Formats: - HTML - YAML - JSON - 2026-08-24T23:57:06.276431
  • mf_newformsShow schema
    {'Nk2': 38400, 'analytic_conductor': 214.0402576498806, 'analytic_rank': 0, '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': [150, 1, [101, 127], [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, [2025056, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197660029078, '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': '150.16.a.h', 'level': 150, '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': '6.16.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{7}q^{2}+3^{7}q^{3}+2^{14}q^{4}+6^{7}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '15.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '150.16.a', 'trace_display': [128, 2187, 0, -2025056], 'trace_hash': 575030500919381873, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 4}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.957', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': 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  • mf_hecke_ccShow schema
    {'an_normalized': [[1.0, 0.0], [0.7071067811865476, 0.0], [0.5773502691896257, 0.0], [0.5, 0.0], [0.0, 0.0], [0.408248290463863, 0.0], [-0.9293980081843616, 0.0], [0.3535533905932738, 0.0], [0.3333333333333333, 0.0], [0.0, 0.0], [1.705899177207982, 0.0], [0.28867513459481287, 0.0], [-0.24773302649849527, 0.0], [-0.6571836340084324, 0.0], [0.0, 0.0], [0.25, 0.0], [1.1408115082413282, 0.0], [0.23570226039551584, 0.0], [0.5551908424468321, 0.0], [0.0, 0.0], [-0.5365881902095432, 0.0], [1.2062528762243159, 0.0], [-0.38146770882188974, 0.0], [0.2041241452319315, 0.0], [0.0, 0.0], [-0.1751737029609527, 0.0], [0.19245008972987526, 0.0], [-0.4646990040921808, 0.0], [0.6969677110827156, 0.0], [0.0, 0.0], [-0.1321133000997964, 0.0], [0.1767766952966369, 0.0], [0.9849013491713895, 0.0], [0.8066755535330962, 0.0], [0.0, 0.0], [0.16666666666666666, 0.0], [-0.8467732839564333, 0.0], [0.3925792095468271, 0.0], [-0.14302872953606693, 0.0], [0.0, 0.0], [-0.6193560017427732, 0.0], [-0.37942514800178495, 0.0], [-0.7331359547612807, 0.0], [0.852949588603991, 0.0], [0.0, 0.0], [-0.26973840371165364, 0.0], [-0.9650436264210589, 0.0], [0.14433756729740643, 0.0], [-0.13621934238294145, 0.0], [0.0, 0.0], [0.6586478313777538, 0.0], [-0.12386651324924763, 0.0], [-1.0977297296958406, 0.0], [0.13608276348795434, 0.0], [0.0, 0.0], [-0.3285918170042162, 0.0], [0.32053958233829366, 0.0], [0.49283059477465463, 0.0], [1.513434882833513, 0.0], [0.0, 0.0], [1.7271147033728667, 0.0], [-0.09341821038549943, 0.0], [-0.3097993360614538, 0.0], [0.125, 0.0], [0.0, 0.0], [0.6964304227988691, 0.0], [1.053179406971963, 0.0], [0.5704057541206641, 0.0], [-0.22024048437546784, 0.0], [0.0, 0.0], [-0.35484927837811164, 0.0], [0.11785113019775792, 0.0], [0.9704963691455964, 0.0], [-0.5987591312131959, 0.0], [0.0, 0.0], [0.2775954212234161, 0.0], [-1.5854592974604396, 0.0], [-0.10113658455944957, 0.0], [0.3684036537023262, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [-0.437950828800902, 0.0], [0.904321008333124, 0.0], [-0.2682940951047716, 0.0], [0.0, 0.0], [-0.5184054051433755, 0.0], [0.4023944956100831, 0.0], [0.6031264381121579, 0.0], [1.328129797058423, 0.0], [0.0, 0.0], [0.23024258138918516, 0.0], [-0.19073385441094487, 0.0], [-0.07627564937614727, 0.0], [-0.682388892383188, 0.0], [0.0, 0.0], [0.10206207261596575, 0.0], [1.7453146705691993, 0.0], [-0.09632162072774998, 0.0], [0.5686330590693273, 0.0], [0.0, 0.0]], 'angles': [None, None, None, -0.3269187329225862, -0.0874057026686845, -0.26976473075290397, -0.15339298591624984, -0.20523126606105271, -0.2805433727560698, -0.19334830845544546, -0.2605209031537821, -0.3195794048987612, -0.3001106289052693, -0.30973364058684094, -0.33013954318210215, -0.34246992433211465, -0.11340093574805453, -0.08411561195519873, -0.16173521364539, -0.2783883003203207, -0.16936462759848273, -0.22051499797204874, -0.17532671007490502, -0.1344149252991355, -0.0811974362676778, -0.2811847464708401, -0.18561915331340612, -0.23817759066574407, -0.2144675579313942, -0.35244327724489105, -0.2733325739082797, -0.12502205146312356, -0.219209810880912, -0.20784819960690637, -0.23355775354292563, -0.26561739003889406, -0.12733173455095825, -0.24251140373358357, -0.31982282823603053, -0.29097101173445816, -0.19520824021118688, -0.18007848689698447, -0.3097567239480736, -0.36910269209240915, -0.1518453408602658, -0.23475825993601213, -0.41183083063968395, -0.304179226381152, -0.3214997679518187, -0.22918047728272986, -0.211440040823953, -0.07917157892904356, -0.2074961586100335, -0.32610928511184906, -0.06814256702246206, -0.2803546409197999, -0.2741837523719044, -0.09459694071505985, -0.2644327871757885, -0.35165235636110237, -0.2125667250314856, -0.4361141069248452, -0.18471051957164936, -0.21466689214903667, -0.340338785975671, -0.13889968147527065, -0.17126366948052593, -0.2144720183328852, -0.08730755180893246, -0.1743232410952639, -0.27255061713199247, -0.35319141459234665, -0.10266577193243032, -0.31082808705521847, -0.2250172334465983, -0.2996673919535725, -0.2762712826760437, -0.37430699112401206, -0.28154813903863146, -0.27614583042418145, -0.32300571082746815, -0.1098421884853339, -0.36467647525658287, -0.23509806146468254, -0.31396387121028974, -0.3050546228566825, -0.1881002577289034, -0.2823677038618991, -0.24365914079594383, -0.2856639543222096, -0.20788305932589293, -0.4179771673447013, -0.414400751126076, -0.32905360925319466, -0.394582395914648, -0.22802444164768487, -0.4135253581454806, -0.1393847442325275, -0.22969551757157747, -0.10060153093311844], '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': 8, 'hecke_orbit_code': 31525197660029078, 'label': '150.16.a.h.1.1', 'level': 150, 'weight': 16}
  • mf_newspacesShow schema
    {'ALdims': [6, 6, 6, 6, 5, 7, 6, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [51, 47, 48, 49, 49, 48, 48, 51], 'Nk2': 38400, 'analytic_conductor': 214.0402576498806, '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': [150, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 438, 'dim': 47, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 268435606, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4], 'label': '150.16.a', 'level': 150, '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': 462, 'mf_new_dim': 47, 'num_forms': 25, 'plus_dim': 25, 'prim_orbit_index': 1, 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  • mf_twists_ccShow schema
    • id: 46211420
      {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197660029078, 'source_is_minimal': False, 'source_label': '150.16.a.h.1.1', 'source_level': 150, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197660029078, 'target_is_minimal': False, 'target_label': '150.16.a.h.1.1', 'target_level': 150, 'twist_class_label': '6.16.a.a.1.1', 'twist_class_level': 6, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 16}
    • id: 46211421
      {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197660029078, 'source_is_minimal': False, 'source_label': '150.16.a.h.1.1', 'source_level': 150, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028934726353046, 'target_is_minimal': False, 'target_label': '150.16.c.i.49.2', 'target_level': 150, 'twist_class_label': '6.16.a.a.1.1', 'twist_class_level': 6, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 16}
    • id: 46211422
      {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197660029078, 'source_is_minimal': False, 'source_label': '150.16.a.h.1.1', 'source_level': 150, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028934726353046, 'target_is_minimal': False, 'target_label': '150.16.c.i.49.1', 'target_level': 150, 'twist_class_label': '6.16.a.a.1.1', 'twist_class_level': 6, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 16}
    • id: 46211423
      {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197660029078, 'source_is_minimal': False, 'source_label': '150.16.a.h.1.1', 'source_level': 150, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435462, 'target_is_minimal': True, 'target_label': '6.16.a.a.1.1', 'target_level': 6, 'twist_class_label': '6.16.a.a.1.1', 'twist_class_level': 6, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 16}
    • id: 46211424
      {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197660029078, 'source_is_minimal': False, 'source_label': '150.16.a.h.1.1', 'source_level': 150, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998405287954, 'target_is_minimal': False, 'target_label': '18.16.a.f.1.1', 'target_level': 18, 'twist_class_label': '6.16.a.a.1.1', 'twist_class_level': 6, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 16}
