Formats: - HTML - YAML - JSON - 2026-08-24T11:12:31.713908
  • mf_newforms • Show schema
    {'Nk2': 21504, 'analytic_conductor': 104.96136856266492, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, -1]], 'atkin_lehner_string': '-+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [336, 1, [127, 85, 113, 241], [1, 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': [[5, [122, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329552, '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': '336.8.a.d', 'level': 336, '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, 7], 'level_radical': 42, 'minimal_twist': '42.8.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}-122q^{5}+7^{3}q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '336.8.a', 'trace_display': [0, -27, -122, 343], 'trace_hash': 489203627199282233, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.029', 'prec': 7}, {'__RealLiteral__': 0, 'data': '0.993', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.086', 'prec': 7}, {'__RealLiteral__': 0, 'data': 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  • mf_hecke_nf • Show schema
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[-229384217926], [-652924844586], [-466128524448], [-30290987618], [-216512468494], [755603735360], [-14741344740], [-883418589454], [-426635435792], [-871385673554], [1087846226450], [-1167844698424], [1137225468388], [-764665404748], [-349648408102], [-301502612418], [210912671592], [829393850026], [45439427644], [161374008620], [684460549608], [-1130564922002], [-622537414216], [908565203446], [564780928260], [846653081416], [-552348828350], [-496936422118], [445204188122], [-86243162370], [571827629242], [1160457345896], [-1341133994046], [1296625051604], [445853867144], [737540775520], [676892603566], [1618247920748], [-404736128816], [-410151196510], [475919717958], [366085693780], [-765778241804], [256471931120], [1070028498954], [1109331713936], [89094250658], [935843641212], [757041209822], [1043129624438], [1585922957730], [-1343635578064], [-455059578590], [-1916252263002], [964407238264], [1763438121094], [1261909278930], [638952261316], [-1337377647260], [-2296261508078], [1207284362270], [-1122334174124], [-305670182172], [417083647610], [1618197575678], [2232127586248], [1625780346344], [-2419595971494], [49823510024], [-1011662061898], [-1694614482994], [-799629622616], [1336760316012], [2488741856762], [-2175677804210], [658679922956], [1725081808218], [-54091859028], [530219308264]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510799016329552, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '336.8.a.d', 'level': 336, 'maxp': 2999, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [6, 5, 5, 6, 5, 5, 6, 4], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [50, 49, 48, 49, 48, 50, 50, 50], 'Nk2': 21504, 'analytic_conductor': 104.96136856266492, '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': [336, 1, [127, 85, 113, 241], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 436, 'dim': 42, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134218064, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3], 'label': '336.8.a', 'level': 336, '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, 7], 'level_radical': 42, 'mf_dim': 460, 'mf_new_dim': 42, 'num_forms': 23, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 42, 'sturm_bound': 512, 'trace_bound': 5, 'trace_display': [0, 0, 556, -686], 'traces': [42, 0, 0, 0, 556, 0, -686, 0, 30618, 0, 1204, 0, -13108, 0, -13500, 0, -2908, 0, 60584, 0, 0, 0, -71708, 0, 640126, 0, 0, 0, 172532, 0, -268024, 0, 0, 0, 0, 0, -498348, 0, -474552, 0, 441284, 0, 1890024, 0, 405324, 0, -1252248, 0, 4941258, 0, 95148, 0, 2923028, 0, 710200, 0, 0, 0, -4443576, 0, 2102364, 