Formats: - HTML - YAML - JSON - 2026-10-10T17:54:21.133289
  • mf_newforms • Show schema
    {'Nk2': 3087, 'analytic_conductor': 14.493407268050612, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 6, 'char_parity': -1, 'char_values': [63, 6, [29, 10], [6, 1]], 'cm_discs': [], 'conrey_index': 10, 'dim': 4, 'field_disc': 576, 'field_disc_factorization': [[2, 6], [3, 2]], 'field_poly': [4, 0, 2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [4, 16, 66, -8, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504424378531903, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 3, 'hecke_ring_index_factorization': [[3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 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': '63.7.m.b', 'level': 63, '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': [3, 7], 'level_radical': 21, 'minimal_twist': '7.7.d.b', 'nf_label': '4.0.576.2', 'prim_orbit_index': 4, 'qexp_display': 'q+(-4\\beta _{1}-2\\beta _{2}+\\beta _{3})q^{2}+(30+30\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '6.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '63.7.m', 'trace_display': [8, 0, 150, 280], 'trace_hash': 1050508590930805820, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '3.750', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '53.055', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '1169.790', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.167', 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  • mf_hecke_cc • Show schema
    {'an_normalized': [[1.0, 0.0], [0.5151650429449554, 0.8922920286640652], [0.0, 0.0], [-0.030790042944955322, 0.053329918747890274], [-0.548528137423857, 0.31669286779974787], [0.0, 0.0], [0.9833421670219095, 0.1817640848920793], [0.966882270705851, 0.0], [0.0, 0.0], [-0.5651650429449553, -0.32629818968083635], [-0.6419676800783586, 1.1119206387128397], [0.0, 0.0], [0.0, 1.4242572807959244], [0.34439686565680666, 0.9710668796821762], [0.0, 0.0], [0.528893989455851, 0.9160712615553319], [-0.7184943999181055, -0.4148229352039568], [0.0, 0.0], [0.7414918401706407, -0.42810051352443035], [0.0, -0.039003947999661184], [0.0, 0.0], [-1.322877229907364, 0.0], [0.5474439137628941, 0.9482006729316877], [0.0, 0.0], [-0.2994112549695428, 0.5185955059652076], [-1.2708534184209606, 0.7337275632258977], [0.0, 0.0], [-0.03997061143076924, 0.04684503388897516], [-0.26693293095312837, 0.0], [0.0, 0.0], [-0.348647848869545, -0.20129192939721577], [-0.06149425422977892, 0.10651117269953443], [0.0, 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  • mf_newspaces • Show schema
    {'Nk2': 3087, 'analytic_conductor': 14.493407268050612, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 6, 'char_parity': -1, 'char_values': [63, 6, [29, 10], [6, 1]], 'conrey_index': 10, 'cusp_dim': 88, 'dim': 38, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 824751161407, 'hecke_orbit_dims': [2, 4, 8, 8, 16], 'label': '63.7.m', 'level': 63, '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': [3, 7], 'level_radical': 21, 'mf_dim': 104, 'mf_new_dim': 42, 'num_forms': 5, 'prim_orbit_index': 4, 'relative_dim': 19, 'sturm_bound': 56, 'trace_bound': 5, 'trace_display': [6, 0, 171, 66], 'traces': [38, 6, 0, -532, 171, 0, 66, -1560, 0, -1452, 981, 0, 0, 5226, 0, -16140, -9909, 0, -4287, 0, 0, 4432, 2913, 0, 17174, -27090, 0, -31160, 2364, 0, 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0, 3159298548, 9105377823, 0, 2598712956, 0, 0, -5427837736, -2096114007, 0, 2202605532, -8313599358, 0, -16338233640, -1773550548, 0, -11821773603, -2280920868, 0, 0, 1710325113, 0, -1410693454, 6991295094, 0, 922386864, 0, 0, -5963318372, -4565243592, 0, -9622336332, -7166925189, 0, 8959521192, 12266540436, 0, -2552931216, -475343031, 0, 0, 3662098272, 0, 6714473644, 2276488791, 0, 4952892414, 0, 0, 8597358936, -4024384110, 0, 4215422823, -9961703640, 0, 3231662764, -2449098954, 0, 8842604313, -2262456762, 0, 0], 'weight': 7, 'weight_parity': -1}
  • mf_twists_cc • Show schema
    • id: 36586236
