Formats: - HTML - YAML - JSON - 2026-08-15T13:48:46.202150
  • mf_newforms • Show schema
    {'Nk2': 2100, 'analytic_conductor': 10.815752559441336, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [21, 1, [8, 10], [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': [[2, [24, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772181, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '21.10.a.a', 'level': 21, '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': True, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-24q^{2}+3^{4}q^{3}+2^{6}q^{4}-12^{2}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '21.10.a', 'trace_display': [-24, 81, -144, 2401], 'trace_hash': 65383748624954925, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.991', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.976', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.946', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, -24, 81, 64, -144, -1944, 2401, 10752, 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  • mf_hecke_nf • Show schema
    {'an': [[1], [-24], [81], [64], [-144], [-1944], [2401], [10752], [6561], [3456], [-15030], [5184], [-151486], [-57624], [-11664], [-290816], [-350448], [-157464], [-691108], [-9216], [194481], [360720], [892458], [870912], [-1932389], [3635664], [531441], [153664], [1648518], [279936], [-3734296], [1474560], [-1217430], [8410752], [-345744], [419904], [-11471902], [16586592], [-12270366], [-1548288], [13985724], [-4667544], [16794524], [-961920], [-944784], [-21418992], [-14012052], [-23556096], [5764801], [46377336], [-28386288], [-9695104], [-97439910], [-12754584], [2164320], [25815552], [-55979748], [-39564432], [110798304], [-746496], [-93816682], [89623104], [15752961], [113508352], [21813984], [29218320], [-122446456], [-22428672], [72289098], [8297856], [206197398], [70543872], [250337558], [275325648], [-156523509], [-44230912], [-36087030], [294488784], [-38314852], [41877504], [43046721], [-335657376], [-514086924], [12446784], [50464512], [-403068576], [133529958], [-161602560], [-1061294916], [22674816], [-363717886], [57117312], [-302477976], [336289248], [99519552], [119439360], [-73841578], [-138355224], [-98611830], [-123672896]], 'ap': [[-24], [81], [-144], [2401], [-15030], [-151486], [-350448], [-691108], [892458], [1648518], [-3734296], [-11471902], [13985724], [16794524], [-14012052], [-97439910], [110798304], [-93816682], [-122446456], [206197398], [250337558], [-38314852], [-514086924], [-1061294916], [-73841578], [-795313980], [1740583208], [459742218], [2230711022], [1506146106], [3481050908], [-1031152500], [7785368550], [1256017340], [9707664474], [-12386520952], [744207086], [-5117012368], [15456115668], [-12124750524], [-4204065354], [7403809538], [-20974022826], [-30855867082], [-7613283942], [-38658561424], [-47733054820], [-1005536824], [-37385981064], [69107843522], [83163172902], [12988103106], [-32946929386], [-31556395872], [77162646564], [8686046826], [-92747418936], [-88572363568], [100100453834], [57597773838], [60427833716], [132347052804], [-187229099788], [-193013018796], [-118735040230], [-62956842558], [229972625588], [342956459306], [-79804092450], [-247685544106], [-562222166832], [-577809613866], [66015205472], [163118010710], [-677490711244], [-277893110232], [855001763550], [-131206534162], [-133922020122], [-41810942482], [-675772810872], [-793482734086], [1313394275478], [-1285572789862], [1044946182728], [-600509323698], [-794091145950], [-171969510742], [1154744312028], [813368252036], [647701633248], [920693090772], [-288038192416], [-843205535970], [465323442140], [-257883432408], [-931226566392], [-414171017520], [2267446686140], [-2834469450718], [147430865288], [