Formats: - HTML - YAML - JSON - 2026-09-09T16:33:39.164496
  • mf_newforms • Show schema
    {'Nk2': 19200, 'analytic_conductor': 93.71550764523653, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, -1]], 'atkin_lehner_string': '---', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [300, 1, [151, 101, 277], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[7, [-722, 1]], [11, [3994, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998271070508, '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': False, 'label': '300.8.a.f', 'level': 300, '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': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}+722q^{7}+3^{6}q^{9}-3994q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '300.8.a', 'trace_display': [0, 27, 0, 722], 'trace_hash': 1820766629281139777, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.004', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '1.982', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.908', 'prec': 14}], 'trace_zratio': 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  • mf_hecke_cc • Show schema
    {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.5773502691896257, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.7955986866258369, 0.0], [0.0, 0.0], [0.3333333333333333, 0.0], [0.0, 0.0], [-0.9047605636691118, 0.0], [0.0, 0.0], [-0.3825083283027866, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.0160529685523723, 0.0], [0.0, 0.0], [-0.8468882317542825, 0.0], [0.0, 0.0], [0.45933911589033966, 0.0], [0.0, 0.0], [-1.1422620798662075, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.19245008972987526, 0.0], [0.0, 0.0], [-1.1623679981738262, 0.0], [0.0, 0.0], [-0.7462262382486687, 0.0], [0.0, 0.0], [-0.5223637549865193, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.0966402034362812, 0.0], [0.0, 0.0], [-0.22084128631288757, 0.0], [0.0, 0.0], [0.8985299371989519, 0.0], [0.0, 0.0], [-0.8494132198288785, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.23944657957263, 0.0], [0.0, 0.0], [-0.3670227298392434, 0.0], [0.0, 0.0], [0.5866184549046305, 0.0], [0.0, 0.0], [1.1435497379223645, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.48895114857686117, 0.0], [0.0, 0.0], [-0.19166096821338122, 0.0], [0.0, 0.0], [-1.5964760112622745, 0.0], [0.0, 0.0], [0.2651995622086123, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.5196986378836583, 0.0], [0.0, 0.0], [-0.6594853192958567, 0.0], [0.0, 0.0], [-0.3340991093213013, 0.0], [0.0, 0.0], [-0.7234680130408558, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.7198263161659973, 0.0], [0.0, 0.0], [1.7155279449281886, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [0.0, 0.0], [1.0173539196250398, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.671093476643065, 0.0], [0.0, 0.0], [-1.1502986346234594, 0.0], [0.0, 0.0], [-0.30432312362114144, 0.0], [0.0, 0.0], [-0.4308339195292307, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.1187209632802138, 0.0], [0.0, 0.0], [-0.30158685455637063, 0.0], [0.0, 0.0]], 