Formats: - HTML - YAML - JSON - 2026-08-12T23:17:50.747308
  • mf_newforms • Show schema
    {'Nk2': 7168, 'analytic_conductor': 34.98712285422164, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [112, 3, [15, 85, 17], [3, 3, 1]], 'cm_discs': [], 'conrey_index': 65, 'dim': 4, 'field_disc': 8105409, 'field_disc_factorization': [[3, 2], [13, 2], [73, 2]], 'field_poly': [56169, 237, 238, -1, 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, [27225, 9240, 3301, -56, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504149517402224, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 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': '112.8.i.b', 'level': 112, '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': '4.0.8105409.4', 'prim_orbit_index': 3, 'qexp_display': 'q+(28\\beta _{1}+\\beta _{2})q^{3}+(7-7\\beta _{1}+14\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.8.i', 'trace_display': [0, 56, 14, 1848], 'trace_hash': 86453904906024003, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '3.910', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.136', 'prec': 10}, {'__RealLiteral__': 0, 'data': '59.567', 'prec': 17}, 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  • mf_hecke_nf • Show schema
    {'an': [[1, 0, 0, 0], [0, 0, 0, 0], [0, 28, 1, 0], [0, 0, 0, 0], [7, -7, 14, 14], [0, 0, 0, 0], [154, 616, 14, 21], [0, 0, 0, 0], [454, -454, 56, 56], [0, 0, 0, 0], [0, 1204, 217, 0], [0, 0, 0, 0], [5362, 0, 0, -44], [0, 0, 0, 0], [-13090, 0, 0, 385], [0, 0, 0, 0], [0, 17549, -340, 0], [0, 0, 0, 0], [-1204, 1204, 813, 813], [0, 0, 0, 0], [-30534, 14917, 574, 1008], [0, 0, 0, 0], [-30842, 30842, -1393, -1393], [0, 0, 0, 0], [0, -107928, 196, 0], [0, 0, 0, 0], [20804, 0, 0, -1073], [0, 0, 0, 0], [-47830, 0, 0, -1652], [0, 0, 0, 0], [0, -83006, -1153, 0], [0, 0, 0, 0], [-239645, 239645, 7280, 7280], [0, 0, 0, 0], [98392, -280084, 2303, 10829], [0, 0, 0, 0], [279907, -279907, -5838, -5838], [0, 0, 0, 0], [0, 191892, 6594, 0], [0, 0, 0, 0], [402990, 0, 0, 2796], [0, 0, 0, 0], [-133988, 0, 0, -5376], [0, 0, 0, 0], [0, -747194, 6748, 0], [0, 0, 0, 0], [884646, -884646, 2535, 2535], [0, 0, 0, 0], [-123235, 197176, -4312, 23716], [0, 0, 0, 0], [-168712, 168712, 8029, 8029], [0, 0, 0, 0], 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[8124569439, -8124569439, 11332950, 11332950], [0, -6818824836, -25381503, 0], [-5740352632, 5740352632, -23103999, -23103999], [5824397030, 0, 0, -159092528], [6988775539, -6988775539, -252533694, -252533694], [7979629602, -7979629602, -143353701, -143353701], [-1077386352, 0, 0, 349548520], [-3632384665, 3632384665, -358120666, -358120666], [0, 985985488, -416645467, 0], [-9517012704, 0, 0, -161785176], [-369070154, 369070154, -718577321, -718577321], [968375746, 0, 0, -34605284], [-6536091583, 6536091583, 197151544, 197151544], [10152737910, 0, 0, -147978292], [0, -5112380273, 147172534, 0], [0, -6565289276, 321304841, 0], [20666138010, 0, 0, 59066652], [0, 3413251885, -141273860, 0], [2873132556, 0, 0, -809787056], [7436813735, -7436813735, -36132194, -36132194], [0, -4370336766, 560460607, 0], [-4307796996, 0, 0, 13949040], [0, -5219392941, -287516950, 0], [-16350145336, 0, 0, 10584064], [20577655658, 0, 0, -225276204], [0, -21110774139, -470485836, 0], [-2956132144, 2956132144, -569110143, -569110143], [17652847202, -17652847202, 361209835, 361209835], [-7206110757, 7206110757, -111559070, -111559070], [-12943330974, 0, 0, -204077712], [27671607580, 0, 0, 189227304], [-4899818910, 4899818910, 136478499, 136478499], [0, 128675080, 488319965, 0], [-7459741680, 0, 0, 240588096], [1200578442, -1200578442, 1047911291, 1047911291], [4276839609, -4276839609, -833640216, -833640216], [-2623211542, 0, 0, 484988400], [0, 24473709127, -230193122, 0], [26000368040, -26000368040, -459761183, -459761183], [-1370581322, 0, 0, -1332212140], [-14264504384, 0, 0, 633733800], [-25091771124, 