    • id: 46211425
      {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197660029078, 'source_is_minimal': False, 'source_label': '150.16.a.h.1.1', 'source_level': 150, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199523176496, 'target_is_minimal': False, 'target_label': '48.16.a.c.1.1', 'target_level': 48, 'twist_class_label': '6.16.a.a.1.1', 'twist_class_level': 6, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 16}
    • id: 46211426
      {'conductor': 60, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197660029078, 'source_is_minimal': False, 'source_label': '150.16.a.h.1.1', 'source_level': 150, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050395051622544, 'target_is_minimal': False, 'target_label': '144.16.a.o.1.1', 'target_level': 144, 'twist_class_label': '6.16.a.a.1.1', 'twist_class_level': 6, 'twisting_char_label': '60.59', 'twisting_conrey_index': 59, 'weight': 16}
  • mf_hecke_charpolysShow schema
    • id: 404425
      {'charpoly_factorization': [[[-128, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 2}
    • id: 404426
      {'charpoly_factorization': [[[-2187, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 3}
    • id: 404427
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 5}
    • id: 404428
      {'charpoly_factorization': [[[2025056, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 7}
    • id: 404429
      {'charpoly_factorization': [[[-110255052, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 11}
    • id: 404430
      {'charpoly_factorization': [[[56047862, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 13}
    • id: 404431
      {'charpoly_factorization': [[[-1930104414, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 17}
    • id: 404432
      {'charpoly_factorization': [[[-2163188180, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 19}
    • id: 404433
      {'charpoly_factorization': [[[6228974472, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 23}
    • id: 404434
      {'charpoly_factorization': [[[-64743719070, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 29}
    • id: 404435
      {'charpoly_factorization': [[[20237611048, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 31}
    • id: 404436
      {'charpoly_factorization': [[[488967594446, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 37}
    • id: 404437
      {'charpoly_factorization': [[[772359114198, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 41}
    • id: 404438
      {'charpoly_factorization': [[[1306766329292, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 43}
    • id: 404439
      {'charpoly_factorization': [[[3351821491776, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 47}
    • id: 404440
      {'charpoly_factorization': [[[9387813393702, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 53}
    • id: 404441
      {'charpoly_factorization': [[[-28930359275340, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 59}
    • id: 404442
      {'charpoly_factorization': [[[-42393077399702, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 61}
    • id: 404443
      {'charpoly_factorization': [[[-52247243064364, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 67}
    • id: 404444
      {'charpoly_factorization': [[[27194529024648, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 71}
    • id: 404445
      {'charpoly_factorization': [[[-91604195687878, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 73}
    • id: 404446
      {'charpoly_factorization': [[[-62882111078120, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 79}
    • id: 404447
      {'charpoly_factorization': [[[-223567315949868, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 83}
    • id: 404448
      {'charpoly_factorization': [[[-554198786115210, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 89}
    • id: 404449
      {'charpoly_factorization': [[[-1388870476877374, 1], 1]], 'hecke_orbit_code': 31525197660029078, 'p': 97}
  • mf_newform_portraitsShow schema
    {'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '150.16.a.h', 'level': 150, 'portrait': 'data:image/png;base64,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', 'weight': 16}
  • mf_hecke_tracesShow schema
    Showing the first 100 of 258 matching records in this table.