2601911211402], [300612673824], [-189695076378], [-124139352616], [-5070020629462], [-2824811411448], [631378737600], [4114963618926], [-2848343566462], [2531501823008], [1993728742022], [5746721793870], [1483348161620], [500163328820], [-574052319666], [-5763906563812], [2873598851964], [5206891015278], [-1473301125750], [-6671204785402], [5904432112286], [-1064535762084], [-7623577233978], [-10578632869060], [-191666753082], [2955699947414], [1653926529408], [868881947816], [-4735793718574], [2332452778400], [-9345564095658], [4693284099488], [-223676372410], [1107266743116], [5819712476186], [-2637017352420], [-16252738756612], [6846782338164], [21633713078538], [-4033490820460], [2524952186418], [-3398510213476], [-15714136421622], [1227382454378], [1352972032620], [3624023096750], [-575207132292], [15941950394780], [-3660036717270], [-18740995835218], [21338052301800], [8045047285724], [-18766672117884], [-29403518212132], [-27884929008954], [-11619140482960], [-30193359052164], [7462082655938], [17340244351512], [-10475214175950], [39153578298858], [50663233388612], [-54588073068660], [-12401418028890], [51144667076304], [25999529493656], [14315704417622]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 167772181, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '21.10.a.a', 'level': 21, 'maxp': 997, 'weight': 10}
  • mf_newspaces • Show schema
    {'ALdims': [2, 2, 3, 1], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [3, 4, 3, 4], 'Nk2': 2100, 'analytic_conductor': 10.815752559441336, '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': [21, 1, [8, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 22, 'dim': 8, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772181, 'hecke_orbit_dims': [1, 2, 2, 3], 'label': '21.10.a', 'level': 21, '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': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 26, 'mf_new_dim': 8, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 26, 'trace_bound': 2, 'trace_display': [2, 0, 4552, -4802], 'traces': [8, 2, 0, 2050, 4552, -6156, 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  • mf_twists_nf • Show schema
    • id: 16606
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '21.10.a.a', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '21.10.a.a', 'target_level': 21, 'twist_class_label': '21.10.a.a', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
    • id: 16607
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '21.10.a.a', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.10.a.a', 'target_level': 63, 'twist_class_label': '21.10.a.a', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
    • id: 16608
      {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '21.10.a.a', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '147.10.a.b', 'target_level': 147, 'twist_class_label': '21.10.a.a', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
    • id: 16609
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '21.10.a.a', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '336.10.a.d', 'target_level': 336, 'twist_class_label': '21.10.a.a', 'twist_class_level': 21, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • mf_hecke_charpolys • Show schema
    • id: 82975
      {'charpoly_factorization': [[[24, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 2}
    • id: 82976
      {'charpoly_factorization': [[[-81, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 3}
    • id: 82977
      {'charpoly_factorization': [[[144, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 5}
    • id: 82978
      {'charpoly_factorization': [[[-2401, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 7}
    • id: 82979