25091771124, -309606363, -309606363], [0, -2147856075, 76309716, 0], [0, 12166728294, 1088190387, 0], [0, 13051027358, -787053813, 0], [0, -15024400181, -101966574, 0]], 'char_orbit_index': 9, 'field_poly': [56169, 237, 238, -1, 1], 'hecke_orbit_code': 4504149517402224, 'hecke_ring_character_values': [[15, [1, 0, 0, 0]], [85, [1, 0, 0, 0]], [17, [-1, 1, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 56406, 56406, 119], 'hecke_ring_inverse_denominators': [1, 2, 2, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 1, 0], [-475, 475, 1, 1], [-356, 0, 0, 119]], 'hecke_ring_numerators': [[1, 0, 0, 0], [56169, -238, 238, -1], [-56169, 113050, -238, 1], [356, 0, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '112.8.i.b', 'level': 112, 'maxp': 997, 'weight': 8}
  • mf_newspaces • Show schema
    {'Nk2': 7168, 'analytic_conductor': 34.98712285422164, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [112, 3, [15, 85, 17], [3, 3, 1]], 'conrey_index': 65, 'cusp_dim': 212, 'dim': 54, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 549890031728, 'hecke_orbit_dims': [4, 4, 8, 10, 14, 14], 'label': '112.8.i', 'level': 112, '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': 236, 'mf_new_dim': 58, 'num_forms': 6, 'prim_orbit_index': 3, 'relative_dim': 27, 'sturm_bound': 128, 'trace_bound': 3, 'trace_display': [0, -53, -1, -1004], 'traces': [54, 0, -53, 0, -1, 0, -1004, 0, -18226, 0, -601, 0, -4, 0, -4370, 0, -1, 0, -50731, 0, 3357, 0, -43783, 0, -369620, 0, 310558, 0, 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  • mf_twists_nf • Show schema
    • id: 98485
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.i.b', 'source_level': 112, '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': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 98486
      {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.i.b', 'source_level': 112, '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': '28.g', 'twisting_char_orbit': 7, 'weight': 8}
    • id: 98487
      {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.i.b', 'source_level': 112, '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': '28.f', 'twisting_char_orbit': 6, 'weight': 8}
    • id: 98488
      {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.i.b', 'source_level': 112, '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': '28.g', 'twisting_char_orbit': 7, 'weight': 8}
    • id: 98489
      {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.i.b', 'source_level': 112, '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': '28.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 98490
      {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.i.b', 'source_level': 112, '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': '28.f', 'twisting_char_orbit': 6, 'weight': 8}
    • id: 98491
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.i.b', 'source_level': 112, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 98492
      {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.i.b', 'source_level': 112, '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': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 98493
      {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.i.b', 'source_level': 112, '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': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 98494
      {'conductor': 84, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.i.b', 'source_level': 112, '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': '84.n', 'twisting_char_orbit': 14, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 323200
      {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4504149517402224, 'p': 2}
    • id: 323201
      {'charpoly_factorization': [[[27225, 9240, 3301, -56, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 3}
    • id: 323202
