686640], [-171957238], [89207696], [-269319138], [550134827], [549003342], [10302281], [-398417898], [-242289238], [-367441524], [-189017623], [-486113389], [-296818539], [523668590], [-364070778], [-665946090], [876030596], [-1146921358], [48809015], [121895262], [-2165408250], [-1073217964], [469500357], [263782685], [-1972295655], [-2331942508], [1625901462], [-1228648363], [377158280], [1838187447], [-1398495015], [195194681], [1842677772], [3754393772], [1488492276], [1937318070], [-2742688534], [1771992612], [4671916220], [4722922212], [-663451350], [-1895575083], [78497537], [5895366992], [4184042201], [-2391549204], [-791939088], [851733945], [-996220708], [3548858531], [-3085542129], [2687267847], [-1455102570], [1110683267], [-8186761264], [3605202182], [3186512766], [-6604786420], [-10310621158], [3532532682], [4621518212], [-13029924084], [-6366630978], [-9439195905], [5973171152], [-3908517958], [1199249136], [2870907777], [725979257], [-3774454308], [14370856100], [3437279130], [10274451296], [15603075932], [-16438133860], [-18099147858], [2039441072], [1941320336], [-8346213963], [-12890162035], [-17631782808], [-2667737044], [-2124072174], [28208831250], [25324749212], [4062615522], [1539357452], [16976327391], [-6611920540], [4714027920], [3773089682], [27000999141], [-10477431715], [25215540312], [4306197476], [31213990062], [6519543617], [-28284880164], [30012726716], [-34344219828], [7546525550], [20290717470], [-1769960989], [12540679212], [29644882296], [-45754236063], [38803436816], [-43046427483], [39679999521], [-36123390738], [47172552782], [-3995703964]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199388958770, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '50.8.a.c', '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: 42185
      {'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': '50.8.a.c', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '50.8.a.c', 'target_level': 50, 'twist_class_label': '50.8.a.c', 'twist_class_level': 50, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 42186
      {'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': '50.8.a.c', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '50.8.a.f', 'target_level': 50, 'twist_class_label': '50.8.a.c', 'twist_class_level': 50, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 42187
      {'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': '50.8.a.c', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.8.b.b', 'target_level': 50, 'twist_class_label': '50.8.a.c', 'twist_class_level': 50, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 42188
      {'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': '50.8.a.c', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '400.8.a.d', 'target_level': 400, 'twist_class_label': '50.8.a.c', 'twist_class_level': 50, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 42189
      {'conductor': 20, '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': '50.8.a.c', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '400.8.a.q', 'target_level': 400, 'twist_class_label': '50.8.a.c', 'twist_class_level': 50, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 42190
      {'conductor': 20, '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': '50.8.a.c', 'source_level': 50, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '400.8.c.d', 'target_level': 400, 'twist_class_label': '50.8.a.c', 'twist_class_level': 50, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
    • id: 42191
      {'conductor': 15, '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': '50.8.a.c', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '450.8.a.l', 'target_level': 450, 'twist_class_label': '50.8.a.c', 'twist_class_level': 50, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 42192
      {'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': '50.8.a.c', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '450.8.a.p', 'target_level': 450, 'twist_class_label': '50.8.a.c', 'twist_class_level': 50, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 42193
