Formats: - HTML - YAML - JSON - 2026-10-24T18:21:26.567324
  • mf_newforms • Show schema
    {'Nk2': 35000, 'analytic_conductor': 180.2625426573556, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [350, 2, [127, 101], [1, 2]], 'cm_discs': [], 'conrey_index': 99, 'dim': 4, 'field_disc': 4682896, 'field_disc_factorization': [[2, 4], [541, 2]], 'field_poly': [18225, 0, 271, 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': [[3, [61074225, 0, 18994, 0, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525334998319454, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 64, 'hecke_ring_index_factorization': [[2, 6]], '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': '350.10.c.h', 'level': 350, '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, 7], 'level_radical': 70, 'minimal_twist': '70.10.a.c', 'nf_label': '4.0.4682896.1', 'prim_orbit_index': 2, 'qexp_display': 'q+2^{4}\\beta _{1}q^{2}+(29\\beta _{1}+\\beta _{2})q^{3}-2^{8}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '350.10.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1281181849465240884, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '4.200', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.291', 'prec': 10}, {'__RealLiteral__': 0, 'data': '85.882', 'prec': 17}, {'__RealLiteral__': 0, 'data': '34.496', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2460.248', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 10}, 'traces': [4, 0, 0, -1024, 0, -1856, 0, 0, 40744, 0, -86292, 0, 0, 153664, 0, 262144, 0, 0, 872296, 0, 278516, 0, 0, 475136, 0, 2679616, 0, 0, 152580, 0, 7785008, 0, 0, 495168, 0, -10430464, 0, 0, 54196004, 0, -44272464, 0, 0, 22090752, 0, -24278400, 0, 0, -23059204, 0, -60698604, 0, 0, -23305792, 0, -39337984, 0, 0, 223001808, 0, -309689872, 0, 0, -67108864, 0, -82944960, 0, 0, -342636600, 0, -326224512, 0, 0, -53074816, 0, -223307776, 0, 0, -1423414100, 0, -216224284, 0, 0, -71300096, 0, 1098028672, 0, 0, -1066806048, 0, -402109876, 0, 0, -1942756800, 0, -121634816, 0, 0, -1324788936, 0, -627437352, 0, 0, -685981696, 0, 3564155904, 0, 0, 1587091084, 0, 5064474472, 0, 0, -4172390528, 0, -39060480, 0, 0, -74306148, 0, -5863804232, 0, 0, -1992962048, 0, 1565221504, 0, 0, 3127263752, 0, -7491865656, 0, 0, -9823189504, 0, -126763008, 0, 0, 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  • mf_hecke_nf • Show schema
    {'an': [[1, 0, 0, 0], [0, 16, 0, 0], [0, 29, 1, 0], [-256, 0, 0, 0], [0, 0, 0, 0], [-464, 0, 0, -16], [0, -2401, 0, 0], [0, -4096, 0, 0], [10186, 0, 0, -58], [0, 0, 0, 0], [-21573, 0, 0, 222], [0, -7424, -256, 0], [0, -41869, -1425, 0], [38416, 0, 0, 0], [0, 0, 0, 0], [65536, 0, 0, 0], [0, -7737, 1779, 0], [0, 162976, -928, 0], [218074, 0, 0, 6801], [0, 0, 0, 0], [69629, 0, 0, 2401], [0, -345168, 3552, 0], [0, 379350, 8625, 0], [118784, 0, 0, 4096], [0, 0, 0, 0], [669904, 0, 0, 22800], [0, 364153, 28187, 0], [0, 614656, 0, 0], [38145, 0, 0, -34926], [0, 0, 0, 0], [1946252, 0, 0, -27729], [0, 1048576, 0, 0], [0, 1296015, -15135, 0], [123792, 0, 0, -28464], [0, 0, 0, 0], [-2607616, 0, 0, 14848], [0, 829294, -149049, 0], [0, 3489184, 108816, 0], [13549001, 0, 0, 83194], [0, 0, 0, 0], [-11068116, 0, 0, -200427], [0, 1114064, 38416, 0], [0, -17156698, -32841, 0], [5522688, 0, 0, -56832], [0, 0, 0, 0], [-6069600, 0, 0, -138000], [0, 30355575, -144717, 0], [0, 1900544, 65536, 0], 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7501437726090, -45363190296, 