0, -500094, 0, 4613976, 0, -3708704, 0, -4790448, 0, 2646220, 0, -6713260, 0, -5630256, 0, 5957224, 0, -467576, 0, 22320522, 0, -15764912, 0, -3458048, 0, 3673512, 0, -20303356, 0, 9042852, 0, 4062744, 0, 39594256, 0, 6695124, 0, 877716, 0, -15869860, 0, -37467464, 0, 0, 0, 34972612, 0, 46167628, 0, 0, 0, 55463860, 0, 107203576, 0, -9555732, 0, 0, 0, 41073338, 0, 22330404, 0, 85004616, 0, -74550808, 0, 10536048, 0, 18335056, 0, 3460184, 0, -9841500, 0, -53385148, 0, -115858176, 0, 66406608, 0, 128564408, 0, 148712264, 0, 0, 0, -10574348, 0, 119826576, 0, 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7127647016, 0, 43667900064, 0, -140198727200, 0, -39831229740, 0, 58091666832, 0, 221169245100, 0, 193138995656, 0, 0, 0, 83058832324, 0, 74115744888, 0, -122825698272, 0, -107625471964, 0, 116230641864, 0, -70944855696, 0, -43978553108, 0, 66630833322, 0, 25495034148, 0, -59505424632, 0, -510082568, 0, 120267393840, 0, -285084883472, 0, -9421150816, 0, -85179180744, 0, 37282829732, 0, -12305836920, 0, 33656200812, 0, -10522402400, 0, -5923194312, 0, 23076115272, 0, 113615483760, 0, -306651203264, 0, -44290930464, 0, -229074430688, 0, 46678022396, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 258360
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '336.8.a.d', 'source_level': 336, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '42.8.a.c', 'target_level': 42, 'twist_class_label': '42.8.a.c', 'twist_class_level': 42, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 258361
      {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '336.8.a.d', 'source_level': 336, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '126.8.a.g', 'target_level': 126, 'twist_class_label': '42.8.a.c', 'twist_class_level': 42, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 258362
      {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '336.8.a.d', 'source_level': 336, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '294.8.a.c', 'target_level': 294, 'twist_class_label': '42.8.a.c', 'twist_class_level': 42, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 258363
      {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '336.8.a.d', 'source_level': 336, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '294.8.e.j', 'target_level': 294, 'twist_class_label': '42.8.a.c', 'twist_class_level': 42, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 8}
    • id: 258364
      {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '336.8.a.d', 'source_level': 336, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '294.8.e.n', 'target_level': 294, 'twist_class_label': '42.8.a.c', 'twist_class_level': 42, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 8}
    • id: 258365
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '336.8.a.d', 'source_level': 336, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '336.8.a.d', 'target_level': 336, 'twist_class_label': '42.8.a.c', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 732950
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 2}
    • id: 732951
      {'charpoly_factorization': [[[27, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 3}
    • id: 732952
      {'charpoly_factorization': [[[122, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 5}
    • id: 732953
      {'charpoly_factorization': [[[-343, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 7}
    • id: 732954
      {'charpoly_factorization': [[[-1012, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 11}
    • id: 732955
      {'charpoly_factorization': [[[-3126, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 13}
    • id: 732956
      {'charpoly_factorization': [[[28294, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 17}
    • id: 732957