      {'charpoly_factorization': [[[34579262025, 2603370, 186151, -14, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 5}
    • id: 323203
      {'charpoly_factorization': [[[678223072849, -1521907464, 1756846, -1848, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 7}
    • id: 323204
      {'charpoly_factorization': [[[1869511240244025, 104116730760, 49036309, -2408, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 11}
    • id: 323205
      {'charpoly_factorization': [[[26913780, -10724, 1], 2]], 'hecke_orbit_code': 4504149517402224, 'p': 13}
    • id: 323206
      {'charpoly_factorization': [[[39308217565526001, -6958634809098, 1033606603, -35098, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 17}
    • id: 323207
      {'charpoly_factorization': [[[391638112293301225, -1506950395720, 631608429, 2408, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 19}
    • id: 323208
      {'charpoly_factorization': [[[792557769979436769, -54914621238708, 4695172993, 61684, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 23}
    • id: 323209
      {'charpoly_factorization': [[[-302210796, 95660, 1], 2]], 'hecke_orbit_code': 4504149517402224, 'p': 29}
    • id: 323210
      {'charpoly_factorization': [[[31678739039807741025, 934379765212740, 21931597249, 166012, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 31}
    • id: 323211
      {'charpoly_factorization': [[[2116356891603362502649, -25753615570568702, 267387835503, -559814, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 37}
    • id: 323212
      {'charpoly_factorization': [[[154982022516, -805980, 1], 2]], 'hecke_orbit_code': 4504149517402224, 'p': 41}
    • id: 323213
      {'charpoly_factorization': [[[-9474621680, 267976, 1], 2]], 'hecke_orbit_code': 4504149517402224, 'p': 43}
    • id: 323214
      {'charpoly_factorization': [[[602952339749426339799681, -1373855340249153972, 2353894123473, -1769292, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 47}
    • id: 323215
      {'charpoly_factorization': [[[776056756372047663856281, 2041310819323319346, 4488447197727, 2317194, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 53}
    • id: 323216
      {'charpoly_factorization': [[[95895998977580964009, 6466596179869056, 445857414157, -660352, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 59}
    • id: 323217
      {'charpoly_factorization': [[[1320872433774883782226281, -1681462677906192678, 3289784038423, 1463042, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 61}
    • id: 323218
      {'charpoly_factorization': [[[12371683933086169905489721, -6275920241430481080, 6700995581461, 1784280, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 67}
    • id: 323219
      {'charpoly_factorization': [[[-20052968986176, 274400, 1], 2]], 'hecke_orbit_code': 4504149517402224, 'p': 71}
    • id: 323220
      {'charpoly_factorization': [[[20932735050725490490680625, 20813007667450176150, 16118734479019, 4549062, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 73}
    • id: 323221
      {'charpoly_factorization': [[[149625519221333007400640625, 106101237818819080500, 63005500426921, 8673964, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 79}
    • id: 323222
      {'charpoly_factorization': [[[14206197364176, -10594360, 1], 2]], 'hecke_orbit_code': 4504149517402224, 'p': 83}
    • id: 323223
      {'charpoly_factorization': [[[3805867432190248110037504881, -109795825913390930250, 64859222894859, 1779750, 1], 1]], 'hecke_orbit_code': 4504149517402224, 'p': 89}
    • id: 323224
      {'charpoly_factorization': [[[-89006519008780, 1748964, 1], 2]], 'hecke_orbit_code': 4504149517402224, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 9, 'hecke_orbit': 2, 'label': '112.8.i.b', 'level': 112, '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: 23428957
      {'hecke_orbit_code': 4504149517402224, 'n': 1, 'trace_an': 4}
