Formats: - HTML - YAML - JSON - 2026-09-05T21:26:13.018730
  • mf_newforms • Show schema
    {'Nk2': 11520, 'analytic_conductor': 56.22930458714192, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [180, 2, [91, 101, 37], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 109, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [521284, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206292648116, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 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': '180.8.d.a', 'level': 180, '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.d.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(-125 i-250)q^{5}+722 i q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '180.8.d', 'trace_display': [0, 0, -500, 0], 'trace_hash': 984700754880063350, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.966', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '15.556', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '155.982', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 10}, 'traces': [2, 0, 0, 0, -500, 0, 0, 0, 0, 0, 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  • mf_hecke_nf • Show schema
    {'an': [[1, 0], [0, 0], [0, 0], [0, 0], [-250, -125], [0, 0], [0, 722], [0, 0], [0, 0], [0, 0], [3994, 0], [0, 0], [0, 3030], [0, 0], [0, 0], [0, 0], [0, -20582], [0, 0], [25320, 0], [0, 0], [0, 0], [0, 0], [0, -66652], [0, 0], [46875, 62500], [0, 0], [0, 0], [0, 0], [-152664, 0], [0, 0], [-123776, 0], [0, 0], [0, 0], [0, 0], [90250, -180500], [0, 0], [0, 337886], [0, 0], [0, 0], [0, 0], [-396530, 0], [0, 0], [0, 442852], [0, 0], [0, 0], [0, 0], [0, 170432], [0, 0], [302259, 0], [0, 0], [0, 0], [0, 0], [0, 1239426], [0, 0], [-998500, -499250], [0, 0], [0, 0], [0, 0], [-302354, 0], [0, 0], [-2830198, 0], [0, 0], [0, 0], [0, 0], [378750, -757500], [0, 0], [0, -3741272], [0, 0], [0, 0], [0, 0], [1007580, 0], [0, 0], [0, 2404636], [0, 0], [0, 0], [0, 0], [0, 2883668], [0, 0], [-7517832, 0], [0, 0], [0, 0], [0, 0], [0, 5299628], [0, 0], [-2572750, 5145500], [0, 0], [0, 0], [0, 0], [-7650250, 0], [0, 0], [-2187660, 0], [0, 0], [0, 0], [0, 0], [-6330000, -3165000], [0, 0], [0, 10055944], [0, 0], [0, 0], [0, 0]], 'ap': [[0, 0], [0, 0], [-250, -125], [0, 722], [3994, 0], [0, 3030], [0, -20582], [25320, 0], [0, -66652], [-152664, 0], [-123776, 0], [0, 337886], [-396530, 0], [0, 442852], [0, 170432], [0, 1239426], [-302354, 0], [-2830198, 0], [0, -3741272], [1007580, 0], [0, 2404636], [-7517832, 0], [0, 5299628], [-7650250, 0], [0, 10055944], [-11298688, 0], [0, 10862318], [0, 12515124], [-11713282, 0], [0, -29003166], [0, -38507758], [-15429402, 0], [0, 42618054], [-1182604, 0], [-8638748, 0], [-53016080, 0], [0, -67845446], [0, -40563760], [0, 102929964], [0, -57729338], [-1394354, 0], [84657290, 0], [-68332404, 0], [0, -13787012], [0, -25156498], [136319928, 0], [196309740, 0], [0, 229879750], [0, -213843860], [78383506, 0], [0, 166948630], [35964332, 0], [-84335402, 0], [-223657338, 0], [0, 366466374], [0, 198986708], [155449464, 0], [-481312496, 0], [0, -24339826], [-274529886, 0], [0, 79888256], [0, 187992834], [0, 955765596], [-995378004, 0], [0, -650637092], [0, -749473382], [-788545808, 0], [0, 968870876], [0, -512591916], [1207509806, 0], [0, 201922054], [-1076110224, 0], [0, 153072722], [0, 167575782], [-880516532, 0], [0, 741580504], [1606595804, 0], [0, 1412798846], [-1336028086, 0], [900104026, 0], [121163618, 0], [2118660430, 0], [397856272, 0], [0, -3050515892], [-519220392, 0], [0, 347660052], [3488856942, 0], [0, -3532729600], [-4108193796, 0], [0, 1341070986], [0, 1108576884], [3038169116, 0], [0, 27981774], [-4067149434, 0], [4383786744, 0], [0, -4269649488], [-2489393832, 0], [1707470858, 0], [0, 2948129456], [3069165298, 0], [0, -3738292636], [0, -980358714], [0, -3894699020], [-831489466, 0], [-1484291600, 0], [0, -5330127856], [0, 