0], [13441515394780, 0, 0, 56847739251], [-11365954973478, 0, 0, -110481886971], [0, -13036198676470, 9191200176, 0], [0, 341571131082, -14135152596, 0], [16535350865572, 0, 0, -35134458264], [0, 18401166379704, -80768780427, 0], [0, -6746842696142, -50067832959, 0], [26471394525984, 0, 0, 13131664548], [0, -13434138807664, -109749236199, 0], [0, 13405671152880, 153082861824, 0], [0, 15806501549482, -208226938989, 0], [13645356973704, 0, 0, -17456998554], [13122256062175, 0, 0, -139862651814], [10079680153248, 0, 0, 184175477574], [0, -3313672783661, -121606884279, 0], [18391556201364, 0, 0, -127150455117], [0, 5276767529520, -163081080021, 0], [0, 22081997483160, 94767637299, 0], [0, 13678904481562, 99990233274, 0], [18101648936760, 0, 0, 33252356331], [0, -2615895136962, 311797029837, 0], [0, -94384970325, -334617458259, 0], [-5284216000528, 0, 0, 532882022328], [0, 4735502632555, 497275661133, 0]], 'char_orbit_index': 3, 'field_poly': [18225, 0, 271, 0, 1], 'hecke_orbit_code': 31525334998319454, 'hecke_ring_character_values': [[127, [-1, 0, 0, 0]], [101, [1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 135, 135, 1], 'hecke_ring_inverse_denominators': [1, 8, 8, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, -4, 1, 0], [-1084, 0, 0, 1], [0, 203, -17, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 136, 0, 1], [0, 1624, 0, 4], [1084, 0, 8, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '350.10.c.h', 'level': 350, 'maxp': 997, 'weight': 10}
  • mf_newspaces • Show schema
    {'Nk2': 35000, 'analytic_conductor': 180.2625426573556, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [350, 2, [127, 101], [1, 2]], 'conrey_index': 99, 'cusp_dim': 528, 'dim': 80, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137606725982, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 6, 6, 8, 8, 10, 10], 'label': '350.10.c', 'level': 350, '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, 7], 'level_radical': 70, 'mf_dim': 552, 'mf_new_dim': 80, 'num_forms': 16, 'prim_orbit_index': 2, 'relative_dim': 80, 'sturm_bound': 600, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [80, 0, 0, -20480, 0, 0, 0, 0, -582540, 0, -120212, 0, 0, 153664, 0, 5242880, 0, 0, 1799136, 0, -701092, 0, 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-29214602220544, 0, 0, 253820456956448, 0, -10371661011936, 0, 0, 78240268834880, 0, -121078256910336, 0, 0, 374842448939368, 0, -40185146397916, 0, 0, -37466001375232, 0, -59128630642176, 0, 0, -222244815359760, 0, 295050177748496, 0, 0, -17310903791104, 0, 53234302203904, 0, 0, 113506926566880, 0, -158295741708192, 0, 0, 59208619570176, 0, -94844462117888, 0, 0, -289585278390812, 0, -205633030959936, 0, 0, 251486130742912, 0, 16127000051712, 0, 0, -546622617661860, 0, -455879125899944, 0, 0, -60386193195008, 0, -241521112908672, 0, 0, 569204961176808, 0, 221260743824696, 0, 0, 74267554364416, 0, 92583454362624, 0, 0, 535422490733456, 0], 'weight': 10, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 267896
      {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '350.10.c.h', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '70.10.a.c', 'target_level': 70, 'twist_class_label': '70.10.a.c', 'twist_class_level': 70, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
    • id: 267897
      {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '350.10.c.h', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '350.10.a.i', 'target_level': 350, 'twist_class_label': '70.10.a.c', 'twist_class_level': 70, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