'angles': [None, None, None, -0.18488700917573897, -0.3247125089547416, -0.2806277356436113, -0.16518759989813636, -0.3195895019238996, -0.3467475953419165, -0.34870517218059005, -0.3108548333263307, -0.157633774744404, -0.17584295868458963, -0.3198113727551131, -0.26910036978271845, -0.1531275396446999, -0.2652753364969124, -0.39711714492676314, -0.38736365550053353, -0.2767119944852471, -0.3089075709676329, -0.0859265519279175, -0.16506738105409022, -0.34752802680021433, -0.15552338245085406, -0.15815117677610355, -0.3314534610890393, -0.33219851449584015, -0.1786979277465172, -0.44719114924921183, -0.40699907071264413, -0.20153565581757796, -0.3752042497695693, -0.24702762961670668, -0.2670577115887372, -0.3577675452053843, -0.3733163976094396, -0.19022344971805932, -0.4132444841592847, -0.31965962150385135, -0.2514460507989569, -0.16098513423814623, -0.1922749930875073, -0.2390060148074213, -0.23130144319658918, -0.3550423567947966, -0.12222633250166151, -0.37209224653180456, -0.14624582478529088, -0.28459521432589185, -0.17884722725201901, -0.23642323391766373, -0.2810816820771964, -0.17635824156814053, -0.36757174789249053, -0.19525201275507004, -0.21085889560110327, -0.3812967077177096, -0.25547663912654206, -0.1898412194731663, -0.26670391065883764, -0.21497272222166122, -0.05417646388920352, -0.05624477053734796, -0.14765164295904423, -0.13512510108330206, -0.35193627474691663, -0.12891621240005074, -0.19659402889816532, -0.38746832359502664, -0.23050834946913867, -0.3551711938635956, -0.23712252592875674, -0.26332071831589643, -0.18182017402950104, -0.1952541595005949, -0.12838354105462635, -0.15412748223834943, -0.16346019496785544, -0.3027259700217077, -0.24359483194366233, -0.12838670318560405, -0.2690936150756422, -0.07071997174180673, -0.22660727111315612, -0.23485785945320892, -0.06824177570283294, -0.4165671284345271, -0.03457946990213964, -0.3008295871020272, -0.2905180287653008, -0.14120954962538934, -0.24912639281511006, -0.10879702806574264, -0.3948844382926969, -0.3844815722350071, -0.31869768015025235, -0.29260000013954574, -0.32438931109516167, -0.18159725164140808], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998271070508, 'label': '300.8.a.f.1.1', 'level': 300, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [0, 0, 0, 0, 5, 6, 6, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6, 3, 3, 3, 3], 'ALdims_old': [51, 48, 48, 51, 46, 45, 45, 46], 'Nk2': 19200, 'analytic_conductor': 93.71550764523653, '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': [300, 1, [151, 101, 277], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 402, 'dim': 22, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 134218028, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3], 'label': '300.8.a', 'level': 300, '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': 438, 'mf_new_dim': 22, 'num_forms': 14, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 480, 'trace_bound': 11, 'trace_display': [0, 0, 0, 840], 'traces': [22, 0, 0, 0, 0, 0, 840, 0, 16038, 0, 5572, 0, 11700, 0, 0, 0, 8220, 0, -58510, 0, 28998, 0, 86160, 0, 0, 0, 0, 0, -231108, 0, -292042, 0, 272160, 0, 0, 0, 5700, 0, -155790, 0, -1301600, 0, 2095920, 0, 0, 0, -1736400, 0, 2468112, 0, -818532, 0, 3320700, 0, 0, 0, -320760, 0, 686252, 0, -1936066, 0, 612360, 0, 0, 0, -2282880, 0, -1040148, 0, -2087760, 0, -304620, 0, 0, 0, -2270400, 0, 1837424, 0, 11691702, 0, -1929840, 0, 0, 0, 3314520, 0, 10635760, 0, 13246510, 0, -5336280, 0, 0, 0, 14536500, 0, 4061988, 0, 46818296, 0, -12088680, 0, 0, 0, 9144480, 0, -21872926, 0, 2624724, 0, -41152740, 0, 0, 0, 8529300, 0, -15496372, 0, 51573910, 0, -6356880, 0, 0, 0, -77160, 0, -16522218, 0, 90504144, 0, -57610560, 0, 0, 0, 4453020, 0, 157240568, 0, 24924132, 0, 35637600, 0, 0, 0, -21228480, 0, 64496564, 0, 107121890, 0, 5992380, 0, 0, 0, 62164260, 0, -22580856, 0, 61701692, 0, 139848240, 0, 0, 0, -203487360, 0, 