Formats: - HTML - YAML - JSON - 2026-08-10T11:35:00.856984
  • mf_newforms • Show schema
    {'Nk2': 6272, 'analytic_conductor': 30.613732497443934, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, 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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 949, 'field_disc_factorization': [[13, 1], [73, 1]], 'field_poly': [-237, -1, 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': [[3, [-165, -56, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998271070306, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '98.8.a.f', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '14.8.c.b', 'nf_label': '2.2.949.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}+(28-\\beta )q^{3}+2^{6}q^{4}+(-7+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.8.a', 'trace_display': [-16, 56, -14, 0], 'trace_hash': 2149633842054103667, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.056', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.955', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.274', 'prec': 10}, {'__RealLiteral__': 0, 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  • mf_hecke_nf • Show schema
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'char_orbit_index': 1, 'field_poly': [-237, -1, 1], 'hecke_orbit_code': 22517998271070306, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '98.8.a.f', 'level': 98, 'maxp': 2999, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [6, 6, 4, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [18, 15, 18, 16], 'Nk2': 6272, 'analytic_conductor': 30.613732497443934, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 90, 'dim': 23, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217826, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 4], 'label': '98.8.a', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 106, 'mf_new_dim': 23, 'num_forms': 12, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 23, 'sturm_bound': 112, 'trace_bound': 9, 'trace_display': [-8, 66, 36, 0], 'traces': [23, 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-9040461296, -240404335328, -3347814400, 5862358166, 0, -17915830464, -22915570688, 18742758492, 137982213568, 21902539680, 19926048768, 0, 47487088192, -9912032964, 27063774208, -37322788368, 115202745584, 13525144572, 0, 159346687742, 147394875984, -10300629504, -54897180672, 90453079040, -44475635488, 0, 11490295808, 19972350879, -72916362176, 139654997740, 11127983744, 39798759432, 0, 87871087416, -85423163904, -112322432696, -193445986496, -31169937546, -12787313280, 0, -99023321024, 142499854472, -6400131072, 276502627146, -55665215744, -53927187120, 0, -399673060482, 62618243616, 52492538388, -62696615936, 74270690552, 54417063840, 0, -18433467904, -222294881008, -7492433408, 82289663200, 27025866752, 30093560688, 0, 232683578160, -39540585472, -30785817556, 61340172128, -54239259432, 1980137472], 'weight': 8, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 85838
      {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '98.8.a.f', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.8.c.b', 'target_level': 14, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 85839
      {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '98.8.a.f', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '98.8.a.d', 'target_level': 98, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 85840
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '98.8.a.f', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '98.8.a.f', 'target_level': 98, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 85841
      {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '98.8.a.f', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '98.8.c.m', 'target_level': 98, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 85842
      {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '98.8.a.f', 'source_level': 98, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '112.8.i.b', 'target_level': 112, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 8}
    • id: 85843
      {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '98.8.a.f', 'source_level': 98, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '126.8.g.d', 'target_level': 126, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 289775