    • id: 267898
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '350.10.c.h', 'source_level': 350, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '350.10.c.h', 'target_level': 350, 'twist_class_label': '70.10.a.c', 'twist_class_level': 70, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
    • id: 267899
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '350.10.c.h', 'source_level': 350, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '350.10.c.h', 'target_level': 350, 'twist_class_label': '70.10.a.c', 'twist_class_level': 70, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 10}
  • mf_hecke_charpolys • Show schema
    • id: 757875
      {'charpoly_factorization': [[[256, 0, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 2}
    • id: 757876
      {'charpoly_factorization': [[[61074225, 0, 18994, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 3}
    • id: 757877
      {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 31525334998319454, 'p': 5}
    • id: 757878
      {'charpoly_factorization': [[[5764801, 0, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 7}
    • id: 757879
      {'charpoly_factorization': [[[38792025, 43146, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 11}
    • id: 757880
      {'charpoly_factorization': [[[250401407806576231921, 0, 38660206322, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 13}
    • id: 757881
      {'charpoly_factorization': [[[747202363151096385729, 0, 54909449730, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 17}
    • id: 757882
      {'charpoly_factorization': [[[-352814900780, -436148, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 19}
    • id: 757883
      {'charpoly_factorization': [[[250018827854474756250000, 0, 1575663345000, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 23}
    • id: 757884
      {'charpoly_factorization': [[[-10557354279231, -76290, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 29}
    • id: 757885
      {'charpoly_factorization': [[[-2867679401792, -3892504, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 31}
    • id: 757886
      {'charpoly_factorization': [[[36714600248774935513849824400, 0, 385972000466984, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 37}
    • id: 757887
      {'charpoly_factorization': [[[-225216831250368, 22136232, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 41}
    • id: 757888
      {'charpoly_factorization': [[[81234416384968470693878337424, 0, 607376106063080, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 43}
    • id: 757889
      {'charpoly_factorization': [[[547863824379230528973336558081, 0, 2205487257822018, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 47}
    • id: 757890
      {'charpoly_factorization': [[[4271892086227431924139891359744, 0, 8271764679490560, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 53}
    • id: 757891
      {'charpoly_factorization': [[[-2364016833409392, -111500904, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 59}
    • id: 757892
      {'charpoly_factorization': [[[1096879272687808, 154844936, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 61}
    • id: 757893
      {'charpoly_factorization': [[[179300270887307086453064517259264, 0, 67452839033360000, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 67}