      {'charpoly_factorization': [[[15030, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 11}
    • id: 82980
      {'charpoly_factorization': [[[151486, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 13}
    • id: 82981
      {'charpoly_factorization': [[[350448, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 17}
    • id: 82982
      {'charpoly_factorization': [[[691108, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 19}
    • id: 82983
      {'charpoly_factorization': [[[-892458, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 23}
    • id: 82984
      {'charpoly_factorization': [[[-1648518, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 29}
    • id: 82985
      {'charpoly_factorization': [[[3734296, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 31}
    • id: 82986
      {'charpoly_factorization': [[[11471902, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 37}
    • id: 82987
      {'charpoly_factorization': [[[-13985724, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 41}
    • id: 82988
      {'charpoly_factorization': [[[-16794524, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 43}
    • id: 82989
      {'charpoly_factorization': [[[14012052, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 47}
    • id: 82990
      {'charpoly_factorization': [[[97439910, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 53}
    • id: 82991
      {'charpoly_factorization': [[[-110798304, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 59}
    • id: 82992
      {'charpoly_factorization': [[[93816682, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 61}
    • id: 82993
      {'charpoly_factorization': [[[122446456, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 67}
    • id: 82994
      {'charpoly_factorization': [[[-206197398, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 71}
    • id: 82995
      {'charpoly_factorization': [[[-250337558, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 73}
    • id: 82996
      {'charpoly_factorization': [[[38314852, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 79}
    • id: 82997
      {'charpoly_factorization': [[[514086924, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 83}
    • id: 82998
      {'charpoly_factorization': [[[1061294916, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 89}
    • id: 82999
      {'charpoly_factorization': [[[73841578, 1], 1]], 'hecke_orbit_code': 167772181, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '21.10.a.a', 'level': 21, '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: 3670824
      {'hecke_orbit_code': 167772181, 'n': 1, 'trace_an': 1}
    • id: 3670825
      {'hecke_orbit_code': 167772181, 'n': 2, 'trace_an': -24}
    • id: 3670826
      {'hecke_orbit_code': 167772181, 'n': 3, 'trace_an': 81}
    • id: 3670827
      {'hecke_orbit_code': 167772181, 'n': 4, 'trace_an': 64}
    • id: 3670828
      {'hecke_orbit_code': 167772181, 'n': 5, 'trace_an': -144}
    • id: 3670829
      {'hecke_orbit_code': 167772181, 'n': 6, 'trace_an': -1944}
    • id: 3670830
      {'hecke_orbit_code': 167772181, 'n': 7, 'trace_an': 2401}
    • id: 3670831
      {'hecke_orbit_code': 167772181, 'n': 8, 'trace_an': 10752}
    • id: 3670832
      {'hecke_orbit_code': 167772181, 'n': 9, 'trace_an': 6561}
    • id: 3670833
      {'hecke_orbit_code': 167772181, 'n': 10, 'trace_an': 3456}
    • id: 3670834
      {'hecke_orbit_code': 167772181, 'n': 11, 'trace_an': -15030}
    • id: 3670835
      {'hecke_orbit_code': 167772181, 'n': 12, 'trace_an': 5184}
    • id: 3670836
      {'hecke_orbit_code': 167772181, 'n': 13, 'trace_an': -151486}
    • id: 3670837
      {'hecke_orbit_code': 167772181, 'n': 14, 'trace_an': -57624}
    • id: 3670838