      {'charpoly_factorization': [[[8, 1], 2]], 'hecke_orbit_code': 22517998271070306, 'p': 2}
    • id: 289776
      {'charpoly_factorization': [[[-165, -56, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 3}
    • id: 289777
      {'charpoly_factorization': [[[-185955, 14, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 5}
    • id: 289778
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998271070306, 'p': 7}
    • id: 289779
      {'charpoly_factorization': [[[-43237845, -2408, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 11}
    • id: 289780
      {'charpoly_factorization': [[[26913780, -10724, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 13}
    • id: 289781
      {'charpoly_factorization': [[[198263001, 35098, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 17}
    • id: 289782
      {'charpoly_factorization': [[[-625809965, 2408, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 19}
    • id: 289783
      {'charpoly_factorization': [[[-890257137, 61684, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 23}
    • id: 289784
      {'charpoly_factorization': [[[-302210796, 95660, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 29}
    • id: 289785
      {'charpoly_factorization': [[[5628386895, 166012, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 31}
    • id: 289786
      {'charpoly_factorization': [[[46003879093, 559814, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 37}
    • id: 289787
      {'charpoly_factorization': [[[154982022516, -805980, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 41}
    • id: 289788
      {'charpoly_factorization': [[[-9474621680, -267976, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 43}
    • id: 289789
      {'charpoly_factorization': [[[776500057791, -1769292, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 47}
    • id: 289790
      {'charpoly_factorization': [[[880940835909, -2317194, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 53}
    • id: 289791
      {'charpoly_factorization': [[[-9792650253, -660352, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 59}
    • id: 289792
      {'charpoly_factorization': [[[-1149292144659, -1463042, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 61}
    • id: 289793
      {'charpoly_factorization': [[[-3517340463061, 1784280, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 67}
    • id: 289794
      {'charpoly_factorization': [[[-20052968986176, -274400, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 71}
    • id: 289795
      {'charpoly_factorization': [[[4575230600825, -4549062, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 73}
    • id: 289796
      {'charpoly_factorization': [[[12232151046375, 8673964, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 79}
    • id: 289797
      {'charpoly_factorization': [[[14206197364176, 10594360, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 83}
    • id: 289798
      {'charpoly_factorization': [[[-61691712832359, -1779750, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 89}
    • id: 289799
      {'charpoly_factorization': [[[-89006519008780, 1748964, 1], 1]], 'hecke_orbit_code': 22517998271070306, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '98.8.a.f', 'level': 98, 'portrait': 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', 'weight': 8}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 43827727
      {'hecke_orbit_code': 22517998271070306, 'n': 1, 'trace_an': 2}
    • id: 43827728
      {'hecke_orbit_code': 22517998271070306, 'n': 2, 'trace_an': -16}
    • id: 43827729
      {'hecke_orbit_code': 22517998271070306, 'n': 3, 'trace_an': 56}
    • id: 43827730
      {'hecke_orbit_code': 22517998271070306, 'n': 4, 'trace_an': 128}
    • id: 43827731
      {'hecke_orbit_code': 22517998271070306, 'n': 5, 'trace_an': -14}
    • id: 43827732
      {'hecke_orbit_code': 22517998271070306, 'n': 6, 'trace_an': -448}
    • id: 43827733
      {'hecke_orbit_code': 22517998271070306, 'n': 7, 'trace_an': 0}
    • id: 43827734
      {'hecke_orbit_code': 22517998271070306, 'n': 8, 'trace_an': -1024}
    • id: 43827735
      {'hecke_orbit_code': 22517998271070306, 'n': 9, 'trace_an': -908}