    • id: 49687165
      {'hecke_orbit_code': 31525197660029078, 'n': 1, 'trace_an': 1}
    • id: 49687166
      {'hecke_orbit_code': 31525197660029078, 'n': 2, 'trace_an': 128}
    • id: 49687167
      {'hecke_orbit_code': 31525197660029078, 'n': 3, 'trace_an': 2187}
    • id: 49687168
      {'hecke_orbit_code': 31525197660029078, 'n': 4, 'trace_an': 16384}
    • id: 49687169
      {'hecke_orbit_code': 31525197660029078, 'n': 5, 'trace_an': 0}
    • id: 49687170
      {'hecke_orbit_code': 31525197660029078, 'n': 6, 'trace_an': 279936}
    • id: 49687171
      {'hecke_orbit_code': 31525197660029078, 'n': 7, 'trace_an': -2025056}
    • id: 49687172
      {'hecke_orbit_code': 31525197660029078, 'n': 8, 'trace_an': 2097152}
    • id: 49687173
      {'hecke_orbit_code': 31525197660029078, 'n': 9, 'trace_an': 4782969}
    • id: 49687174
      {'hecke_orbit_code': 31525197660029078, 'n': 10, 'trace_an': 0}
    • id: 49687175
      {'hecke_orbit_code': 31525197660029078, 'n': 11, 'trace_an': 110255052}
    • id: 49687176
      {'hecke_orbit_code': 31525197660029078, 'n': 12, 'trace_an': 35831808}
    • id: 49687177
      {'hecke_orbit_code': 31525197660029078, 'n': 13, 'trace_an': -56047862}
    • id: 49687178
      {'hecke_orbit_code': 31525197660029078, 'n': 14, 'trace_an': -259207168}
    • id: 49687179
      {'hecke_orbit_code': 31525197660029078, 'n': 15, 'trace_an': 0}
    • id: 49687180
      {'hecke_orbit_code': 31525197660029078, 'n': 16, 'trace_an': 268435456}
    • id: 49687181
      {'hecke_orbit_code': 31525197660029078, 'n': 17, 'trace_an': 1930104414}
    • id: 49687182
      {'hecke_orbit_code': 31525197660029078, 'n': 18, 'trace_an': 612220032}
    • id: 49687183
      {'hecke_orbit_code': 31525197660029078, 'n': 19, 'trace_an': 2163188180}
    • id: 49687184
      {'hecke_orbit_code': 31525197660029078, 'n': 20, 'trace_an': 0}
    • id: 49687185
      {'hecke_orbit_code': 31525197660029078, 'n': 21, 'trace_an': -4428797472}
    • id: 49687186
      {'hecke_orbit_code': 31525197660029078, 'n': 22, 'trace_an': 14112646656}
    • id: 49687187
      {'hecke_orbit_code': 31525197660029078, 'n': 23, 'trace_an': -6228974472}
    • id: 49687188
      {'hecke_orbit_code': 31525197660029078, 'n': 24, 'trace_an': 4586471424}
    • id: 49687189
      {'hecke_orbit_code': 31525197660029078, 'n': 25, 'trace_an': 0}
    • id: 49687190
      {'hecke_orbit_code': 31525197660029078, 'n': 26, 'trace_an': -7174126336}
    • id: 49687191
      {'hecke_orbit_code': 31525197660029078, 'n': 27, 'trace_an': 10460353203}
    • id: 49687192
      {'hecke_orbit_code': 31525197660029078, 'n': 28, 'trace_an': -33178517504}
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      {'hecke_orbit_code': 31525197660029078, 'n': 29, 'trace_an': 64743719070}
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      {'hecke_orbit_code': 31525197660029078, 'n': 30, 'trace_an': 0}
    • id: 49687195
      {'hecke_orbit_code': 31525197660029078, 'n': 31, 'trace_an': -20237611048}
    • id: 49687196
      {'hecke_orbit_code': 31525197660029078, 'n': 32, 'trace_an': 34359738368}
    • id: 49687197
      {'hecke_orbit_code': 31525197660029078, 'n': 33, 'trace_an': 241127798724}
    • id: 49687198
      {'hecke_orbit_code': 31525197660029078, 'n': 34, 'trace_an': 247053364992}