    • id: 757894
      {'charpoly_factorization': [[[-35053118387481600, 163112256, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 71}
    • id: 757895
      {'charpoly_factorization': [[[464090365968828437815603529591056, 0, 77080974150442568, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 73}
    • id: 757896
      {'charpoly_factorization': [[[49283904444024121, 711707050, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 79}
    • id: 757897
      {'charpoly_factorization': [[[30404425549965896205736280041883904, 0, 496947223692600480, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 83}
    • id: 757898
      {'charpoly_factorization': [[[-293676855659583120, 533403024, 1], 2]], 'hecke_orbit_code': 31525334998319454, 'p': 89}
    • id: 757899
      {'charpoly_factorization': [[[25985391378503101259532392462871025, 0, 396367628402399474, 0, 1], 1]], 'hecke_orbit_code': 31525334998319454, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 3, 'hecke_orbit': 8, 'label': '350.10.c.h', 'level': 350, 'portrait': 'data:image/png;base64,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', 'weight': 10}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 49831645
      {'hecke_orbit_code': 31525334998319454, 'n': 1, 'trace_an': 4}
    • id: 49831646
      {'hecke_orbit_code': 31525334998319454, 'n': 2, 'trace_an': 0}
    • id: 49831647
      {'hecke_orbit_code': 31525334998319454, 'n': 3, 'trace_an': 0}
    • id: 49831648
      {'hecke_orbit_code': 31525334998319454, 'n': 4, 'trace_an': -1024}
    • id: 49831649
      {'hecke_orbit_code': 31525334998319454, 'n': 5, 'trace_an': 0}
    • id: 49831650
      {'hecke_orbit_code': 31525334998319454, 'n': 6, 'trace_an': -1856}
    • id: 49831651
      {'hecke_orbit_code': 31525334998319454, 'n': 7, 'trace_an': 0}
    • id: 49831652
      {'hecke_orbit_code': 31525334998319454, 'n': 8, 'trace_an': 0}
    • id: 49831653
      {'hecke_orbit_code': 31525334998319454, 'n': 9, 'trace_an': 40744}
    • id: 49831654
      {'hecke_orbit_code': 31525334998319454, 'n': 10, 'trace_an': 0}
    • id: 49831655
      {'hecke_orbit_code': 31525334998319454, 'n': 11, 'trace_an': -86292}
    • id: 49831656
      {'hecke_orbit_code': 31525334998319454, 'n': 12, 'trace_an': 0}
    • id: 49831657
      {'hecke_orbit_code': 31525334998319454, 'n': 13, 'trace_an': 0}
    • id: 49831658
      {'hecke_orbit_code': 31525334998319454, 'n': 14, 'trace_an': 153664}
    • id: 49831659
      {'hecke_orbit_code': 31525334998319454, 'n': 15, 'trace_an': 0}
    • id: 49831660
      {'hecke_orbit_code': 31525334998319454, 'n': 16, 'trace_an': 262144}
    • id: 49831661
      {'hecke_orbit_code': 31525334998319454, 'n': 17, 'trace_an': 0}
    • id: 49831662
      {'hecke_orbit_code': 31525334998319454, 'n': 18, 'trace_an': 0}
    • id: 49831663
      {'hecke_orbit_code': 31525334998319454, 'n': 19, 'trace_an': 872296}
    • id: 49831664
      {'hecke_orbit_code': 31525334998319454, 'n': 20, 'trace_an': 0}
    • id: 49831665
      {'hecke_orbit_code': 31525334998319454, 'n': 21, 'trace_an': 278516}
    • id: 49831666
      {'hecke_orbit_code': 31525334998319454, 'n': 22, 'trace_an': 0}
    • id: 49831667
      {'hecke_orbit_code': 31525334998319454, 'n': 23, 'trace_an': 0}
    • id: 49831668
      {'hecke_orbit_code': 31525334998319454, 'n': 24, 'trace_an': 475136}
    • id: 49831669
      {'hecke_orbit_code': 31525334998319454, 'n': 25, 'trace_an': 0}
    • id: 49831670