9045662388], [0, 5414497218], [-1818412176, 0], [-9043860622, 0], [0, 686937046], [0, -5776669334], [0, 9133157242], [767434684, 0], [-3850299928, 0], [-5194075154, 0], [0, 4442571768], [0, -2839445256], [0, 8732291198], [-6740188598, 0], [-7844243302, 0], [0, -53450220], [0, -11653919462], [0, -9966397828], [4458222928, 0], [5007663784, 0], [-3672930486, 0], [16061845592, 0], [0, -7745356626], [0, 2557162322], [11680569920, 0], [0, 6072036672], [22222950392, 0], [0, 16209848558], [-17243951022, 0], [661570782, 0], [0, 9815926926], [0, -10361168416], [0, 6689489386], [26030601474, 0], [7267919140, 0], [25467234944, 0], [0, -26397616374], [0, -14930665364], [-6483549498, 0], [-9699496664, 0], [0, -13879658686], [0, -5368174734], [19163621740, 0], [0, -24341338164], [0, 15547371418], [28099264290, 0], [0, 6350205144], [0, 9199739628], [0, -18190486164], [-8159264208, 0], [-25488873432, 0], [-16834288818, 0], [0, 9505336456], [-27048435500, 0], [0, -21312468876], [0, -45490260998], [0, 10897516330], [49541300742, 0], [0, 36618184866], [0, 17279074504], [-19680185312, 0], [0, -38907082302]], 'char_orbit_index': 4, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 206292648116, 'hecke_ring_character_values': [[91, [1, 0]], [101, [1, 0]], [37, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '180.8.d.a', 'level': 180, 'maxp': 997, 'weight': 8}
  • mf_newspaces • Show schema
    {'Nk2': 11520, 'analytic_conductor': 56.22930458714192, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [180, 2, [91, 101, 37], [2, 2, 1]], 'conrey_index': 109, 'cusp_dim': 240, 'dim': 18, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 206292648116, 'hecke_orbit_dims': [2, 4, 4, 8], 'label': '180.8.d', 'level': 180, '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': 264, 'mf_new_dim': 18, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 18, 'sturm_bound': 288, 'trace_bound': 5, 'trace_display': [0, 0, -14, 0], 'traces': [18, 0, 0, 0, -14, 0, 0, 0, 0, 0, -2056, 0, 0, 0, 0, 0, 0, 0, 30288, 0, 0, 0, 0, 0, 26466, 0, 0, 0, 17052, 0, 194856, 0, 0, 0, -291568, 0, 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  • mf_twists_nf • Show schema
    • id: 150891
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.8.d.a', 'source_level': 180, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '60.8.d.a', 'target_level': 60, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 150892
      {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.8.d.a', 'source_level': 180, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '60.8.d.a', 'target_level': 60, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 150893
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.8.d.a', 'source_level': 180, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '180.8.d.a', 'target_level': 180, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 150894
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.8.d.a', 'source_level': 180, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '180.8.d.a', 'target_level': 180, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 150895
      {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.8.d.a', 'source_level': 180, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '240.8.f.b', 'target_level': 240, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 150896
      {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.8.d.a', 'source_level': 180, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '240.8.f.b', 'target_level': 240, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 8}
    • id: 150897
      {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.8.d.a', 'source_level': 180, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '300.8.a.b', 'target_level': 300, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
    • id: 150898