      {'charpoly_factorization': [[[-22228, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 19}
    • id: 732958
      {'charpoly_factorization': [[[-108640, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 23}
    • id: 732959
      {'charpoly_factorization': [[[41354, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 29}
    • id: 732960
      {'charpoly_factorization': [[[46656, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 31}
    • id: 732961
      {'charpoly_factorization': [[[85714, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 37}
    • id: 732962
      {'charpoly_factorization': [[[155694, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 41}
    • id: 732963
      {'charpoly_factorization': [[[926804, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 43}
    • id: 732964
      {'charpoly_factorization': [[[-529152, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 47}
    • id: 732965
      {'charpoly_factorization': [[[294066, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 53}
    • id: 732966
      {'charpoly_factorization': [[[-667292, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 59}
    • id: 732967
      {'charpoly_factorization': [[[-833430, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 61}
    • id: 732968
      {'charpoly_factorization': [[[1153996, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 67}
    • id: 732969
      {'charpoly_factorization': [[[3842336, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 71}
    • id: 732970
      {'charpoly_factorization': [[[-1483690, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 73}
    • id: 732971
      {'charpoly_factorization': [[[-3763824, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 79}
    • id: 732972
      {'charpoly_factorization': [[[-5393092, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 83}
    • id: 732973
      {'charpoly_factorization': [[[-2502690, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 89}
    • id: 732974
      {'charpoly_factorization': [[[4597550, 1], 1]], 'hecke_orbit_code': 13510799016329552, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '336.8.a.d', 'level': 336, '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: 35387773
      {'hecke_orbit_code': 13510799016329552, 'n': 1, 'trace_an': 1}
    • id: 35387774
      {'hecke_orbit_code': 13510799016329552, 'n': 2, 'trace_an': 0}
    • id: 35387775
      {'hecke_orbit_code': 13510799016329552, 'n': 3, 'trace_an': -27}
    • id: 35387776
      {'hecke_orbit_code': 13510799016329552, 'n': 4, 'trace_an': 0}
    • id: 35387777
      {'hecke_orbit_code': 13510799016329552, 'n': 5, 'trace_an': -122}
    • id: 35387778
      {'hecke_orbit_code': 13510799016329552, 'n': 6, 'trace_an': 0}
    • id: 35387779
      {'hecke_orbit_code': 13510799016329552, 'n': 7, 'trace_an': 343}
    • id: 35387780
      {'hecke_orbit_code': 13510799016329552, 'n': 8, 'trace_an': 0}
    • id: 35387781
      {'hecke_orbit_code': 13510799016329552, 'n': 9, 'trace_an': 729}
    • id: 35387782
      {'hecke_orbit_code': 13510799016329552, 'n': 10, 'trace_an': 0}
    • id: 35387783
      {'hecke_orbit_code': 13510799016329552, 'n': 11, 'trace_an': 1012}
    • id: 35387784
      {'hecke_orbit_code': 13510799016329552, 'n': 12, 'trace_an': 0}
    • id: 35387785
      {'hecke_orbit_code': 13510799016329552, 'n': 13, 'trace_an': 3126}
    • id: 35387786
      {'hecke_orbit_code': 13510799016329552, 'n': 14, 'trace_an': 0}
    • id: 35387787
      {'hecke_orbit_code': 13510799016329552, 'n': 15, 'trace_an': 3294}
    • id: 35387788
      {'hecke_orbit_code': 13510799016329552, 'n': 16, 'trace_an': 0}
    • id: 35387789
      {'hecke_orbit_code': 13510799016329552, 'n': 17, 'trace_an': -28294}
    • id: 35387790