      {'conductor': 15, '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': '50.8.a.c', 'source_level': 50, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '450.8.c.q', 'target_level': 450, 'twist_class_label': '50.8.a.c', 'twist_class_level': 50, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 168925
      {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 2}
    • id: 168926
      {'charpoly_factorization': [[[-57, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 3}
    • id: 168927
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 5}
    • id: 168928
      {'charpoly_factorization': [[[1174, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 7}
    • id: 168929
      {'charpoly_factorization': [[[7563, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 11}
    • id: 168930
      {'charpoly_factorization': [[[-5372, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 13}
    • id: 168931
      {'charpoly_factorization': [[[-24021, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 17}
    • id: 168932
      {'charpoly_factorization': [[[51235, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 19}
    • id: 168933
      {'charpoly_factorization': [[[57618, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 23}
    • id: 168934
      {'charpoly_factorization': [[[-47040, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 29}
    • id: 168935
      {'charpoly_factorization': [[[192358, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 31}
    • id: 168936
      {'charpoly_factorization': [[[-197066, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 37}
    • id: 168937
      {'charpoly_factorization': [[[237723, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 41}
    • id: 168938
      {'charpoly_factorization': [[[-653012, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 43}
    • id: 168939
      {'charpoly_factorization': [[[826884, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 47}
    • id: 168940
      {'charpoly_factorization': [[[-569022, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 53}
    • id: 168941
      {'charpoly_factorization': [[[-1501080, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 59}
    • id: 168942
      {'charpoly_factorization': [[[2068918, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 61}
    • id: 168943
      {'charpoly_factorization': [[[3444349, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 67}
    • id: 168944
      {'charpoly_factorization': [[[-4121052, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 71}
    • id: 168945
      {'charpoly_factorization': [[[83653, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 73}
    • id: 168946
      {'charpoly_factorization': [[[-1454030, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 79}
    • id: 168947
      {'charpoly_factorization': [[[-1626567, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 83}
    • id: 168948
      {'charpoly_factorization': [[[-6004335, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 89}
    • id: 168949
      {'charpoly_factorization': [[[-3411746, 1], 1]], 'hecke_orbit_code': 9007199388958770, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '50.8.a.c', '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: 29064709
      {'hecke_orbit_code': 9007199388958770, 'n': 1, 'trace_an': 1}
    • id: 29064710
      {'hecke_orbit_code': 9007199388958770, 'n': 2, 'trace_an': -8}
    • id: 29064711
      {'hecke_orbit_code': 9007199388958770, 'n': 3, 'trace_an': 57}
    • id: 29064712
      {'hecke_orbit_code': 9007199388958770, 'n': 4, 'trace_an': 64}
    • id: 29064713
      {'hecke_orbit_code': 9007199388958770, 'n': 5, 'trace_an': 0}
    • id: 29064714
      {'hecke_orbit_code': 9007199388958770, 'n': 6, 'trace_an': -456}
    • id: 29064715
      {'hecke_orbit_code': 9007199388958770, 'n': 7, 'trace_an': -1174}
    • id: 29064716
      {'hecke_orbit_code': 9007199388958770, 'n': 8, 'trace_an': -512}
    • id: 29064717
      {'hecke_orbit_code': 9007199388958770, 'n': 9, 'trace_an': 1062}
    • id: 29064718
      {'hecke_orbit_code': 9007199388958770, 'n': 10, 'trace_an': 0}
    • id: 29064719