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0, 2420790300, 0, 13487014612, 0, 5824040380, 0, -4395539520, 0, 0, 0, 12672089640, 0, -8369067150, 0, 2450759688, 0, -30596760, 0, 0, 0, -16390054080, 0, -8597097838, 0, 2744933184, 0, 4414020240, 0, 0, 0, 10076529600, 0, 6479352036, 0, 13210553596, 0, -233834040, 0, 0, 0, 6403285440, 0, -11450801412, 0, -9094993996, 0, 1453983120, 0, 0, 0, -10774038000, 0, 10491582574, 0, 500277708, 0, 10171233000, 0, 0, 0, 8013712320, 0, 20973287712, 0, 4564215986, 0, -3677017680, 0, 0, 0, 2213832720, 0, -1411392114, 0, 18492274740, 0, 3743226720, 0, 0, 0, -15662369700, 0, 9352898590, 0, -3079895832, 0, 19057315920, 0, 0, 0, 446410440, 0, 1444511428, 0, -17526567790, 0, -288314640, 0, 0, 0, 1794973140, 0, 2503722798, 0, -16071900388, 0, -2855610720, 0, 0, 0, -24919892640, 0, -20429073890, 0, 7965882252, 0, 2761750140, 0, 0, 0, 12824188920, 0, 13375463688, 0, 1019963966, 0, -1664219520, 0, 0, 0, 3048148920, 0, -4974842772, 0, -930070260, 0, 1015953060, 0, 0, 0, -8418233700, 0, -18505424038, 0, 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-19164768480, 0, 0, 0, -27846521520, 0, 34130537784, 0, 31130119956, 0, 49763289600, 0, 0, 0, 84817386240, 0, -180677840206, 0, -54818731206, 0, 31059439200, 0, 0, 0, -8812647720, 0, 74838148644, 0, -104984670060, 0, 40635587520, 0, 0, 0, -46940863740, 0, 21713805918, 0, 139660728460, 0, -70663309920, 0, 0, 0, 106542346560, 0, 91033262620, 0, 77315367888, 0, -67011579780, 0, 0, 0, -82774509120, 0, 62645869284, 0, 59691533520, 0, 6666325920, 0, 0, 0, -17058523560, 0, -26163043740, 0, -196304464044, 0, 16261297920, 0, 0, 0, 134588886300, 0, 218919741360, 0, -15945363054, 0, -94241448960, 0, 0, 0, -50363674560, 0, -133378260772, 0, 208327997726, 0, 58529397960, 0, 0, 0, -58434696300, 0, 1913423796, 0], 'weight': 8, 'weight_parity': 1}
  • mf_twists_cc • Show schema
    • id: 45081799
      {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998271070508, 'source_is_minimal': False, 'source_label': '300.8.a.f.1.1', 'source_level': 300, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998271070508, 'target_is_minimal': False, 'target_label': '300.8.a.f.1.1', 'target_level': 300, 'twist_class_label': '60.8.d.a.49.1', 'twist_class_level': 60, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
    • id: 45081800
      {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998271070508, 'source_is_minimal': False, 'source_label': '300.8.a.f.1.1', 'source_level': 300, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206292647996, 'target_is_minimal': True, 'target_label': '60.8.d.a.49.1', 'target_level': 60, 'twist_class_label': '60.8.d.a.49.1', 'twist_class_level': 60, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 8}
    • id: 45081801
      {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998271070508, 'source_is_minimal': False, 'source_label': '300.8.a.f.1.1', 'source_level': 300, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206292647996, 'target_is_minimal': True, 'target_label': '60.8.d.a.49.2', 'target_level': 60, 'twist_class_label': '60.8.d.a.49.1', 'twist_class_level': 60, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 8}
    • id: 45081802
      {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998271070508, 'source_is_minimal': False, 'source_label': '300.8.a.f.1.1', 'source_level': 300, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599761588524, 'target_is_minimal': False, 'target_label': '300.8.a.b.1.1', 'target_level': 300, 'twist_class_label': '60.8.d.a.49.1', 'twist_class_level': 60, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 8}