      {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.8.d.a', 'source_level': 180, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '300.8.a.f', 'target_level': 300, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 459350
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 2}
    • id: 459351
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 3}
    • id: 459352
      {'charpoly_factorization': [[[78125, 500, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 5}
    • id: 459353
      {'charpoly_factorization': [[[521284, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 7}
    • id: 459354
      {'charpoly_factorization': [[[-3994, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 11}
    • id: 459355
      {'charpoly_factorization': [[[9180900, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 13}
    • id: 459356
      {'charpoly_factorization': [[[423618724, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 17}
    • id: 459357
      {'charpoly_factorization': [[[-25320, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 19}
    • id: 459358
      {'charpoly_factorization': [[[4442489104, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 23}
    • id: 459359
      {'charpoly_factorization': [[[152664, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 29}
    • id: 459360
      {'charpoly_factorization': [[[123776, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 31}
    • id: 459361
      {'charpoly_factorization': [[[114166948996, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 37}
    • id: 459362
      {'charpoly_factorization': [[[396530, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 41}
    • id: 459363
      {'charpoly_factorization': [[[196117893904, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 43}
    • id: 459364
      {'charpoly_factorization': [[[29047066624, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 47}
    • id: 459365
      {'charpoly_factorization': [[[1536176809476, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 53}
    • id: 459366
      {'charpoly_factorization': [[[302354, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 59}
    • id: 459367
      {'charpoly_factorization': [[[2830198, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 61}
    • id: 459368
      {'charpoly_factorization': [[[13997116177984, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 67}
    • id: 459369
      {'charpoly_factorization': [[[-1007580, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 71}
    • id: 459370
      {'charpoly_factorization': [[[5782274292496, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 73}
    • id: 459371
      {'charpoly_factorization': [[[7517832, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 79}
    • id: 459372
      {'charpoly_factorization': [[[28086056938384, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 83}
    • id: 459373
      {'charpoly_factorization': [[[7650250, 1], 2]], 'hecke_orbit_code': 206292648116, 'p': 89}
    • id: 459374
      {'charpoly_factorization': [[[101122009731136, 0, 1], 1]], 'hecke_orbit_code': 206292648116, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '180.8.d.a', 'level': 180, '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: 7102290
      {'hecke_orbit_code': 206292648116, 'n': 1, 'trace_an': 2}
    • id: 7102291
      {'hecke_orbit_code': 206292648116, 'n': 2, 'trace_an': 0}
    • id: 7102292
      {'hecke_orbit_code': 206292648116, 'n': 3, 'trace_an': 0}
    • id: 7102293
      {'hecke_orbit_code': 206292648116, 'n': 4, 'trace_an': 0}
    • id: 7102294
      {'hecke_orbit_code': 206292648116, 'n': 5, 'trace_an': -500}
    • id: 7102295
      {'hecke_orbit_code': 206292648116, 'n': 6, 'trace_an': 0}
    • id: 7102296
      {'hecke_orbit_code': 206292648116, 'n': 7, 'trace_an': 0}
    • id: 7102297
      {'hecke_orbit_code': 206292648116, 'n': 8, 'trace_an': 0}