      {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 10, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504424378531903, 'target_is_minimal': False, 'target_label': '63.7.m.b.10.2', 'target_level': 63, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
    • id: 36586237
      {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 3, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805903241223, 'target_is_minimal': True, 'target_label': '7.7.d.b.3.1', 'target_level': 7, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 7}
    • id: 36586238
      {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 244, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503805903241657, 'target_is_minimal': False, 'target_label': '441.7.d.b.244.2', 'target_level': 441, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 7}
    • id: 36586239
      {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 244, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805903241657, 'target_is_minimal': False, 'target_label': '441.7.d.b.244.1', 'target_level': 441, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 7}
    • id: 36586240
      {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 19, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504424378531903, 'target_is_minimal': False, 'target_label': '63.7.m.b.19.2', 'target_level': 63, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 7}
    • id: 36586241
      {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 17, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504836695392368, 'target_is_minimal': False, 'target_label': '112.7.s.b.17.2', 'target_level': 112, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 7}
    • id: 36586242
      {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 19, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007405530611761, 'target_is_minimal': False, 'target_label': '49.7.d.c.19.1', 'target_level': 49, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 7}
    • id: 36586243
      {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 5, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805903241223, 'target_is_minimal': True, 'target_label': '7.7.d.b.5.1', 'target_level': 7, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 7}
    • id: 36586244
      {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 48, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503668464287793, 'target_is_minimal': False, 'target_label': '49.7.b.b.48.4', 'target_level': 49, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 7}
    • id: 36586245
      {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 48, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503668464287793, 'target_is_minimal': False, 'target_label': '49.7.b.b.48.3', 'target_level': 49, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 7}
    • id: 36586246
      {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 31, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007405530611761, 'target_is_minimal': False, 'target_label': '49.7.d.c.31.1', 'target_level': 49, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 7}
    • id: 36586247
      {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424378531903, 'source_is_minimal': False, 'source_label': '63.7.m.b.10.2', 'source_level': 63, 'target_conrey_index': 33, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504836695392368, 'target_is_minimal': False, 'target_label': '112.7.s.b.33.2', 'target_level': 112, 'twist_class_label': '7.7.d.b.3.1', 'twist_class_level': 7, 'twisting_char_label': '84.47', 'twisting_conrey_index': 47, 'weight': 7}
  • mf_hecke_charpolys • Show schema
    • id: 201075
      {'charpoly_factorization': [[[4, 16, 66, -8, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 2}
    • id: 201076
      {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4504424378531903, 'p': 3}
    • id: 201077
      {'charpoly_factorization': [[[172265625, 1968750, -5625, -150, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 5}
    • id: 201078
      {'charpoly_factorization': [[[13841287201, -32941720, -30870, -280, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 7}
    • id: 201079