      {'hecke_orbit_code': 167772181, 'n': 15, 'trace_an': -11664}
    • id: 3670839
      {'hecke_orbit_code': 167772181, 'n': 16, 'trace_an': -290816}
    • id: 3670840
      {'hecke_orbit_code': 167772181, 'n': 17, 'trace_an': -350448}
    • id: 3670841
      {'hecke_orbit_code': 167772181, 'n': 18, 'trace_an': -157464}
    • id: 3670842
      {'hecke_orbit_code': 167772181, 'n': 19, 'trace_an': -691108}
    • id: 3670843
      {'hecke_orbit_code': 167772181, 'n': 20, 'trace_an': -9216}
    • id: 3670844
      {'hecke_orbit_code': 167772181, 'n': 21, 'trace_an': 194481}
    • id: 3670845
      {'hecke_orbit_code': 167772181, 'n': 22, 'trace_an': 360720}
    • id: 3670846
      {'hecke_orbit_code': 167772181, 'n': 23, 'trace_an': 892458}
    • id: 3670847
      {'hecke_orbit_code': 167772181, 'n': 24, 'trace_an': 870912}
    • id: 3670848
      {'hecke_orbit_code': 167772181, 'n': 25, 'trace_an': -1932389}
    • id: 3670849
      {'hecke_orbit_code': 167772181, 'n': 26, 'trace_an': 3635664}
    • id: 3670850
      {'hecke_orbit_code': 167772181, 'n': 27, 'trace_an': 531441}
    • id: 3670851
      {'hecke_orbit_code': 167772181, 'n': 28, 'trace_an': 153664}
    • id: 3670852
      {'hecke_orbit_code': 167772181, 'n': 29, 'trace_an': 1648518}
    • id: 3670853
      {'hecke_orbit_code': 167772181, 'n': 30, 'trace_an': 279936}
    • id: 3670854
      {'hecke_orbit_code': 167772181, 'n': 31, 'trace_an': -3734296}
    • id: 3670855
      {'hecke_orbit_code': 167772181, 'n': 32, 'trace_an': 1474560}
    • id: 3670856
      {'hecke_orbit_code': 167772181, 'n': 33, 'trace_an': -1217430}
    • id: 3670857
      {'hecke_orbit_code': 167772181, 'n': 34, 'trace_an': 8410752}
    • id: 3670858
      {'hecke_orbit_code': 167772181, 'n': 35, 'trace_an': -345744}
    • id: 3670859
      {'hecke_orbit_code': 167772181, 'n': 36, 'trace_an': 419904}
    • id: 3670860
      {'hecke_orbit_code': 167772181, 'n': 37, 'trace_an': -11471902}
    • id: 3670861
      {'hecke_orbit_code': 167772181, 'n': 38, 'trace_an': 16586592}
    • id: 3670862
      {'hecke_orbit_code': 167772181, 'n': 39, 'trace_an': -12270366}
    • id: 3670863
      {'hecke_orbit_code': 167772181, 'n': 40, 'trace_an': -1548288}
    • id: 3670864
      {'hecke_orbit_code': 167772181, 'n': 41, 'trace_an': 13985724}
    • id: 3670865
      {'hecke_orbit_code': 167772181, 'n': 42, 'trace_an': -4667544}
    • id: 3670866
      {'hecke_orbit_code': 167772181, 'n': 43, 'trace_an': 16794524}
    • id: 3670867
      {'hecke_orbit_code': 167772181, 'n': 44, 'trace_an': -961920}
    • id: 3670868
      {'hecke_orbit_code': 167772181, 'n': 45, 'trace_an': -944784}
    • id: 3670869
      {'hecke_orbit_code': 167772181, 'n': 46, 'trace_an': -21418992}
    • id: 3670870
      {'hecke_orbit_code': 167772181, 'n': 47, 'trace_an': -14012052}
    • id: 3670871
      {'hecke_orbit_code': 167772181, 'n': 48, 'trace_an': -23556096}
    • id: 3670872
      {'hecke_orbit_code': 167772181, 'n': 49, 'trace_an': 5764801}
    • id: 3670873
      {'hecke_orbit_code': 167772181, 'n': 50, 'trace_an': 46377336}
    • id: 3670874
      {'hecke_orbit_code': 167772181, 'n': 51, 'trace_an': -28386288}
    • id: 3670875
      {'hecke_orbit_code': 167772181, 'n': 52, 'trace_an': -9695104}
    • id: 3670876
      {'hecke_orbit_code': 167772181, 'n': 53, 'trace_an': -97439910}
    • id: 3670877
      {'hecke_orbit_code': 167772181, 'n': 54, 'trace_an': -12754584}
    • id: 3670878
      {'hecke_orbit_code': 167772181, 'n': 55, 'trace_an': 2164320}
    • id: 3670879
      {'hecke_orbit_code': 167772181, 'n': 56, 'trace_an': 25815552}
    • id: 3670880
      {'hecke_orbit_code': 167772181, 'n': 57, 'trace_an': -55979748}
    • id: 3670881