      {'hecke_orbit_code': 13510799016329552, 'n': 18, 'trace_an': 0}
    • id: 35387791
      {'hecke_orbit_code': 13510799016329552, 'n': 19, 'trace_an': 22228}
    • id: 35387792
      {'hecke_orbit_code': 13510799016329552, 'n': 20, 'trace_an': 0}
    • id: 35387793
      {'hecke_orbit_code': 13510799016329552, 'n': 21, 'trace_an': -9261}
    • id: 35387794
      {'hecke_orbit_code': 13510799016329552, 'n': 22, 'trace_an': 0}
    • id: 35387795
      {'hecke_orbit_code': 13510799016329552, 'n': 23, 'trace_an': 108640}
    • id: 35387796
      {'hecke_orbit_code': 13510799016329552, 'n': 24, 'trace_an': 0}
    • id: 35387797
      {'hecke_orbit_code': 13510799016329552, 'n': 25, 'trace_an': -63241}
    • id: 35387798
      {'hecke_orbit_code': 13510799016329552, 'n': 26, 'trace_an': 0}
    • id: 35387799
      {'hecke_orbit_code': 13510799016329552, 'n': 27, 'trace_an': -19683}
    • id: 35387800
      {'hecke_orbit_code': 13510799016329552, 'n': 28, 'trace_an': 0}
    • id: 35387801
      {'hecke_orbit_code': 13510799016329552, 'n': 29, 'trace_an': -41354}
    • id: 35387802
      {'hecke_orbit_code': 13510799016329552, 'n': 30, 'trace_an': 0}
    • id: 35387803
      {'hecke_orbit_code': 13510799016329552, 'n': 31, 'trace_an': -46656}
    • id: 35387804
      {'hecke_orbit_code': 13510799016329552, 'n': 32, 'trace_an': 0}
    • id: 35387805
      {'hecke_orbit_code': 13510799016329552, 'n': 33, 'trace_an': -27324}
    • id: 35387806
      {'hecke_orbit_code': 13510799016329552, 'n': 34, 'trace_an': 0}
    • id: 35387807
      {'hecke_orbit_code': 13510799016329552, 'n': 35, 'trace_an': -41846}
    • id: 35387808
      {'hecke_orbit_code': 13510799016329552, 'n': 36, 'trace_an': 0}
    • id: 35387809
      {'hecke_orbit_code': 13510799016329552, 'n': 37, 'trace_an': -85714}
    • id: 35387810
      {'hecke_orbit_code': 13510799016329552, 'n': 38, 'trace_an': 0}
    • id: 35387811
      {'hecke_orbit_code': 13510799016329552, 'n': 39, 'trace_an': -84402}
    • id: 35387812
      {'hecke_orbit_code': 13510799016329552, 'n': 40, 'trace_an': 0}
    • id: 35387813
      {'hecke_orbit_code': 13510799016329552, 'n': 41, 'trace_an': -155694}
    • id: 35387814
      {'hecke_orbit_code': 13510799016329552, 'n': 42, 'trace_an': 0}
    • id: 35387815
      {'hecke_orbit_code': 13510799016329552, 'n': 43, 'trace_an': -926804}
    • id: 35387816
      {'hecke_orbit_code': 13510799016329552, 'n': 44, 'trace_an': 0}
    • id: 35387817
      {'hecke_orbit_code': 13510799016329552, 'n': 45, 'trace_an': -88938}
    • id: 35387818
      {'hecke_orbit_code': 13510799016329552, 'n': 46, 'trace_an': 0}
    • id: 35387819
      {'hecke_orbit_code': 13510799016329552, 'n': 47, 'trace_an': 529152}
    • id: 35387820
      {'hecke_orbit_code': 13510799016329552, 'n': 48, 'trace_an': 0}
    • id: 35387821
      {'hecke_orbit_code': 13510799016329552, 'n': 49, 'trace_an': 117649}
    • id: 35387822
      {'hecke_orbit_code': 13510799016329552, 'n': 50, 'trace_an': 0}
    • id: 35387823
      {'hecke_orbit_code': 13510799016329552, 'n': 51, 'trace_an': 763938}
    • id: 35387824
      {'hecke_orbit_code': 13510799016329552, 'n': 52, 'trace_an': 0}
    • id: 35387825
      {'hecke_orbit_code': 13510799016329552, 'n': 53, 'trace_an': -294066}
    • id: 35387826
      {'hecke_orbit_code': 13510799016329552, 'n': 54, 'trace_an': 0}
    • id: 35387827
      {'hecke_orbit_code': 13510799016329552, 'n': 55, 'trace_an': -123464}
    • id: 35387828
      {'hecke_orbit_code': 13510799016329552, 'n': 56, 'trace_an': 0}
    • id: 35387829
      {'hecke_orbit_code': 13510799016329552, 'n': 57, 'trace_an': -600156}
    • id: 35387830
      {'hecke_orbit_code': 13510799016329552, 'n': 58, 'trace_an': 0}
    • id: 35387831
      {'hecke_orbit_code': 13510799016329552, 'n': 59, 'trace_an': 667292}