      {'hecke_orbit_code': 9007199388958770, 'n': 11, 'trace_an': -7563}
    • id: 29064720
      {'hecke_orbit_code': 9007199388958770, 'n': 12, 'trace_an': 3648}
    • id: 29064721
      {'hecke_orbit_code': 9007199388958770, 'n': 13, 'trace_an': 5372}
    • id: 29064722
      {'hecke_orbit_code': 9007199388958770, 'n': 14, 'trace_an': 9392}
    • id: 29064723
      {'hecke_orbit_code': 9007199388958770, 'n': 15, 'trace_an': 0}
    • id: 29064724
      {'hecke_orbit_code': 9007199388958770, 'n': 16, 'trace_an': 4096}
    • id: 29064725
      {'hecke_orbit_code': 9007199388958770, 'n': 17, 'trace_an': 24021}
    • id: 29064726
      {'hecke_orbit_code': 9007199388958770, 'n': 18, 'trace_an': -8496}
    • id: 29064727
      {'hecke_orbit_code': 9007199388958770, 'n': 19, 'trace_an': -51235}
    • id: 29064728
      {'hecke_orbit_code': 9007199388958770, 'n': 20, 'trace_an': 0}
    • id: 29064729
      {'hecke_orbit_code': 9007199388958770, 'n': 21, 'trace_an': -66918}
    • id: 29064730
      {'hecke_orbit_code': 9007199388958770, 'n': 22, 'trace_an': 60504}
    • id: 29064731
      {'hecke_orbit_code': 9007199388958770, 'n': 23, 'trace_an': -57618}
    • id: 29064732
      {'hecke_orbit_code': 9007199388958770, 'n': 24, 'trace_an': -29184}
    • id: 29064733
      {'hecke_orbit_code': 9007199388958770, 'n': 25, 'trace_an': 0}
    • id: 29064734
      {'hecke_orbit_code': 9007199388958770, 'n': 26, 'trace_an': -42976}
    • id: 29064735
      {'hecke_orbit_code': 9007199388958770, 'n': 27, 'trace_an': -64125}
    • id: 29064736
      {'hecke_orbit_code': 9007199388958770, 'n': 28, 'trace_an': -75136}
    • id: 29064737
      {'hecke_orbit_code': 9007199388958770, 'n': 29, 'trace_an': 47040}
    • id: 29064738
      {'hecke_orbit_code': 9007199388958770, 'n': 30, 'trace_an': 0}
    • id: 29064739
      {'hecke_orbit_code': 9007199388958770, 'n': 31, 'trace_an': -192358}
    • id: 29064740
      {'hecke_orbit_code': 9007199388958770, 'n': 32, 'trace_an': -32768}
    • id: 29064741
      {'hecke_orbit_code': 9007199388958770, 'n': 33, 'trace_an': -431091}
    • id: 29064742
      {'hecke_orbit_code': 9007199388958770, 'n': 34, 'trace_an': -192168}
    • id: 29064743
      {'hecke_orbit_code': 9007199388958770, 'n': 35, 'trace_an': 0}
    • id: 29064744
      {'hecke_orbit_code': 9007199388958770, 'n': 36, 'trace_an': 67968}
    • id: 29064745
      {'hecke_orbit_code': 9007199388958770, 'n': 37, 'trace_an': 197066}
    • id: 29064746
      {'hecke_orbit_code': 9007199388958770, 'n': 38, 'trace_an': 409880}
    • id: 29064747
      {'hecke_orbit_code': 9007199388958770, 'n': 39, 'trace_an': 306204}
    • id: 29064748
      {'hecke_orbit_code': 9007199388958770, 'n': 40, 'trace_an': 0}
    • id: 29064749
      {'hecke_orbit_code': 9007199388958770, 'n': 41, 'trace_an': -237723}
    • id: 29064750
      {'hecke_orbit_code': 9007199388958770, 'n': 42, 'trace_an': 535344}
    • id: 29064751
      {'hecke_orbit_code': 9007199388958770, 'n': 43, 'trace_an': 653012}
    • id: 29064752
      {'hecke_orbit_code': 9007199388958770, 'n': 44, 'trace_an': -484032}
    • id: 29064753
      {'hecke_orbit_code': 9007199388958770, 'n': 45, 'trace_an': 0}
    • id: 29064754
      {'hecke_orbit_code': 9007199388958770, 'n': 46, 'trace_an': 460944}
    • id: 29064755
      {'hecke_orbit_code': 9007199388958770, 'n': 47, 'trace_an': -826884}
    • id: 29064756
      {'hecke_orbit_code': 9007199388958770, 'n': 48, 'trace_an': 233472}
    • id: 29064757
      {'hecke_orbit_code': 9007199388958770, 'n': 49, 'trace_an': 554733}
    • id: 29064758
      {'hecke_orbit_code': 9007199388958770, 'n': 50, 'trace_an': 0}
    • id: 29064759
      {'hecke_orbit_code': 9007199388958770, 'n': 51, 'trace_an': 1369197}
    • id: 29064760
      {'hecke_orbit_code': 9007199388958770, 'n': 52, 'trace_an': 343808}
    • id: 29064761
      {'hecke_orbit_code': 9007199388958770, 'n': 53, 'trace_an': 569022}
    • id: 29064762
      {'hecke_orbit_code': 9007199388958770, 'n': 54, 'trace_an': 513000}
    • id: 29064763
      {'hecke_orbit_code': 9007199388958770, 'n': 55, 'trace_an': 0}
    • id: 29064764