      {'charpoly_factorization': [[[87487583089, 556663606, 3246141, 1882, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 11}
    • id: 201080
      {'charpoly_factorization': [[[37734434122896, 0, 13645128, 0, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 13}
    • id: 201081
      {'charpoly_factorization': [[[226702498429449, 202632301494, 75429231, 13458, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 17}
    • id: 201082
      {'charpoly_factorization': [[[718603078673529, -484612842294, 135744801, -18078, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 19}
    • id: 201083
      {'charpoly_factorization': [[[44254052962459729, -519605188310, 216467373, 2470, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 23}
    • id: 201084
      {'charpoly_factorization': [[[-154827704, -17272, 1], 2]], 'hecke_orbit_code': 4504424378531903, 'p': 29}
    • id: 201085
      {'charpoly_factorization': [[[611468988954201, -425369318598, 73908369, 17202, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 31}
    • id: 201086
      {'charpoly_factorization': [[[50685454387295809, -9876641872610, 2149711203, 43870, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 37}
    • id: 201087
      {'charpoly_factorization': [[[260593273088490384, 0, 1071791112, 0, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 41}
    • id: 201088
      {'charpoly_factorization': [[[6274490716, -160108, 1], 2]], 'hecke_orbit_code': 4504424378531903, 'p': 43}
    • id: 201089
      {'charpoly_factorization': [[[81791303801152943529, -3207981796954578, 50984528409, -354714, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 47}
    • id: 201090
      {'charpoly_factorization': [[[1445351974405335750625, -3973999063436750, 48944305875, 104530, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 53}
    • id: 201091
      {'charpoly_factorization': [[[35192289632490135369, 371635427296098, -4624135191, -62646, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 59}
    • id: 201092
      {'charpoly_factorization': [[[2941804605941874729, -241293401459586, 4881972735, 140682, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 61}
    • id: 201093
      {'charpoly_factorization': [[[1416017182902354130081, -16274750845744946, 149421056277, -432494, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 67}
    • id: 201094
      {'charpoly_factorization': [[[136232520316, -740764, 1], 2]], 'hecke_orbit_code': 4504424378531903, 'p': 71}
    • id: 201095
      {'charpoly_factorization': [[[5606002282085321962041, -72760168809390762, 239910918999, 971778, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 73}
    • id: 201096
      {'charpoly_factorization': [[[38872727533212069467569, -184541359611781370, 678915601437, -935990, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 79}
    • id: 201097
      {'charpoly_factorization': [[[101983559888932855531776, 0, 840017980704, 0, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 83}
    • id: 201098
      {'charpoly_factorization': [[[85762278008579880525321, 198931416644748690, -139040338161, -679290, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 89}
    • id: 201099
      {'charpoly_factorization': [[[95097154094976795978384, 0, 1198740720072, 0, 1], 1]], 'hecke_orbit_code': 4504424378531903, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 13, 'hecke_orbit': 2, 'label': '63.7.m.b', 'level': 63, 'portrait': 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', 'weight': 7}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 24074215
      {'hecke_orbit_code': 4504424378531903, 'n': 1, 'trace_an': 4}
    • id: 24074216
      {'hecke_orbit_code': 4504424378531903, 'n': 2, 'trace_an': 8}
    • id: 24074217
      {'hecke_orbit_code': 4504424378531903, 'n': 3, 'trace_an': 0}
    • id: 24074218
      {'hecke_orbit_code': 4504424378531903, 'n': 4, 'trace_an': 60}
    • id: 24074219
      {'hecke_orbit_code': 4504424378531903, 'n': 5, 'trace_an': 150}
    • id: 24074220
      {'hecke_orbit_code': 4504424378531903, 'n': 6, 'trace_an': 0}
    • id: 24074221
      {'hecke_orbit_code': 4504424378531903, 'n': 7, 'trace_an': 280}
    • id: 24074222