    • id: 45081803
      {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998271070508, 'source_is_minimal': False, 'source_label': '300.8.a.f.1.1', 'source_level': 300, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206292648116, 'target_is_minimal': False, 'target_label': '180.8.d.a.109.1', 'target_level': 180, 'twist_class_label': '60.8.d.a.49.1', 'twist_class_level': 60, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 8}
    • id: 45081804
      {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998271070508, 'source_is_minimal': False, 'source_label': '300.8.a.f.1.1', 'source_level': 300, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206292648116, 'target_is_minimal': False, 'target_label': '180.8.d.a.109.2', 'target_level': 180, 'twist_class_label': '60.8.d.a.49.1', 'twist_class_level': 60, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 8}
    • id: 45081805
      {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998271070508, 'source_is_minimal': False, 'source_label': '300.8.a.f.1.1', 'source_level': 300, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503943358972144, 'target_is_minimal': False, 'target_label': '240.8.f.b.49.1', 'target_level': 240, 'twist_class_label': '60.8.d.a.49.1', 'twist_class_level': 60, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 8}
    • id: 45081806
      {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998271070508, 'source_is_minimal': False, 'source_label': '300.8.a.f.1.1', 'source_level': 300, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503943358972144, 'target_is_minimal': False, 'target_label': '240.8.f.b.49.2', 'target_level': 240, 'twist_class_label': '60.8.d.a.49.1', 'twist_class_level': 60, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 623275
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 2}
    • id: 623276
      {'charpoly_factorization': [[[-27, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 3}
    • id: 623277
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 5}
    • id: 623278
      {'charpoly_factorization': [[[-722, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 7}
    • id: 623279
      {'charpoly_factorization': [[[3994, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 11}
    • id: 623280
      {'charpoly_factorization': [[[3030, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 13}
    • id: 623281
      {'charpoly_factorization': [[[-20582, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 17}
    • id: 623282
      {'charpoly_factorization': [[[25320, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 19}
    • id: 623283
      {'charpoly_factorization': [[[66652, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 23}
    • id: 623284
      {'charpoly_factorization': [[[152664, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 29}
    • id: 623285
      {'charpoly_factorization': [[[123776, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 31}
    • id: 623286
      {'charpoly_factorization': [[[-337886, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 37}
    • id: 623287
      {'charpoly_factorization': [[[-396530, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 41}
    • id: 623288
      {'charpoly_factorization': [[[442852, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 43}
    • id: 623289