      {'hecke_orbit_code': 31525334998319454, 'n': 26, 'trace_an': 2679616}
    • id: 49831671
      {'hecke_orbit_code': 31525334998319454, 'n': 27, 'trace_an': 0}
    • id: 49831672
      {'hecke_orbit_code': 31525334998319454, 'n': 28, 'trace_an': 0}
    • id: 49831673
      {'hecke_orbit_code': 31525334998319454, 'n': 29, 'trace_an': 152580}
    • id: 49831674
      {'hecke_orbit_code': 31525334998319454, 'n': 30, 'trace_an': 0}
    • id: 49831675
      {'hecke_orbit_code': 31525334998319454, 'n': 31, 'trace_an': 7785008}
    • id: 49831676
      {'hecke_orbit_code': 31525334998319454, 'n': 32, 'trace_an': 0}
    • id: 49831677
      {'hecke_orbit_code': 31525334998319454, 'n': 33, 'trace_an': 0}
    • id: 49831678
      {'hecke_orbit_code': 31525334998319454, 'n': 34, 'trace_an': 495168}
    • id: 49831679
      {'hecke_orbit_code': 31525334998319454, 'n': 35, 'trace_an': 0}
    • id: 49831680
      {'hecke_orbit_code': 31525334998319454, 'n': 36, 'trace_an': -10430464}
    • id: 49831681
      {'hecke_orbit_code': 31525334998319454, 'n': 37, 'trace_an': 0}
    • id: 49831682
      {'hecke_orbit_code': 31525334998319454, 'n': 38, 'trace_an': 0}
    • id: 49831683
      {'hecke_orbit_code': 31525334998319454, 'n': 39, 'trace_an': 54196004}
    • id: 49831684
      {'hecke_orbit_code': 31525334998319454, 'n': 40, 'trace_an': 0}
    • id: 49831685
      {'hecke_orbit_code': 31525334998319454, 'n': 41, 'trace_an': -44272464}
    • id: 49831686
      {'hecke_orbit_code': 31525334998319454, 'n': 42, 'trace_an': 0}
    • id: 49831687
      {'hecke_orbit_code': 31525334998319454, 'n': 43, 'trace_an': 0}
    • id: 49831688
      {'hecke_orbit_code': 31525334998319454, 'n': 44, 'trace_an': 22090752}
    • id: 49831689
      {'hecke_orbit_code': 31525334998319454, 'n': 45, 'trace_an': 0}
    • id: 49831690
      {'hecke_orbit_code': 31525334998319454, 'n': 46, 'trace_an': -24278400}
    • id: 49831691
      {'hecke_orbit_code': 31525334998319454, 'n': 47, 'trace_an': 0}
    • id: 49831692
      {'hecke_orbit_code': 31525334998319454, 'n': 48, 'trace_an': 0}
    • id: 49831693
      {'hecke_orbit_code': 31525334998319454, 'n': 49, 'trace_an': -23059204}
    • id: 49831694
      {'hecke_orbit_code': 31525334998319454, 'n': 50, 'trace_an': 0}
    • id: 49831695
      {'hecke_orbit_code': 31525334998319454, 'n': 51, 'trace_an': -60698604}
    • id: 49831696
      {'hecke_orbit_code': 31525334998319454, 'n': 52, 'trace_an': 0}
    • id: 49831697
      {'hecke_orbit_code': 31525334998319454, 'n': 53, 'trace_an': 0}
    • id: 49831698
      {'hecke_orbit_code': 31525334998319454, 'n': 54, 'trace_an': -23305792}
    • id: 49831699
      {'hecke_orbit_code': 31525334998319454, 'n': 55, 'trace_an': 0}
    • id: 49831700
      {'hecke_orbit_code': 31525334998319454, 'n': 56, 'trace_an': -39337984}
    • id: 49831701
      {'hecke_orbit_code': 31525334998319454, 'n': 57, 'trace_an': 0}
    • id: 49831702
      {'hecke_orbit_code': 31525334998319454, 'n': 58, 'trace_an': 0}
    • id: 49831703
      {'hecke_orbit_code': 31525334998319454, 'n': 59, 'trace_an': 223001808}
    • id: 49831704
      {'hecke_orbit_code': 31525334998319454, 'n': 60, 'trace_an': 0}
    • id: 49831705
      {'hecke_orbit_code': 31525334998319454, 'n': 61, 'trace_an': -309689872}
    • id: 49831706
      {'hecke_orbit_code': 31525334998319454, 'n': 62, 'trace_an': 0}
    • id: 49831707
      {'hecke_orbit_code': 31525334998319454, 'n': 63, 'trace_an': 0}