    • id: 23428958
      {'hecke_orbit_code': 4504149517402224, 'n': 2, 'trace_an': 0}
    • id: 23428959
      {'hecke_orbit_code': 4504149517402224, 'n': 3, 'trace_an': 56}
    • id: 23428960
      {'hecke_orbit_code': 4504149517402224, 'n': 4, 'trace_an': 0}
    • id: 23428961
      {'hecke_orbit_code': 4504149517402224, 'n': 5, 'trace_an': 14}
    • id: 23428962
      {'hecke_orbit_code': 4504149517402224, 'n': 6, 'trace_an': 0}
    • id: 23428963
      {'hecke_orbit_code': 4504149517402224, 'n': 7, 'trace_an': 1848}
    • id: 23428964
      {'hecke_orbit_code': 4504149517402224, 'n': 8, 'trace_an': 0}
    • id: 23428965
      {'hecke_orbit_code': 4504149517402224, 'n': 9, 'trace_an': 908}
    • id: 23428966
      {'hecke_orbit_code': 4504149517402224, 'n': 10, 'trace_an': 0}
    • id: 23428967
      {'hecke_orbit_code': 4504149517402224, 'n': 11, 'trace_an': 2408}
    • id: 23428968
      {'hecke_orbit_code': 4504149517402224, 'n': 12, 'trace_an': 0}
    • id: 23428969
      {'hecke_orbit_code': 4504149517402224, 'n': 13, 'trace_an': 21448}
    • id: 23428970
      {'hecke_orbit_code': 4504149517402224, 'n': 14, 'trace_an': 0}
    • id: 23428971
      {'hecke_orbit_code': 4504149517402224, 'n': 15, 'trace_an': -52360}
    • id: 23428972
      {'hecke_orbit_code': 4504149517402224, 'n': 16, 'trace_an': 0}
    • id: 23428973
      {'hecke_orbit_code': 4504149517402224, 'n': 17, 'trace_an': 35098}
    • id: 23428974
      {'hecke_orbit_code': 4504149517402224, 'n': 18, 'trace_an': 0}
    • id: 23428975
      {'hecke_orbit_code': 4504149517402224, 'n': 19, 'trace_an': -2408}
    • id: 23428976
      {'hecke_orbit_code': 4504149517402224, 'n': 20, 'trace_an': 0}
    • id: 23428977
      {'hecke_orbit_code': 4504149517402224, 'n': 21, 'trace_an': -92302}
    • id: 23428978
      {'hecke_orbit_code': 4504149517402224, 'n': 22, 'trace_an': 0}
    • id: 23428979
      {'hecke_orbit_code': 4504149517402224, 'n': 23, 'trace_an': -61684}
    • id: 23428980
      {'hecke_orbit_code': 4504149517402224, 'n': 24, 'trace_an': 0}
    • id: 23428981
      {'hecke_orbit_code': 4504149517402224, 'n': 25, 'trace_an': -215856}
    • id: 23428982
      {'hecke_orbit_code': 4504149517402224, 'n': 26, 'trace_an': 0}
    • id: 23428983
      {'hecke_orbit_code': 4504149517402224, 'n': 27, 'trace_an': 83216}
    • id: 23428984
      {'hecke_orbit_code': 4504149517402224, 'n': 28, 'trace_an': 0}
    • id: 23428985
      {'hecke_orbit_code': 4504149517402224, 'n': 29, 'trace_an': -191320}
    • id: 23428986
      {'hecke_orbit_code': 4504149517402224, 'n': 30, 'trace_an': 0}
    • id: 23428987
      {'hecke_orbit_code': 4504149517402224, 'n': 31, 'trace_an': -166012}
    • id: 23428988
      {'hecke_orbit_code': 4504149517402224, 'n': 32, 'trace_an': 0}
    • id: 23428989
      {'hecke_orbit_code': 4504149517402224, 'n': 33, 'trace_an': -479290}
    • id: 23428990
      {'hecke_orbit_code': 4504149517402224, 'n': 34, 'trace_an': 0}
    • id: 23428991
      {'hecke_orbit_code': 4504149517402224, 'n': 35, 'trace_an': -166600}
    • id: 23428992
      {'hecke_orbit_code': 4504149517402224, 'n': 36, 'trace_an': 0}
    • id: 23428993
      {'hecke_orbit_code': 4504149517402224, 'n': 37, 'trace_an': 559814}
    • id: 23428994
      {'hecke_orbit_code': 4504149517402224, 'n': 38, 'trace_an': 0}
    • id: 23428995
      {'hecke_orbit_code': 4504149517402224, 'n': 39, 'trace_an': 383784}
    • id: 23428996
      {'hecke_orbit_code': 4504149517402224, 'n': 40, 'trace_an': 0}
    • id: 23428997
      {'hecke_orbit_code': 4504149517402224, 'n': 41, 'trace_an': 1611960}
    • id: 23428998
      {'hecke_orbit_code': 4504149517402224, 'n': 42, 'trace_an': 0}
    • id: 23428999
      {'hecke_orbit_code': 4504149517402224, 'n': 43, 'trace_an': -535952}
    • id: 23429000
      {'hecke_orbit_code': 4504149517402224, 'n': 44, 'trace_an': 0}
    • id: 23429001