      {'charpoly_factorization': [[[170432, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 47}
    • id: 623290
      {'charpoly_factorization': [[[-1239426, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 53}
    • id: 623291
      {'charpoly_factorization': [[[302354, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 59}
    • id: 623292
      {'charpoly_factorization': [[[2830198, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 61}
    • id: 623293
      {'charpoly_factorization': [[[3741272, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 67}
    • id: 623294
      {'charpoly_factorization': [[[1007580, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 71}
    • id: 623295
      {'charpoly_factorization': [[[2404636, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 73}
    • id: 623296
      {'charpoly_factorization': [[[-7517832, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 79}
    • id: 623297
      {'charpoly_factorization': [[[-5299628, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 83}
    • id: 623298
      {'charpoly_factorization': [[[7650250, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 89}
    • id: 623299
      {'charpoly_factorization': [[[-10055944, 1], 1]], 'hecke_orbit_code': 22517998271070508, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '300.8.a.f', 'level': 300, '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: 43847851
      {'hecke_orbit_code': 22517998271070508, 'n': 1, 'trace_an': 1}
    • id: 43847852
      {'hecke_orbit_code': 22517998271070508, 'n': 2, 'trace_an': 0}
    • id: 43847853
      {'hecke_orbit_code': 22517998271070508, 'n': 3, 'trace_an': 27}
    • id: 43847854
      {'hecke_orbit_code': 22517998271070508, 'n': 4, 'trace_an': 0}
    • id: 43847855
      {'hecke_orbit_code': 22517998271070508, 'n': 5, 'trace_an': 0}
    • id: 43847856
      {'hecke_orbit_code': 22517998271070508, 'n': 6, 'trace_an': 0}
    • id: 43847857
      {'hecke_orbit_code': 22517998271070508, 'n': 7, 'trace_an': 722}
    • id: 43847858
      {'hecke_orbit_code': 22517998271070508, 'n': 8, 'trace_an': 0}
    • id: 43847859
      {'hecke_orbit_code': 22517998271070508, 'n': 9, 'trace_an': 729}
    • id: 43847860
      {'hecke_orbit_code': 22517998271070508, 'n': 10, 'trace_an': 0}
    • id: 43847861
      {'hecke_orbit_code': 22517998271070508, 'n': 11, 'trace_an': -3994}
    • id: 43847862
      {'hecke_orbit_code': 22517998271070508, 'n': 12, 'trace_an': 0}
    • id: 43847863
      {'hecke_orbit_code': 22517998271070508, 'n': 13, 'trace_an': -3030}
    • id: 43847864
      {'hecke_orbit_code': 22517998271070508, 'n': 14, 'trace_an': 0}
    • id: 43847865
      {'hecke_orbit_code': 22517998271070508, 'n': 15, 'trace_an': 0}
    • id: 43847866
      {'hecke_orbit_code': 22517998271070508, 'n': 16, 'trace_an': 0}
    • id: 43847867
      {'hecke_orbit_code': 22517998271070508, 'n': 17, 'trace_an': 20582}
    • id: 43847868
      {'hecke_orbit_code': 22517998271070508, 'n': 18, 'trace_an': 0}
    • id: 43847869
      {'hecke_orbit_code': 22517998271070508, 'n': 19, 'trace_an': -25320}
    • id: 43847870
      {'hecke_orbit_code': 22517998271070508, 'n': 20, 'trace_an': 0}
    • id: 43847871
      {'hecke_orbit_code': 22517998271070508, 'n': 21, 'trace_an': 19494}
    • id: 43847872
      {'hecke_orbit_code': 22517998271070508, 'n': 22, 'trace_an': 0}
    • id: 43847873
      {'hecke_orbit_code': 22517998271070508, 'n': 23, 'trace_an': -66652}
    • id: 43847874