    • id: 49687199
      {'hecke_orbit_code': 31525197660029078, 'n': 35, 'trace_an': 0}
    • id: 49687200
      {'hecke_orbit_code': 31525197660029078, 'n': 36, 'trace_an': 78364164096}
    • id: 49687201
      {'hecke_orbit_code': 31525197660029078, 'n': 37, 'trace_an': -488967594446}
    • id: 49687202
      {'hecke_orbit_code': 31525197660029078, 'n': 38, 'trace_an': 276888087040}
    • id: 49687203
      {'hecke_orbit_code': 31525197660029078, 'n': 39, 'trace_an': -122576674194}
    • id: 49687204
      {'hecke_orbit_code': 31525197660029078, 'n': 40, 'trace_an': 0}
    • id: 49687205
      {'hecke_orbit_code': 31525197660029078, 'n': 41, 'trace_an': -772359114198}
    • id: 49687206
      {'hecke_orbit_code': 31525197660029078, 'n': 42, 'trace_an': -566886076416}
    • id: 49687207
      {'hecke_orbit_code': 31525197660029078, 'n': 43, 'trace_an': -1306766329292}
    • id: 49687208
      {'hecke_orbit_code': 31525197660029078, 'n': 44, 'trace_an': 1806418771968}
    • id: 49687209
      {'hecke_orbit_code': 31525197660029078, 'n': 45, 'trace_an': 0}
    • id: 49687210
      {'hecke_orbit_code': 31525197660029078, 'n': 46, 'trace_an': -797308732416}
    • id: 49687211
      {'hecke_orbit_code': 31525197660029078, 'n': 47, 'trace_an': -3351821491776}
    • id: 49687212
      {'hecke_orbit_code': 31525197660029078, 'n': 48, 'trace_an': 587068342272}
    • id: 49687213
      {'hecke_orbit_code': 31525197660029078, 'n': 49, 'trace_an': -646709706807}
    • id: 49687214
      {'hecke_orbit_code': 31525197660029078, 'n': 50, 'trace_an': 0}
    • id: 49687215
      {'hecke_orbit_code': 31525197660029078, 'n': 51, 'trace_an': 4221138353418}
    • id: 49687216
      {'hecke_orbit_code': 31525197660029078, 'n': 52, 'trace_an': -918288171008}
    • id: 49687217
      {'hecke_orbit_code': 31525197660029078, 'n': 53, 'trace_an': -9387813393702}
    • id: 49687218
      {'hecke_orbit_code': 31525197660029078, 'n': 54, 'trace_an': 1338925209984}
    • id: 49687219
      {'hecke_orbit_code': 31525197660029078, 'n': 55, 'trace_an': 0}
    • id: 49687220
      {'hecke_orbit_code': 31525197660029078, 'n': 56, 'trace_an': -4246850240512}
    • id: 49687221
      {'hecke_orbit_code': 31525197660029078, 'n': 57, 'trace_an': 4730892549660}
    • id: 49687222
      {'hecke_orbit_code': 31525197660029078, 'n': 58, 'trace_an': 8287196040960}
    • id: 49687223
      {'hecke_orbit_code': 31525197660029078, 'n': 59, 'trace_an': 28930359275340}
    • id: 49687224
      {'hecke_orbit_code': 31525197660029078, 'n': 60, 'trace_an': 0}
    • id: 49687225
      {'hecke_orbit_code': 31525197660029078, 'n': 61, 'trace_an': 42393077399702}
    • id: 49687226
      {'hecke_orbit_code': 31525197660029078, 'n': 62, 'trace_an': -2590414214144}
    • id: 49687227
      {'hecke_orbit_code': 31525197660029078, 'n': 63, 'trace_an': -9685780071264}
    • id: 49687228
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    • id: 49687229
      {'hecke_orbit_code': 31525197660029078, 'n': 65, 'trace_an': 0}
    • id: 49687230
      {'hecke_orbit_code': 31525197660029078, 'n': 66, 'trace_an': 30864358236672}
    • id: 49687231
      {'hecke_orbit_code': 31525197660029078, 'n': 67, 'trace_an': 52247243064364}
    • id: 49687232