    • id: 7102298
      {'hecke_orbit_code': 206292648116, 'n': 9, 'trace_an': 0}
    • id: 7102299
      {'hecke_orbit_code': 206292648116, 'n': 10, 'trace_an': 0}
    • id: 7102300
      {'hecke_orbit_code': 206292648116, 'n': 11, 'trace_an': 7988}
    • id: 7102301
      {'hecke_orbit_code': 206292648116, 'n': 12, 'trace_an': 0}
    • id: 7102302
      {'hecke_orbit_code': 206292648116, 'n': 13, 'trace_an': 0}
    • id: 7102303
      {'hecke_orbit_code': 206292648116, 'n': 14, 'trace_an': 0}
    • id: 7102304
      {'hecke_orbit_code': 206292648116, 'n': 15, 'trace_an': 0}
    • id: 7102305
      {'hecke_orbit_code': 206292648116, 'n': 16, 'trace_an': 0}
    • id: 7102306
      {'hecke_orbit_code': 206292648116, 'n': 17, 'trace_an': 0}
    • id: 7102307
      {'hecke_orbit_code': 206292648116, 'n': 18, 'trace_an': 0}
    • id: 7102308
      {'hecke_orbit_code': 206292648116, 'n': 19, 'trace_an': 50640}
    • id: 7102309
      {'hecke_orbit_code': 206292648116, 'n': 20, 'trace_an': 0}
    • id: 7102310
      {'hecke_orbit_code': 206292648116, 'n': 21, 'trace_an': 0}
    • id: 7102311
      {'hecke_orbit_code': 206292648116, 'n': 22, 'trace_an': 0}
    • id: 7102312
      {'hecke_orbit_code': 206292648116, 'n': 23, 'trace_an': 0}
    • id: 7102313
      {'hecke_orbit_code': 206292648116, 'n': 24, 'trace_an': 0}
    • id: 7102314
      {'hecke_orbit_code': 206292648116, 'n': 25, 'trace_an': 93750}
    • id: 7102315
      {'hecke_orbit_code': 206292648116, 'n': 26, 'trace_an': 0}
    • id: 7102316
      {'hecke_orbit_code': 206292648116, 'n': 27, 'trace_an': 0}
    • id: 7102317
      {'hecke_orbit_code': 206292648116, 'n': 28, 'trace_an': 0}
    • id: 7102318
      {'hecke_orbit_code': 206292648116, 'n': 29, 'trace_an': -305328}
    • id: 7102319
      {'hecke_orbit_code': 206292648116, 'n': 30, 'trace_an': 0}
    • id: 7102320
      {'hecke_orbit_code': 206292648116, 'n': 31, 'trace_an': -247552}
    • id: 7102321
      {'hecke_orbit_code': 206292648116, 'n': 32, 'trace_an': 0}
    • id: 7102322
      {'hecke_orbit_code': 206292648116, 'n': 33, 'trace_an': 0}
    • id: 7102323
      {'hecke_orbit_code': 206292648116, 'n': 34, 'trace_an': 0}
    • id: 7102324
      {'hecke_orbit_code': 206292648116, 'n': 35, 'trace_an': 180500}
    • id: 7102325
      {'hecke_orbit_code': 206292648116, 'n': 36, 'trace_an': 0}
    • id: 7102326
      {'hecke_orbit_code': 206292648116, 'n': 37, 'trace_an': 0}
    • id: 7102327
      {'hecke_orbit_code': 206292648116, 'n': 38, 'trace_an': 0}
    • id: 7102328
      {'hecke_orbit_code': 206292648116, 'n': 39, 'trace_an': 0}
    • id: 7102329
      {'hecke_orbit_code': 206292648116, 'n': 40, 'trace_an': 0}
    • id: 7102330
      {'hecke_orbit_code': 206292648116, 'n': 41, 'trace_an': -793060}
    • id: 7102331
      {'hecke_orbit_code': 206292648116, 'n': 42, 'trace_an': 0}
    • id: 7102332
      {'hecke_orbit_code': 206292648116, 'n': 43, 'trace_an': 0}
    • id: 7102333
      {'hecke_orbit_code': 206292648116, 'n': 44, 'trace_an': 0}
    • id: 7102334
      {'hecke_orbit_code': 206292648116, 'n': 45, 'trace_an': 0}
    • id: 7102335
      {'hecke_orbit_code': 206292648116, 'n': 46, 'trace_an': 0}
    • id: 7102336
      {'hecke_orbit_code': 206292648116, 'n': 47, 'trace_an': 0}
    • id: 7102337
      {'hecke_orbit_code': 206292648116, 'n': 48, 'trace_an': 0}
    • id: 7102338
      {'hecke_orbit_code': 206292648116, 'n': 49, 'trace_an': 604518}
    • id: 7102339
      {'hecke_orbit_code': 206292648116, 'n': 50, 'trace_an': 0}
    • id: 7102340
      {'hecke_orbit_code': 206292648116, 'n': 51, 'trace_an': 0}
    • id: 7102341
      {'hecke_orbit_code': 206292648116, 'n': 52, 'trace_an': 0}
    • id: 7102342
      {'hecke_orbit_code': 206292648116, 'n': 53, 'trace_an': 0}
    • id: 7102343
      {'hecke_orbit_code': 206292648116, 'n': 54, 'trace_an': 0}
    • id: 7102344