      {'hecke_orbit_code': 22517998271070508, 'n': 24, 'trace_an': 0}
    • id: 43847875
      {'hecke_orbit_code': 22517998271070508, 'n': 25, 'trace_an': 0}
    • id: 43847876
      {'hecke_orbit_code': 22517998271070508, 'n': 26, 'trace_an': 0}
    • id: 43847877
      {'hecke_orbit_code': 22517998271070508, 'n': 27, 'trace_an': 19683}
    • id: 43847878
      {'hecke_orbit_code': 22517998271070508, 'n': 28, 'trace_an': 0}
    • id: 43847879
      {'hecke_orbit_code': 22517998271070508, 'n': 29, 'trace_an': -152664}
    • id: 43847880
      {'hecke_orbit_code': 22517998271070508, 'n': 30, 'trace_an': 0}
    • id: 43847881
      {'hecke_orbit_code': 22517998271070508, 'n': 31, 'trace_an': -123776}
    • id: 43847882
      {'hecke_orbit_code': 22517998271070508, 'n': 32, 'trace_an': 0}
    • id: 43847883
      {'hecke_orbit_code': 22517998271070508, 'n': 33, 'trace_an': -107838}
    • id: 43847884
      {'hecke_orbit_code': 22517998271070508, 'n': 34, 'trace_an': 0}
    • id: 43847885
      {'hecke_orbit_code': 22517998271070508, 'n': 35, 'trace_an': 0}
    • id: 43847886
      {'hecke_orbit_code': 22517998271070508, 'n': 36, 'trace_an': 0}
    • id: 43847887
      {'hecke_orbit_code': 22517998271070508, 'n': 37, 'trace_an': 337886}
    • id: 43847888
      {'hecke_orbit_code': 22517998271070508, 'n': 38, 'trace_an': 0}
    • id: 43847889
      {'hecke_orbit_code': 22517998271070508, 'n': 39, 'trace_an': -81810}
    • id: 43847890
      {'hecke_orbit_code': 22517998271070508, 'n': 40, 'trace_an': 0}
    • id: 43847891
      {'hecke_orbit_code': 22517998271070508, 'n': 41, 'trace_an': 396530}
    • id: 43847892
      {'hecke_orbit_code': 22517998271070508, 'n': 42, 'trace_an': 0}
    • id: 43847893
      {'hecke_orbit_code': 22517998271070508, 'n': 43, 'trace_an': -442852}
    • id: 43847894
      {'hecke_orbit_code': 22517998271070508, 'n': 44, 'trace_an': 0}
    • id: 43847895
      {'hecke_orbit_code': 22517998271070508, 'n': 45, 'trace_an': 0}
    • id: 43847896
      {'hecke_orbit_code': 22517998271070508, 'n': 46, 'trace_an': 0}
    • id: 43847897
      {'hecke_orbit_code': 22517998271070508, 'n': 47, 'trace_an': -170432}
    • id: 43847898
      {'hecke_orbit_code': 22517998271070508, 'n': 48, 'trace_an': 0}
    • id: 43847899
      {'hecke_orbit_code': 22517998271070508, 'n': 49, 'trace_an': -302259}
    • id: 43847900
      {'hecke_orbit_code': 22517998271070508, 'n': 50, 'trace_an': 0}
    • id: 43847901
      {'hecke_orbit_code': 22517998271070508, 'n': 51, 'trace_an': 555714}
    • id: 43847902
      {'hecke_orbit_code': 22517998271070508, 'n': 52, 'trace_an': 0}
    • id: 43847903
      {'hecke_orbit_code': 22517998271070508, 'n': 53, 'trace_an': 1239426}
    • id: 43847904
      {'hecke_orbit_code': 22517998271070508, 'n': 54, 'trace_an': 0}
    • id: 43847905
      {'hecke_orbit_code': 22517998271070508, 'n': 55, 'trace_an': 0}
    • id: 43847906
      {'hecke_orbit_code': 22517998271070508, 'n': 56, 'trace_an': 0}
    • id: 43847907
      {'hecke_orbit_code': 22517998271070508, 'n': 57, 'trace_an': -683640}
    • id: 43847908
      {'hecke_orbit_code': 22517998271070508, 'n': 58, 'trace_an': 0}
    • id: 43847909
      {'hecke_orbit_code': 22517998271070508, 'n': 59, 'trace_an': -302354}
    • id: 43847910
      {'hecke_orbit_code': 22517998271070508, 'n': 60, 'trace_an': 0}
    • id: 43847911
      {'hecke_orbit_code': 22517998271070508, 'n': 61, 'trace_an': -2830198}
    • id: 43847912
      {'hecke_orbit_code': 22517998271070508, 'n': 62, 'trace_an': 0}