    • id: 43827736
      {'hecke_orbit_code': 22517998271070306, 'n': 10, 'trace_an': 112}
    • id: 43827737
      {'hecke_orbit_code': 22517998271070306, 'n': 11, 'trace_an': 2408}
    • id: 43827738
      {'hecke_orbit_code': 22517998271070306, 'n': 12, 'trace_an': 3584}
    • id: 43827739
      {'hecke_orbit_code': 22517998271070306, 'n': 13, 'trace_an': 10724}
    • id: 43827740
      {'hecke_orbit_code': 22517998271070306, 'n': 14, 'trace_an': 0}
    • id: 43827741
      {'hecke_orbit_code': 22517998271070306, 'n': 15, 'trace_an': 26180}
    • id: 43827742
      {'hecke_orbit_code': 22517998271070306, 'n': 16, 'trace_an': 8192}
    • id: 43827743
      {'hecke_orbit_code': 22517998271070306, 'n': 17, 'trace_an': -35098}
    • id: 43827744
      {'hecke_orbit_code': 22517998271070306, 'n': 18, 'trace_an': 7264}
    • id: 43827745
      {'hecke_orbit_code': 22517998271070306, 'n': 19, 'trace_an': -2408}
    • id: 43827746
      {'hecke_orbit_code': 22517998271070306, 'n': 20, 'trace_an': -896}
    • id: 43827747
      {'hecke_orbit_code': 22517998271070306, 'n': 21, 'trace_an': 0}
    • id: 43827748
      {'hecke_orbit_code': 22517998271070306, 'n': 22, 'trace_an': -19264}
    • id: 43827749
      {'hecke_orbit_code': 22517998271070306, 'n': 23, 'trace_an': -61684}
    • id: 43827750
      {'hecke_orbit_code': 22517998271070306, 'n': 24, 'trace_an': -28672}
    • id: 43827751
      {'hecke_orbit_code': 22517998271070306, 'n': 25, 'trace_an': 215856}
    • id: 43827752
      {'hecke_orbit_code': 22517998271070306, 'n': 26, 'trace_an': -85792}
    • id: 43827753
      {'hecke_orbit_code': 22517998271070306, 'n': 27, 'trace_an': -41608}
    • id: 43827754
      {'hecke_orbit_code': 22517998271070306, 'n': 28, 'trace_an': 0}
    • id: 43827755
      {'hecke_orbit_code': 22517998271070306, 'n': 29, 'trace_an': -95660}
    • id: 43827756
      {'hecke_orbit_code': 22517998271070306, 'n': 30, 'trace_an': -209440}
    • id: 43827757
      {'hecke_orbit_code': 22517998271070306, 'n': 31, 'trace_an': -166012}
    • id: 43827758
      {'hecke_orbit_code': 22517998271070306, 'n': 32, 'trace_an': -65536}
    • id: 43827759
      {'hecke_orbit_code': 22517998271070306, 'n': 33, 'trace_an': 479290}
    • id: 43827760
      {'hecke_orbit_code': 22517998271070306, 'n': 34, 'trace_an': 280784}
    • id: 43827761
      {'hecke_orbit_code': 22517998271070306, 'n': 35, 'trace_an': 0}
    • id: 43827762
      {'hecke_orbit_code': 22517998271070306, 'n': 36, 'trace_an': -58112}
    • id: 43827763
      {'hecke_orbit_code': 22517998271070306, 'n': 37, 'trace_an': -559814}
    • id: 43827764
      {'hecke_orbit_code': 22517998271070306, 'n': 38, 'trace_an': 19264}
    • id: 43827765
      {'hecke_orbit_code': 22517998271070306, 'n': 39, 'trace_an': 383784}
    • id: 43827766
      {'hecke_orbit_code': 22517998271070306, 'n': 40, 'trace_an': 7168}
    • id: 43827767
      {'hecke_orbit_code': 22517998271070306, 'n': 41, 'trace_an': 805980}
    • id: 43827768
      {'hecke_orbit_code': 22517998271070306, 'n': 42, 'trace_an': 0}
    • id: 43827769
      {'hecke_orbit_code': 22517998271070306, 'n': 43, 'trace_an': 267976}
    • id: 43827770
      {'hecke_orbit_code': 22517998271070306, 'n': 44, 'trace_an': 154112}
    • id: 43827771
      {'hecke_orbit_code': 22517998271070306, 'n': 45, 'trace_an': 1494388}
    • id: 43827772
      {'hecke_orbit_code': 22517998271070306, 'n': 46, 'trace_an': 493472}
    • id: 43827773
      {'hecke_orbit_code': 22517998271070306, 'n': 47, 'trace_an': 1769292}
    • id: 43827774
      {'hecke_orbit_code': 22517998271070306, 'n': 48, 'trace_an': 229376}
    • id: 43827775
      {'hecke_orbit_code': 22517998271070306, 'n': 49, 'trace_an': 0}
    • id: 43827776
      {'hecke_orbit_code': 22517998271070306, 'n': 50, 'trace_an': -1726848}
    • id: 43827777
      {'hecke_orbit_code': 22517998271070306, 'n': 51, 'trace_an': -337424}
    • id: 43827778
      {'hecke_orbit_code': 22517998271070306, 'n': 52, 'trace_an': 686336}
    • id: 43827779
      {'hecke_orbit_code': 22517998271070306, 'n': 53, 'trace_an': 2317194}
    • id: 43827780
      {'hecke_orbit_code': 22517998271070306, 'n': 54, 'trace_an': 332864}
    • id: 43827781
      {'hecke_orbit_code': 22517998271070306, 'n': 55, 'trace_an': 5749268}