      {'hecke_orbit_code': 206292648116, 'n': 55, 'trace_an': -1997000}
    • id: 7102345
      {'hecke_orbit_code': 206292648116, 'n': 56, 'trace_an': 0}
    • id: 7102346
      {'hecke_orbit_code': 206292648116, 'n': 57, 'trace_an': 0}
    • id: 7102347
      {'hecke_orbit_code': 206292648116, 'n': 58, 'trace_an': 0}
    • id: 7102348
      {'hecke_orbit_code': 206292648116, 'n': 59, 'trace_an': -604708}
    • id: 7102349
      {'hecke_orbit_code': 206292648116, 'n': 60, 'trace_an': 0}
    • id: 7102350
      {'hecke_orbit_code': 206292648116, 'n': 61, 'trace_an': -5660396}
    • id: 7102351
      {'hecke_orbit_code': 206292648116, 'n': 62, 'trace_an': 0}
    • id: 7102352
      {'hecke_orbit_code': 206292648116, 'n': 63, 'trace_an': 0}
    • id: 7102353
      {'hecke_orbit_code': 206292648116, 'n': 64, 'trace_an': 0}
    • id: 7102354
      {'hecke_orbit_code': 206292648116, 'n': 65, 'trace_an': 757500}
    • id: 7102355
      {'hecke_orbit_code': 206292648116, 'n': 66, 'trace_an': 0}
    • id: 7102356
      {'hecke_orbit_code': 206292648116, 'n': 67, 'trace_an': 0}
    • id: 7102357
      {'hecke_orbit_code': 206292648116, 'n': 68, 'trace_an': 0}
    • id: 7102358
      {'hecke_orbit_code': 206292648116, 'n': 69, 'trace_an': 0}
    • id: 7102359
      {'hecke_orbit_code': 206292648116, 'n': 70, 'trace_an': 0}
    • id: 7102360
      {'hecke_orbit_code': 206292648116, 'n': 71, 'trace_an': 2015160}
    • id: 7102361
      {'hecke_orbit_code': 206292648116, 'n': 72, 'trace_an': 0}
    • id: 7102362
      {'hecke_orbit_code': 206292648116, 'n': 73, 'trace_an': 0}
    • id: 7102363
      {'hecke_orbit_code': 206292648116, 'n': 74, 'trace_an': 0}
    • id: 7102364
      {'hecke_orbit_code': 206292648116, 'n': 75, 'trace_an': 0}
    • id: 7102365
      {'hecke_orbit_code': 206292648116, 'n': 76, 'trace_an': 0}
    • id: 7102366
      {'hecke_orbit_code': 206292648116, 'n': 77, 'trace_an': 0}
    • id: 7102367
      {'hecke_orbit_code': 206292648116, 'n': 78, 'trace_an': 0}
    • id: 7102368
      {'hecke_orbit_code': 206292648116, 'n': 79, 'trace_an': -15035664}
    • id: 7102369
      {'hecke_orbit_code': 206292648116, 'n': 80, 'trace_an': 0}
    • id: 7102370
      {'hecke_orbit_code': 206292648116, 'n': 81, 'trace_an': 0}
    • id: 7102371
      {'hecke_orbit_code': 206292648116, 'n': 82, 'trace_an': 0}
    • id: 7102372
      {'hecke_orbit_code': 206292648116, 'n': 83, 'trace_an': 0}
    • id: 7102373
      {'hecke_orbit_code': 206292648116, 'n': 84, 'trace_an': 0}
    • id: 7102374
      {'hecke_orbit_code': 206292648116, 'n': 85, 'trace_an': -5145500}
    • id: 7102375
      {'hecke_orbit_code': 206292648116, 'n': 86, 'trace_an': 0}
    • id: 7102376
      {'hecke_orbit_code': 206292648116, 'n': 87, 'trace_an': 0}
    • id: 7102377
      {'hecke_orbit_code': 206292648116, 'n': 88, 'trace_an': 0}
    • id: 7102378
      {'hecke_orbit_code': 206292648116, 'n': 89, 'trace_an': -15300500}
    • id: 7102379
      {'hecke_orbit_code': 206292648116, 'n': 90, 'trace_an': 0}
    • id: 7102380
      {'hecke_orbit_code': 206292648116, 'n': 91, 'trace_an': -4375320}
    • id: 7102381
      {'hecke_orbit_code': 206292648116, 'n': 92, 'trace_an': 0}
    • id: 7102382
      {'hecke_orbit_code': 206292648116, 'n': 93, 'trace_an': 0}
    • id: 7102383
      {'hecke_orbit_code': 206292648116, 'n': 94, 'trace_an': 0}
    • id: 7102384
      {'hecke_orbit_code': 206292648116, 'n': 95, 'trace_an': -12660000}
    • id: 7102385
      {'hecke_orbit_code': 206292648116, 'n': 96, 'trace_an': 0}
    • id: 7102386
      {'hecke_orbit_code': 206292648116, 'n': 97, 'trace_an': 0}
    • id: 7102387
      {'hecke_orbit_code': 206292648116, 'n': 98, 'trace_an': 0}
    • id: 7102388
      {'hecke_orbit_code': 206292648116, 'n': 99, 'trace_an': 0}
    • id: 7102389
      {'hecke_orbit_code': 206292648116, 'n': 100, 'trace_an': 0}