      {'hecke_orbit_code': 4504424378531903, 'n': 8, 'trace_an': 928}
    • id: 24074223
      {'hecke_orbit_code': 4504424378531903, 'n': 9, 'trace_an': 0}
    • id: 24074224
      {'hecke_orbit_code': 4504424378531903, 'n': 10, 'trace_an': -1200}
    • id: 24074225
      {'hecke_orbit_code': 4504424378531903, 'n': 11, 'trace_an': -1882}
    • id: 24074226
      {'hecke_orbit_code': 4504424378531903, 'n': 12, 'trace_an': 0}
    • id: 24074227
      {'hecke_orbit_code': 4504424378531903, 'n': 13, 'trace_an': 0}
    • id: 24074228
      {'hecke_orbit_code': 4504424378531903, 'n': 14, 'trace_an': 1820}
    • id: 24074229
      {'hecke_orbit_code': 4504424378531903, 'n': 15, 'trace_an': 0}
    • id: 24074230
      {'hecke_orbit_code': 4504424378531903, 'n': 16, 'trace_an': 248}
    • id: 24074231
      {'hecke_orbit_code': 4504424378531903, 'n': 17, 'trace_an': -13458}
    • id: 24074232
      {'hecke_orbit_code': 4504424378531903, 'n': 18, 'trace_an': 0}
    • id: 24074233
      {'hecke_orbit_code': 4504424378531903, 'n': 19, 'trace_an': 18078}
    • id: 24074234
      {'hecke_orbit_code': 4504424378531903, 'n': 20, 'trace_an': 0}
    • id: 24074235
      {'hecke_orbit_code': 4504424378531903, 'n': 21, 'trace_an': 0}
    • id: 24074236
      {'hecke_orbit_code': 4504424378531903, 'n': 22, 'trace_an': -28088}
    • id: 24074237
      {'hecke_orbit_code': 4504424378531903, 'n': 23, 'trace_an': -2470}
    • id: 24074238
      {'hecke_orbit_code': 4504424378531903, 'n': 24, 'trace_an': 0}
    • id: 24074239
      {'hecke_orbit_code': 4504424378531903, 'n': 25, 'trace_an': 2500}
    • id: 24074240
      {'hecke_orbit_code': 4504424378531903, 'n': 26, 'trace_an': -43848}
    • id: 24074241
      {'hecke_orbit_code': 4504424378531903, 'n': 27, 'trace_an': 0}
    • id: 24074242
      {'hecke_orbit_code': 4504424378531903, 'n': 28, 'trace_an': -45444}
    • id: 24074243
      {'hecke_orbit_code': 4504424378531903, 'n': 29, 'trace_an': 34544}
    • id: 24074244
      {'hecke_orbit_code': 4504424378531903, 'n': 30, 'trace_an': 0}
    • id: 24074245
      {'hecke_orbit_code': 4504424378531903, 'n': 31, 'trace_an': -17202}
    • id: 24074246
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    • id: 24074247
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    • id: 24074248
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    • id: 24074249
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    • id: 24074250
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    • id: 24074251
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    • id: 24074252
      {'hecke_orbit_code': 4504424378531903, 'n': 38, 'trace_an': 81924}
    • id: 24074253
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    • id: 24074254
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    • id: 24074255
      {'hecke_orbit_code': 4504424378531903, 'n': 41, 'trace_an': 0}
    • id: 24074256
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    • id: 24074257
      {'hecke_orbit_code': 4504424378531903, 'n': 43, 'trace_an': 320216}
    • id: 24074258
      {'hecke_orbit_code': 4504424378531903, 'n': 44, 'trace_an': 4332}
    • id: 24074259
      {'hecke_orbit_code': 4504424378531903, 'n': 45, 'trace_an': 0}
    • id: 24074260
      {'hecke_orbit_code': 4504424378531903, 'n': 46, 'trace_an': -113636}
    • id: 24074261
      {'hecke_orbit_code': 4504424378531903, 'n': 47, 'trace_an': 354714}
    • id: 24074262
      {'hecke_orbit_code': 4504424378531903, 'n': 48, 'trace_an': 0}
    • id: 24074263
      {'hecke_orbit_code': 4504424378531903, 'n': 49, 'trace_an': 140140}
    • id: 24074264
      {'hecke_orbit_code': 4504424378531903, 'n': 50, 'trace_an': -160000}
    • id: 24074265
      {'hecke_orbit_code': 4504424378531903, 'n': 51, 'trace_an': 0}
    • id: 24074266
      {'hecke_orbit_code': 4504424378531903, 'n': 52, 'trace_an': 196056}
    • id: 24074267
      {'hecke_orbit_code': 4504424378531903, 'n': 53, 'trace_an': -104530}
    • id: 24074268
      {'hecke_orbit_code': 4504424378531903, 'n': 54, 'trace_an': 0}
    • id: 24074269
      {'hecke_orbit_code': 4504424378531903, 'n': 55, 'trace_an': 0}