    • id: 43827782
      {'hecke_orbit_code': 22517998271070306, 'n': 56, 'trace_an': 0}
    • id: 43827783
      {'hecke_orbit_code': 22517998271070306, 'n': 57, 'trace_an': -1610498}
    • id: 43827784
      {'hecke_orbit_code': 22517998271070306, 'n': 58, 'trace_an': 765280}
    • id: 43827785
      {'hecke_orbit_code': 22517998271070306, 'n': 59, 'trace_an': 660352}
    • id: 43827786
      {'hecke_orbit_code': 22517998271070306, 'n': 60, 'trace_an': 1675520}
    • id: 43827787
      {'hecke_orbit_code': 22517998271070306, 'n': 61, 'trace_an': 1463042}
    • id: 43827788
      {'hecke_orbit_code': 22517998271070306, 'n': 62, 'trace_an': 1328096}
    • id: 43827789
      {'hecke_orbit_code': 22517998271070306, 'n': 63, 'trace_an': 0}
    • id: 43827790
      {'hecke_orbit_code': 22517998271070306, 'n': 64, 'trace_an': 524288}
    • id: 43827791
      {'hecke_orbit_code': 22517998271070306, 'n': 65, 'trace_an': 1094100}
    • id: 43827792
      {'hecke_orbit_code': 22517998271070306, 'n': 66, 'trace_an': -3834320}
    • id: 43827793
      {'hecke_orbit_code': 22517998271070306, 'n': 67, 'trace_an': -1784280}
    • id: 43827794
      {'hecke_orbit_code': 22517998271070306, 'n': 68, 'trace_an': -2246272}
    • id: 43827795
      {'hecke_orbit_code': 22517998271070306, 'n': 69, 'trace_an': 916762}
    • id: 43827796
      {'hecke_orbit_code': 22517998271070306, 'n': 70, 'trace_an': 0}
    • id: 43827797
      {'hecke_orbit_code': 22517998271070306, 'n': 71, 'trace_an': 274400}
    • id: 43827798
      {'hecke_orbit_code': 22517998271070306, 'n': 72, 'trace_an': 464896}
    • id: 43827799
      {'hecke_orbit_code': 22517998271070306, 'n': 73, 'trace_an': 4549062}
    • id: 43827800
      {'hecke_orbit_code': 22517998271070306, 'n': 74, 'trace_an': 4478512}
    • id: 43827801
      {'hecke_orbit_code': 22517998271070306, 'n': 75, 'trace_an': 5671960}
    • id: 43827802
      {'hecke_orbit_code': 22517998271070306, 'n': 76, 'trace_an': -154112}
    • id: 43827803
      {'hecke_orbit_code': 22517998271070306, 'n': 77, 'trace_an': 0}
    • id: 43827804
      {'hecke_orbit_code': 22517998271070306, 'n': 78, 'trace_an': -3070272}
    • id: 43827805
      {'hecke_orbit_code': 22517998271070306, 'n': 79, 'trace_an': -8673964}
    • id: 43827806
      {'hecke_orbit_code': 22517998271070306, 'n': 80, 'trace_an': -57344}
    • id: 43827807
      {'hecke_orbit_code': 22517998271070306, 'n': 81, 'trace_an': -1215782}
    • id: 43827808
      {'hecke_orbit_code': 22517998271070306, 'n': 82, 'trace_an': -6447840}
    • id: 43827809
      {'hecke_orbit_code': 22517998271070306, 'n': 83, 'trace_an': -10594360}
    • id: 43827810
      {'hecke_orbit_code': 22517998271070306, 'n': 84, 'trace_an': 0}
    • id: 43827811
      {'hecke_orbit_code': 22517998271070306, 'n': 85, 'trace_an': 9280166}
    • id: 43827812
      {'hecke_orbit_code': 22517998271070306, 'n': 86, 'trace_an': -2143808}
    • id: 43827813
      {'hecke_orbit_code': 22517998271070306, 'n': 87, 'trace_an': 457016}
    • id: 43827814
      {'hecke_orbit_code': 22517998271070306, 'n': 88, 'trace_an': -1232896}
    • id: 43827815
      {'hecke_orbit_code': 22517998271070306, 'n': 89, 'trace_an': 1779750}
    • id: 43827816
      {'hecke_orbit_code': 22517998271070306, 'n': 90, 'trace_an': -11955104}
    • id: 43827817
      {'hecke_orbit_code': 22517998271070306, 'n': 91, 'trace_an': 0}
    • id: 43827818
      {'hecke_orbit_code': 22517998271070306, 'n': 92, 'trace_an': -3947776}
    • id: 43827819
      {'hecke_orbit_code': 22517998271070306, 'n': 93, 'trace_an': -6836730}
    • id: 43827820
      {'hecke_orbit_code': 22517998271070306, 'n': 94, 'trace_an': -14154336}
    • id: 43827821
      {'hecke_orbit_code': 22517998271070306, 'n': 95, 'trace_an': -21586180}
    • id: 43827822
      {'hecke_orbit_code': 22517998271070306, 'n': 96, 'trace_an': -1835008}
    • id: 43827823
      {'hecke_orbit_code': 22517998271070306, 'n': 97, 'trace_an': -1748964}
    • id: 43827824
      {'hecke_orbit_code': 22517998271070306, 'n': 98, 'trace_an': 0}
    • id: 43827825
      {'hecke_orbit_code': 22517998271070306, 'n': 99, 'trace_an': 21971264}
    • id: 43827826
      {'hecke_orbit_code': 22517998271070306, 'n': 100, 'trace_an': 13814784}