    • id: 43847913
      {'hecke_orbit_code': 22517998271070508, 'n': 63, 'trace_an': 526338}
    • id: 43847914
      {'hecke_orbit_code': 22517998271070508, 'n': 64, 'trace_an': 0}
    • id: 43847915
      {'hecke_orbit_code': 22517998271070508, 'n': 65, 'trace_an': 0}
    • id: 43847916
      {'hecke_orbit_code': 22517998271070508, 'n': 66, 'trace_an': 0}
    • id: 43847917
      {'hecke_orbit_code': 22517998271070508, 'n': 67, 'trace_an': -3741272}
    • id: 43847918
      {'hecke_orbit_code': 22517998271070508, 'n': 68, 'trace_an': 0}
    • id: 43847919
      {'hecke_orbit_code': 22517998271070508, 'n': 69, 'trace_an': -1799604}
    • id: 43847920
      {'hecke_orbit_code': 22517998271070508, 'n': 70, 'trace_an': 0}
    • id: 43847921
      {'hecke_orbit_code': 22517998271070508, 'n': 71, 'trace_an': -1007580}
    • id: 43847922
      {'hecke_orbit_code': 22517998271070508, 'n': 72, 'trace_an': 0}
    • id: 43847923
      {'hecke_orbit_code': 22517998271070508, 'n': 73, 'trace_an': -2404636}
    • id: 43847924
      {'hecke_orbit_code': 22517998271070508, 'n': 74, 'trace_an': 0}
    • id: 43847925
      {'hecke_orbit_code': 22517998271070508, 'n': 75, 'trace_an': 0}
    • id: 43847926
      {'hecke_orbit_code': 22517998271070508, 'n': 76, 'trace_an': 0}
    • id: 43847927
      {'hecke_orbit_code': 22517998271070508, 'n': 77, 'trace_an': -2883668}
    • id: 43847928
      {'hecke_orbit_code': 22517998271070508, 'n': 78, 'trace_an': 0}
    • id: 43847929
      {'hecke_orbit_code': 22517998271070508, 'n': 79, 'trace_an': 7517832}
    • id: 43847930
      {'hecke_orbit_code': 22517998271070508, 'n': 80, 'trace_an': 0}
    • id: 43847931
      {'hecke_orbit_code': 22517998271070508, 'n': 81, 'trace_an': 531441}
    • id: 43847932
      {'hecke_orbit_code': 22517998271070508, 'n': 82, 'trace_an': 0}
    • id: 43847933
      {'hecke_orbit_code': 22517998271070508, 'n': 83, 'trace_an': 5299628}
    • id: 43847934
      {'hecke_orbit_code': 22517998271070508, 'n': 84, 'trace_an': 0}
    • id: 43847935
      {'hecke_orbit_code': 22517998271070508, 'n': 85, 'trace_an': 0}
    • id: 43847936
      {'hecke_orbit_code': 22517998271070508, 'n': 86, 'trace_an': 0}
    • id: 43847937
      {'hecke_orbit_code': 22517998271070508, 'n': 87, 'trace_an': -4121928}
    • id: 43847938
      {'hecke_orbit_code': 22517998271070508, 'n': 88, 'trace_an': 0}
    • id: 43847939
      {'hecke_orbit_code': 22517998271070508, 'n': 89, 'trace_an': -7650250}
    • id: 43847940
      {'hecke_orbit_code': 22517998271070508, 'n': 90, 'trace_an': 0}
    • id: 43847941
      {'hecke_orbit_code': 22517998271070508, 'n': 91, 'trace_an': -2187660}
    • id: 43847942
      {'hecke_orbit_code': 22517998271070508, 'n': 92, 'trace_an': 0}
    • id: 43847943
      {'hecke_orbit_code': 22517998271070508, 'n': 93, 'trace_an': -3341952}
    • id: 43847944
      {'hecke_orbit_code': 22517998271070508, 'n': 94, 'trace_an': 0}
    • id: 43847945
      {'hecke_orbit_code': 22517998271070508, 'n': 95, 'trace_an': 0}
    • id: 43847946
      {'hecke_orbit_code': 22517998271070508, 'n': 96, 'trace_an': 0}
    • id: 43847947
      {'hecke_orbit_code': 22517998271070508, 'n': 97, 'trace_an': 10055944}
    • id: 43847948
      {'hecke_orbit_code': 22517998271070508, 'n': 98, 'trace_an': 0}
    • id: 43847949
      {'hecke_orbit_code': 22517998271070508, 'n': 99, 'trace_an': -2911626}
    • id: 43847950
      {'hecke_orbit_code': 22517998271070508, 'n': 100, 'trace_an': 0}