    • id: 35387832
      {'hecke_orbit_code': 13510799016329552, 'n': 60, 'trace_an': 0}
    • id: 35387833
      {'hecke_orbit_code': 13510799016329552, 'n': 61, 'trace_an': 833430}
    • id: 35387834
      {'hecke_orbit_code': 13510799016329552, 'n': 62, 'trace_an': 0}
    • id: 35387835
      {'hecke_orbit_code': 13510799016329552, 'n': 63, 'trace_an': 250047}
    • id: 35387836
      {'hecke_orbit_code': 13510799016329552, 'n': 64, 'trace_an': 0}
    • id: 35387837
      {'hecke_orbit_code': 13510799016329552, 'n': 65, 'trace_an': -381372}
    • id: 35387838
      {'hecke_orbit_code': 13510799016329552, 'n': 66, 'trace_an': 0}
    • id: 35387839
      {'hecke_orbit_code': 13510799016329552, 'n': 67, 'trace_an': -1153996}
    • id: 35387840
      {'hecke_orbit_code': 13510799016329552, 'n': 68, 'trace_an': 0}
    • id: 35387841
      {'hecke_orbit_code': 13510799016329552, 'n': 69, 'trace_an': -2933280}
    • id: 35387842
      {'hecke_orbit_code': 13510799016329552, 'n': 70, 'trace_an': 0}
    • id: 35387843
      {'hecke_orbit_code': 13510799016329552, 'n': 71, 'trace_an': -3842336}
    • id: 35387844
      {'hecke_orbit_code': 13510799016329552, 'n': 72, 'trace_an': 0}
    • id: 35387845
      {'hecke_orbit_code': 13510799016329552, 'n': 73, 'trace_an': 1483690}
    • id: 35387846
      {'hecke_orbit_code': 13510799016329552, 'n': 74, 'trace_an': 0}
    • id: 35387847
      {'hecke_orbit_code': 13510799016329552, 'n': 75, 'trace_an': 1707507}
    • id: 35387848
      {'hecke_orbit_code': 13510799016329552, 'n': 76, 'trace_an': 0}
    • id: 35387849
      {'hecke_orbit_code': 13510799016329552, 'n': 77, 'trace_an': 347116}
    • id: 35387850
      {'hecke_orbit_code': 13510799016329552, 'n': 78, 'trace_an': 0}
    • id: 35387851
      {'hecke_orbit_code': 13510799016329552, 'n': 79, 'trace_an': 3763824}
    • id: 35387852
      {'hecke_orbit_code': 13510799016329552, 'n': 80, 'trace_an': 0}
    • id: 35387853
      {'hecke_orbit_code': 13510799016329552, 'n': 81, 'trace_an': 531441}
    • id: 35387854
      {'hecke_orbit_code': 13510799016329552, 'n': 82, 'trace_an': 0}
    • id: 35387855
      {'hecke_orbit_code': 13510799016329552, 'n': 83, 'trace_an': 5393092}
    • id: 35387856
      {'hecke_orbit_code': 13510799016329552, 'n': 84, 'trace_an': 0}
    • id: 35387857
      {'hecke_orbit_code': 13510799016329552, 'n': 85, 'trace_an': 3451868}
    • id: 35387858
      {'hecke_orbit_code': 13510799016329552, 'n': 86, 'trace_an': 0}
    • id: 35387859
      {'hecke_orbit_code': 13510799016329552, 'n': 87, 'trace_an': 1116558}
    • id: 35387860
      {'hecke_orbit_code': 13510799016329552, 'n': 88, 'trace_an': 0}
    • id: 35387861
      {'hecke_orbit_code': 13510799016329552, 'n': 89, 'trace_an': 2502690}
    • id: 35387862
      {'hecke_orbit_code': 13510799016329552, 'n': 90, 'trace_an': 0}
    • id: 35387863
      {'hecke_orbit_code': 13510799016329552, 'n': 91, 'trace_an': 1072218}
    • id: 35387864
      {'hecke_orbit_code': 13510799016329552, 'n': 92, 'trace_an': 0}
    • id: 35387865
      {'hecke_orbit_code': 13510799016329552, 'n': 93, 'trace_an': 1259712}
    • id: 35387866
      {'hecke_orbit_code': 13510799016329552, 'n': 94, 'trace_an': 0}
    • id: 35387867
      {'hecke_orbit_code': 13510799016329552, 'n': 95, 'trace_an': -2711816}
    • id: 35387868
      {'hecke_orbit_code': 13510799016329552, 'n': 96, 'trace_an': 0}
    • id: 35387869
      {'hecke_orbit_code': 13510799016329552, 'n': 97, 'trace_an': -4597550}
    • id: 35387870
      {'hecke_orbit_code': 13510799016329552, 'n': 98, 'trace_an': 0}
    • id: 35387871
      {'hecke_orbit_code': 13510799016329552, 'n': 99, 'trace_an': 737748}
    • id: 35387872
      {'hecke_orbit_code': 13510799016329552, 'n': 100, 'trace_an': 0}