    • id: 49831708
      {'hecke_orbit_code': 31525334998319454, 'n': 64, 'trace_an': -67108864}
    • id: 49831709
      {'hecke_orbit_code': 31525334998319454, 'n': 65, 'trace_an': 0}
    • id: 49831710
      {'hecke_orbit_code': 31525334998319454, 'n': 66, 'trace_an': -82944960}
    • id: 49831711
      {'hecke_orbit_code': 31525334998319454, 'n': 67, 'trace_an': 0}
    • id: 49831712
      {'hecke_orbit_code': 31525334998319454, 'n': 68, 'trace_an': 0}
    • id: 49831713
      {'hecke_orbit_code': 31525334998319454, 'n': 69, 'trace_an': -342636600}
    • id: 49831714
      {'hecke_orbit_code': 31525334998319454, 'n': 70, 'trace_an': 0}
    • id: 49831715
      {'hecke_orbit_code': 31525334998319454, 'n': 71, 'trace_an': -326224512}
    • id: 49831716
      {'hecke_orbit_code': 31525334998319454, 'n': 72, 'trace_an': 0}
    • id: 49831717
      {'hecke_orbit_code': 31525334998319454, 'n': 73, 'trace_an': 0}
    • id: 49831718
      {'hecke_orbit_code': 31525334998319454, 'n': 74, 'trace_an': -53074816}
    • id: 49831719
      {'hecke_orbit_code': 31525334998319454, 'n': 75, 'trace_an': 0}
    • id: 49831720
      {'hecke_orbit_code': 31525334998319454, 'n': 76, 'trace_an': -223307776}
    • id: 49831721
      {'hecke_orbit_code': 31525334998319454, 'n': 77, 'trace_an': 0}
    • id: 49831722
      {'hecke_orbit_code': 31525334998319454, 'n': 78, 'trace_an': 0}
    • id: 49831723
      {'hecke_orbit_code': 31525334998319454, 'n': 79, 'trace_an': -1423414100}
    • id: 49831724
      {'hecke_orbit_code': 31525334998319454, 'n': 80, 'trace_an': 0}
    • id: 49831725
      {'hecke_orbit_code': 31525334998319454, 'n': 81, 'trace_an': -216224284}
    • id: 49831726
      {'hecke_orbit_code': 31525334998319454, 'n': 82, 'trace_an': 0}
    • id: 49831727
      {'hecke_orbit_code': 31525334998319454, 'n': 83, 'trace_an': 0}
    • id: 49831728
      {'hecke_orbit_code': 31525334998319454, 'n': 84, 'trace_an': -71300096}
    • id: 49831729
      {'hecke_orbit_code': 31525334998319454, 'n': 85, 'trace_an': 0}
    • id: 49831730
      {'hecke_orbit_code': 31525334998319454, 'n': 86, 'trace_an': 1098028672}
    • id: 49831731
      {'hecke_orbit_code': 31525334998319454, 'n': 87, 'trace_an': 0}
    • id: 49831732
      {'hecke_orbit_code': 31525334998319454, 'n': 88, 'trace_an': 0}
    • id: 49831733
      {'hecke_orbit_code': 31525334998319454, 'n': 89, 'trace_an': -1066806048}
    • id: 49831734
      {'hecke_orbit_code': 31525334998319454, 'n': 90, 'trace_an': 0}
    • id: 49831735
      {'hecke_orbit_code': 31525334998319454, 'n': 91, 'trace_an': -402109876}
    • id: 49831736
      {'hecke_orbit_code': 31525334998319454, 'n': 92, 'trace_an': 0}
    • id: 49831737
      {'hecke_orbit_code': 31525334998319454, 'n': 93, 'trace_an': 0}
    • id: 49831738
      {'hecke_orbit_code': 31525334998319454, 'n': 94, 'trace_an': -1942756800}
    • id: 49831739
      {'hecke_orbit_code': 31525334998319454, 'n': 95, 'trace_an': 0}
    • id: 49831740
      {'hecke_orbit_code': 31525334998319454, 'n': 96, 'trace_an': -121634816}
    • id: 49831741
      {'hecke_orbit_code': 31525334998319454, 'n': 97, 'trace_an': 0}
    • id: 49831742
      {'hecke_orbit_code': 31525334998319454, 'n': 98, 'trace_an': 0}
    • id: 49831743
      {'hecke_orbit_code': 31525334998319454, 'n': 99, 'trace_an': -1324788936}
    • id: 49831744
      {'hecke_orbit_code': 31525334998319454, 'n': 100, 'trace_an': 0}