      {'hecke_orbit_code': 31525197660029078, 'n': 68, 'trace_an': 31622830718976}
    • id: 49687233
      {'hecke_orbit_code': 31525197660029078, 'n': 69, 'trace_an': -13622767170264}
    • id: 49687234
      {'hecke_orbit_code': 31525197660029078, 'n': 70, 'trace_an': 0}
    • id: 49687235
      {'hecke_orbit_code': 31525197660029078, 'n': 71, 'trace_an': -27194529024648}
    • id: 49687236
      {'hecke_orbit_code': 31525197660029078, 'n': 72, 'trace_an': 10030613004288}
    • id: 49687237
      {'hecke_orbit_code': 31525197660029078, 'n': 73, 'trace_an': 91604195687878}
    • id: 49687238
      {'hecke_orbit_code': 31525197660029078, 'n': 74, 'trace_an': -62587852089088}
    • id: 49687239
      {'hecke_orbit_code': 31525197660029078, 'n': 75, 'trace_an': 0}
    • id: 49687240
      {'hecke_orbit_code': 31525197660029078, 'n': 76, 'trace_an': 35441675141120}
    • id: 49687241
      {'hecke_orbit_code': 31525197660029078, 'n': 77, 'trace_an': -223272654582912}
    • id: 49687242
      {'hecke_orbit_code': 31525197660029078, 'n': 78, 'trace_an': -15689814296832}
    • id: 49687243
      {'hecke_orbit_code': 31525197660029078, 'n': 79, 'trace_an': 62882111078120}
    • id: 49687244
      {'hecke_orbit_code': 31525197660029078, 'n': 80, 'trace_an': 0}
    • id: 49687245
      {'hecke_orbit_code': 31525197660029078, 'n': 81, 'trace_an': 22876792454961}
    • id: 49687246
      {'hecke_orbit_code': 31525197660029078, 'n': 82, 'trace_an': -98861966617344}
    • id: 49687247
      {'hecke_orbit_code': 31525197660029078, 'n': 83, 'trace_an': 223567315949868}
    • id: 49687248
      {'hecke_orbit_code': 31525197660029078, 'n': 84, 'trace_an': -72561417781248}
    • id: 49687249
      {'hecke_orbit_code': 31525197660029078, 'n': 85, 'trace_an': 0}
    • id: 49687250
      {'hecke_orbit_code': 31525197660029078, 'n': 86, 'trace_an': -167266090149376}
    • id: 49687251
      {'hecke_orbit_code': 31525197660029078, 'n': 87, 'trace_an': 141594513606090}
    • id: 49687252
      {'hecke_orbit_code': 31525197660029078, 'n': 88, 'trace_an': 231221602811904}
    • id: 49687253
      {'hecke_orbit_code': 31525197660029078, 'n': 89, 'trace_an': 554198786115210}
    • id: 49687254
      {'hecke_orbit_code': 31525197660029078, 'n': 90, 'trace_an': 0}
    • id: 49687255
      {'hecke_orbit_code': 31525197660029078, 'n': 91, 'trace_an': 113500059230272}
    • id: 49687256
      {'hecke_orbit_code': 31525197660029078, 'n': 92, 'trace_an': -102055517749248}
    • id: 49687257
      {'hecke_orbit_code': 31525197660029078, 'n': 93, 'trace_an': -44259655361976}
    • id: 49687258
      {'hecke_orbit_code': 31525197660029078, 'n': 94, 'trace_an': -429033150947328}
    • id: 49687259
      {'hecke_orbit_code': 31525197660029078, 'n': 95, 'trace_an': 0}
    • id: 49687260
      {'hecke_orbit_code': 31525197660029078, 'n': 96, 'trace_an': 75144747810816}
    • id: 49687261
      {'hecke_orbit_code': 31525197660029078, 'n': 97, 'trace_an': 1388870476877374}
    • id: 49687262
      {'hecke_orbit_code': 31525197660029078, 'n': 98, 'trace_an': -82778842471296}
    • id: 49687263
      {'hecke_orbit_code': 31525197660029078, 'n': 99, 'trace_an': 527346495809388}
    • id: 49687264
      {'hecke_orbit_code': 31525197660029078, 'n': 100, 'trace_an': 0}