      {'hecke_orbit_code': 167772181, 'n': 58, 'trace_an': -39564432}
    • id: 3670882
      {'hecke_orbit_code': 167772181, 'n': 59, 'trace_an': 110798304}
    • id: 3670883
      {'hecke_orbit_code': 167772181, 'n': 60, 'trace_an': -746496}
    • id: 3670884
      {'hecke_orbit_code': 167772181, 'n': 61, 'trace_an': -93816682}
    • id: 3670885
      {'hecke_orbit_code': 167772181, 'n': 62, 'trace_an': 89623104}
    • id: 3670886
      {'hecke_orbit_code': 167772181, 'n': 63, 'trace_an': 15752961}
    • id: 3670887
      {'hecke_orbit_code': 167772181, 'n': 64, 'trace_an': 113508352}
    • id: 3670888
      {'hecke_orbit_code': 167772181, 'n': 65, 'trace_an': 21813984}
    • id: 3670889
      {'hecke_orbit_code': 167772181, 'n': 66, 'trace_an': 29218320}
    • id: 3670890
      {'hecke_orbit_code': 167772181, 'n': 67, 'trace_an': -122446456}
    • id: 3670891
      {'hecke_orbit_code': 167772181, 'n': 68, 'trace_an': -22428672}
    • id: 3670892
      {'hecke_orbit_code': 167772181, 'n': 69, 'trace_an': 72289098}
    • id: 3670893
      {'hecke_orbit_code': 167772181, 'n': 70, 'trace_an': 8297856}
    • id: 3670894
      {'hecke_orbit_code': 167772181, 'n': 71, 'trace_an': 206197398}
    • id: 3670895
      {'hecke_orbit_code': 167772181, 'n': 72, 'trace_an': 70543872}
    • id: 3670896
      {'hecke_orbit_code': 167772181, 'n': 73, 'trace_an': 250337558}
    • id: 3670897
      {'hecke_orbit_code': 167772181, 'n': 74, 'trace_an': 275325648}
    • id: 3670898
      {'hecke_orbit_code': 167772181, 'n': 75, 'trace_an': -156523509}
    • id: 3670899
      {'hecke_orbit_code': 167772181, 'n': 76, 'trace_an': -44230912}
    • id: 3670900
      {'hecke_orbit_code': 167772181, 'n': 77, 'trace_an': -36087030}
    • id: 3670901
      {'hecke_orbit_code': 167772181, 'n': 78, 'trace_an': 294488784}
    • id: 3670902
      {'hecke_orbit_code': 167772181, 'n': 79, 'trace_an': -38314852}
    • id: 3670903
      {'hecke_orbit_code': 167772181, 'n': 80, 'trace_an': 41877504}
    • id: 3670904
      {'hecke_orbit_code': 167772181, 'n': 81, 'trace_an': 43046721}
    • id: 3670905
      {'hecke_orbit_code': 167772181, 'n': 82, 'trace_an': -335657376}
    • id: 3670906
      {'hecke_orbit_code': 167772181, 'n': 83, 'trace_an': -514086924}
    • id: 3670907
      {'hecke_orbit_code': 167772181, 'n': 84, 'trace_an': 12446784}
    • id: 3670908
      {'hecke_orbit_code': 167772181, 'n': 85, 'trace_an': 50464512}
    • id: 3670909
      {'hecke_orbit_code': 167772181, 'n': 86, 'trace_an': -403068576}
    • id: 3670910
      {'hecke_orbit_code': 167772181, 'n': 87, 'trace_an': 133529958}
    • id: 3670911
      {'hecke_orbit_code': 167772181, 'n': 88, 'trace_an': -161602560}
    • id: 3670912
      {'hecke_orbit_code': 167772181, 'n': 89, 'trace_an': -1061294916}
    • id: 3670913
      {'hecke_orbit_code': 167772181, 'n': 90, 'trace_an': 22674816}
    • id: 3670914
      {'hecke_orbit_code': 167772181, 'n': 91, 'trace_an': -363717886}
    • id: 3670915
      {'hecke_orbit_code': 167772181, 'n': 92, 'trace_an': 57117312}
    • id: 3670916
      {'hecke_orbit_code': 167772181, 'n': 93, 'trace_an': -302477976}
    • id: 3670917
      {'hecke_orbit_code': 167772181, 'n': 94, 'trace_an': 336289248}
    • id: 3670918
      {'hecke_orbit_code': 167772181, 'n': 95, 'trace_an': 99519552}
    • id: 3670919
      {'hecke_orbit_code': 167772181, 'n': 96, 'trace_an': 119439360}
    • id: 3670920
      {'hecke_orbit_code': 167772181, 'n': 97, 'trace_an': -73841578}
    • id: 3670921
      {'hecke_orbit_code': 167772181, 'n': 98, 'trace_an': -138355224}
    • id: 3670922
      {'hecke_orbit_code': 167772181, 'n': 99, 'trace_an': -98611830}
    • id: 3670923
      {'hecke_orbit_code': 167772181, 'n': 100, 'trace_an': -123672896}