    • id: 24074270
      {'hecke_orbit_code': 4504424378531903, 'n': 56, 'trace_an': 346192}
    • id: 24074271
      {'hecke_orbit_code': 4504424378531903, 'n': 57, 'trace_an': 0}
    • id: 24074272
      {'hecke_orbit_code': 4504424378531903, 'n': 58, 'trace_an': -59432}
    • id: 24074273
      {'hecke_orbit_code': 4504424378531903, 'n': 59, 'trace_an': 62646}
    • id: 24074274
      {'hecke_orbit_code': 4504424378531903, 'n': 60, 'trace_an': 0}
    • id: 24074275
      {'hecke_orbit_code': 4504424378531903, 'n': 61, 'trace_an': -140682}
    • id: 24074276
      {'hecke_orbit_code': 4504424378531903, 'n': 62, 'trace_an': 0}
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      {'hecke_orbit_code': 4504424378531903, 'n': 63, 'trace_an': 0}
    • id: 24074278
      {'hecke_orbit_code': 4504424378531903, 'n': 64, 'trace_an': -33248}
    • id: 24074279
      {'hecke_orbit_code': 4504424378531903, 'n': 65, 'trace_an': 77700}
    • id: 24074280
      {'hecke_orbit_code': 4504424378531903, 'n': 66, 'trace_an': 0}
    • id: 24074281
      {'hecke_orbit_code': 4504424378531903, 'n': 67, 'trace_an': 432494}
    • id: 24074282
      {'hecke_orbit_code': 4504424378531903, 'n': 68, 'trace_an': -381276}
    • id: 24074283
      {'hecke_orbit_code': 4504424378531903, 'n': 69, 'trace_an': 0}
    • id: 24074284
      {'hecke_orbit_code': 4504424378531903, 'n': 70, 'trace_an': -338100}
    • id: 24074285
      {'hecke_orbit_code': 4504424378531903, 'n': 71, 'trace_an': 1481528}
    • id: 24074286
      {'hecke_orbit_code': 4504424378531903, 'n': 72, 'trace_an': 0}
    • id: 24074287
      {'hecke_orbit_code': 4504424378531903, 'n': 73, 'trace_an': -971778}
    • id: 24074288
      {'hecke_orbit_code': 4504424378531903, 'n': 74, 'trace_an': -50024}
    • id: 24074289
      {'hecke_orbit_code': 4504424378531903, 'n': 75, 'trace_an': 0}
    • id: 24074290
      {'hecke_orbit_code': 4504424378531903, 'n': 76, 'trace_an': 0}
    • id: 24074291
      {'hecke_orbit_code': 4504424378531903, 'n': 77, 'trace_an': -642670}
    • id: 24074292
      {'hecke_orbit_code': 4504424378531903, 'n': 78, 'trace_an': 0}
    • id: 24074293
      {'hecke_orbit_code': 4504424378531903, 'n': 79, 'trace_an': 935990}
    • id: 24074294
      {'hecke_orbit_code': 4504424378531903, 'n': 80, 'trace_an': -1767000}
    • id: 24074295
      {'hecke_orbit_code': 4504424378531903, 'n': 81, 'trace_an': 0}
    • id: 24074296
      {'hecke_orbit_code': 4504424378531903, 'n': 82, 'trace_an': 286776}
    • id: 24074297
      {'hecke_orbit_code': 4504424378531903, 'n': 83, 'trace_an': 0}
    • id: 24074298
      {'hecke_orbit_code': 4504424378531903, 'n': 84, 'trace_an': 0}
    • id: 24074299
      {'hecke_orbit_code': 4504424378531903, 'n': 85, 'trace_an': -579300}
    • id: 24074300
      {'hecke_orbit_code': 4504424378531903, 'n': 86, 'trace_an': 738712}
    • id: 24074301
      {'hecke_orbit_code': 4504424378531903, 'n': 87, 'trace_an': 0}
    • id: 24074302
      {'hecke_orbit_code': 4504424378531903, 'n': 88, 'trace_an': -840616}
    • id: 24074303
      {'hecke_orbit_code': 4504424378531903, 'n': 89, 'trace_an': 679290}
    • id: 24074304
      {'hecke_orbit_code': 4504424378531903, 'n': 90, 'trace_an': 0}
    • id: 24074305
      {'hecke_orbit_code': 4504424378531903, 'n': 91, 'trace_an': 711480}
    • id: 24074306
      {'hecke_orbit_code': 4504424378531903, 'n': 92, 'trace_an': -2124456}
    • id: 24074307
      {'hecke_orbit_code': 4504424378531903, 'n': 93, 'trace_an': 0}
    • id: 24074308
      {'hecke_orbit_code': 4504424378531903, 'n': 94, 'trace_an': 860892}
    • id: 24074309
      {'hecke_orbit_code': 4504424378531903, 'n': 95, 'trace_an': 291750}
    • id: 24074310
      {'hecke_orbit_code': 4504424378531903, 'n': 96, 'trace_an': 0}
    • id: 24074311
      {'hecke_orbit_code': 4504424378531903, 'n': 97, 'trace_an': 0}
    • id: 24074312
      {'hecke_orbit_code': 4504424378531903, 'n': 98, 'trace_an': 361424}
    • id: 24074313
      {'hecke_orbit_code': 4504424378531903, 'n': 99, 'trace_an': 0}
    • id: 24074314
      {'hecke_orbit_code': 4504424378531903, 'n': 100, 'trace_an': -795000}