      {'hecke_orbit_code': 9007199388958770, 'n': 56, 'trace_an': 601088}
    • id: 29064765
      {'hecke_orbit_code': 9007199388958770, 'n': 57, 'trace_an': -2920395}
    • id: 29064766
      {'hecke_orbit_code': 9007199388958770, 'n': 58, 'trace_an': -376320}
    • id: 29064767
      {'hecke_orbit_code': 9007199388958770, 'n': 59, 'trace_an': 1501080}
    • id: 29064768
      {'hecke_orbit_code': 9007199388958770, 'n': 60, 'trace_an': 0}
    • id: 29064769
      {'hecke_orbit_code': 9007199388958770, 'n': 61, 'trace_an': -2068918}
    • id: 29064770
      {'hecke_orbit_code': 9007199388958770, 'n': 62, 'trace_an': 1538864}
    • id: 29064771
      {'hecke_orbit_code': 9007199388958770, 'n': 63, 'trace_an': -1246788}
    • id: 29064772
      {'hecke_orbit_code': 9007199388958770, 'n': 64, 'trace_an': 262144}
    • id: 29064773
      {'hecke_orbit_code': 9007199388958770, 'n': 65, 'trace_an': 0}
    • id: 29064774
      {'hecke_orbit_code': 9007199388958770, 'n': 66, 'trace_an': 3448728}
    • id: 29064775
      {'hecke_orbit_code': 9007199388958770, 'n': 67, 'trace_an': -3444349}
    • id: 29064776
      {'hecke_orbit_code': 9007199388958770, 'n': 68, 'trace_an': 1537344}
    • id: 29064777
      {'hecke_orbit_code': 9007199388958770, 'n': 69, 'trace_an': -3284226}
    • id: 29064778
      {'hecke_orbit_code': 9007199388958770, 'n': 70, 'trace_an': 0}
    • id: 29064779
      {'hecke_orbit_code': 9007199388958770, 'n': 71, 'trace_an': 4121052}
    • id: 29064780
      {'hecke_orbit_code': 9007199388958770, 'n': 72, 'trace_an': -543744}
    • id: 29064781
      {'hecke_orbit_code': 9007199388958770, 'n': 73, 'trace_an': -83653}
    • id: 29064782
      {'hecke_orbit_code': 9007199388958770, 'n': 74, 'trace_an': -1576528}
    • id: 29064783
      {'hecke_orbit_code': 9007199388958770, 'n': 75, 'trace_an': 0}
    • id: 29064784
      {'hecke_orbit_code': 9007199388958770, 'n': 76, 'trace_an': -3279040}
    • id: 29064785
      {'hecke_orbit_code': 9007199388958770, 'n': 77, 'trace_an': 8878962}
    • id: 29064786
      {'hecke_orbit_code': 9007199388958770, 'n': 78, 'trace_an': -2449632}
    • id: 29064787
      {'hecke_orbit_code': 9007199388958770, 'n': 79, 'trace_an': 1454030}
    • id: 29064788
      {'hecke_orbit_code': 9007199388958770, 'n': 80, 'trace_an': 0}
    • id: 29064789
      {'hecke_orbit_code': 9007199388958770, 'n': 81, 'trace_an': -5977719}
    • id: 29064790
      {'hecke_orbit_code': 9007199388958770, 'n': 82, 'trace_an': 1901784}
    • id: 29064791
      {'hecke_orbit_code': 9007199388958770, 'n': 83, 'trace_an': 1626567}
    • id: 29064792
      {'hecke_orbit_code': 9007199388958770, 'n': 84, 'trace_an': -4282752}
    • id: 29064793
      {'hecke_orbit_code': 9007199388958770, 'n': 85, 'trace_an': 0}
    • id: 29064794
      {'hecke_orbit_code': 9007199388958770, 'n': 86, 'trace_an': -5224096}
    • id: 29064795
      {'hecke_orbit_code': 9007199388958770, 'n': 87, 'trace_an': 2681280}
    • id: 29064796
      {'hecke_orbit_code': 9007199388958770, 'n': 88, 'trace_an': 3872256}
    • id: 29064797
      {'hecke_orbit_code': 9007199388958770, 'n': 89, 'trace_an': 6004335}
    • id: 29064798
      {'hecke_orbit_code': 9007199388958770, 'n': 90, 'trace_an': 0}
    • id: 29064799
      {'hecke_orbit_code': 9007199388958770, 'n': 91, 'trace_an': -6306728}
    • id: 29064800
      {'hecke_orbit_code': 9007199388958770, 'n': 92, 'trace_an': -3687552}
    • id: 29064801
      {'hecke_orbit_code': 9007199388958770, 'n': 93, 'trace_an': -10964406}
    • id: 29064802
      {'hecke_orbit_code': 9007199388958770, 'n': 94, 'trace_an': 6615072}
    • id: 29064803
      {'hecke_orbit_code': 9007199388958770, 'n': 95, 'trace_an': 0}
    • id: 29064804
      {'hecke_orbit_code': 9007199388958770, 'n': 96, 'trace_an': -1867776}
    • id: 29064805
      {'hecke_orbit_code': 9007199388958770, 'n': 97, 'trace_an': 3411746}
    • id: 29064806
      {'hecke_orbit_code': 9007199388958770, 'n': 98, 'trace_an': -4437864}
    • id: 29064807
      {'hecke_orbit_code': 9007199388958770, 'n': 99, 'trace_an': -8031906}
    • id: 29064808
      {'hecke_orbit_code': 9007199388958770, 'n': 100, 'trace_an': 0}