      {'hecke_orbit_code': 4504149517402224, 'n': 45, 'trace_an': -1494388}
    • id: 23429002
      {'hecke_orbit_code': 4504149517402224, 'n': 46, 'trace_an': 0}
    • id: 23429003
      {'hecke_orbit_code': 4504149517402224, 'n': 47, 'trace_an': 1769292}
    • id: 23429004
      {'hecke_orbit_code': 4504149517402224, 'n': 48, 'trace_an': 0}
    • id: 23429005
      {'hecke_orbit_code': 4504149517402224, 'n': 49, 'trace_an': -98588}
    • id: 23429006
      {'hecke_orbit_code': 4504149517402224, 'n': 50, 'trace_an': 0}
    • id: 23429007
      {'hecke_orbit_code': 4504149517402224, 'n': 51, 'trace_an': -337424}
    • id: 23429008
      {'hecke_orbit_code': 4504149517402224, 'n': 52, 'trace_an': 0}
    • id: 23429009
      {'hecke_orbit_code': 4504149517402224, 'n': 53, 'trace_an': -2317194}
    • id: 23429010
      {'hecke_orbit_code': 4504149517402224, 'n': 54, 'trace_an': 0}
    • id: 23429011
      {'hecke_orbit_code': 4504149517402224, 'n': 55, 'trace_an': -11498536}
    • id: 23429012
      {'hecke_orbit_code': 4504149517402224, 'n': 56, 'trace_an': 0}
    • id: 23429013
      {'hecke_orbit_code': 4504149517402224, 'n': 57, 'trace_an': -3220996}
    • id: 23429014
      {'hecke_orbit_code': 4504149517402224, 'n': 58, 'trace_an': 0}
    • id: 23429015
      {'hecke_orbit_code': 4504149517402224, 'n': 59, 'trace_an': 660352}
    • id: 23429016
      {'hecke_orbit_code': 4504149517402224, 'n': 60, 'trace_an': 0}
    • id: 23429017
      {'hecke_orbit_code': 4504149517402224, 'n': 61, 'trace_an': -1463042}
    • id: 23429018
      {'hecke_orbit_code': 4504149517402224, 'n': 62, 'trace_an': 0}
    • id: 23429019
      {'hecke_orbit_code': 4504149517402224, 'n': 63, 'trace_an': 514472}
    • id: 23429020
      {'hecke_orbit_code': 4504149517402224, 'n': 64, 'trace_an': 0}
    • id: 23429021
      {'hecke_orbit_code': 4504149517402224, 'n': 65, 'trace_an': -1094100}
    • id: 23429022
      {'hecke_orbit_code': 4504149517402224, 'n': 66, 'trace_an': 0}
    • id: 23429023
      {'hecke_orbit_code': 4504149517402224, 'n': 67, 'trace_an': -1784280}
    • id: 23429024
      {'hecke_orbit_code': 4504149517402224, 'n': 68, 'trace_an': 0}
    • id: 23429025
      {'hecke_orbit_code': 4504149517402224, 'n': 69, 'trace_an': 1833524}
    • id: 23429026
      {'hecke_orbit_code': 4504149517402224, 'n': 70, 'trace_an': 0}
    • id: 23429027
      {'hecke_orbit_code': 4504149517402224, 'n': 71, 'trace_an': -548800}
    • id: 23429028
      {'hecke_orbit_code': 4504149517402224, 'n': 72, 'trace_an': 0}
    • id: 23429029
      {'hecke_orbit_code': 4504149517402224, 'n': 73, 'trace_an': -4549062}
    • id: 23429030
      {'hecke_orbit_code': 4504149517402224, 'n': 74, 'trace_an': 0}
    • id: 23429031
      {'hecke_orbit_code': 4504149517402224, 'n': 75, 'trace_an': 5671960}
    • id: 23429032
      {'hecke_orbit_code': 4504149517402224, 'n': 76, 'trace_an': 0}
    • id: 23429033
      {'hecke_orbit_code': 4504149517402224, 'n': 77, 'trace_an': -15527806}
    • id: 23429034
      {'hecke_orbit_code': 4504149517402224, 'n': 78, 'trace_an': 0}
    • id: 23429035
      {'hecke_orbit_code': 4504149517402224, 'n': 79, 'trace_an': -8673964}
    • id: 23429036
      {'hecke_orbit_code': 4504149517402224, 'n': 80, 'trace_an': 0}
    • id: 23429037
      {'hecke_orbit_code': 4504149517402224, 'n': 81, 'trace_an': 1215782}
    • id: 23429038
      {'hecke_orbit_code': 4504149517402224, 'n': 82, 'trace_an': 0}
    • id: 23429039
      {'hecke_orbit_code': 4504149517402224, 'n': 83, 'trace_an': 21188720}
    • id: 23429040
      {'hecke_orbit_code': 4504149517402224, 'n': 84, 'trace_an': 0}
    • id: 23429041
      {'hecke_orbit_code': 4504149517402224, 'n': 85, 'trace_an': 18560332}
    • id: 23429042
      {'hecke_orbit_code': 4504149517402224, 'n': 86, 'trace_an': 0}
    • id: 23429043
      {'hecke_orbit_code': 4504149517402224, 'n': 87, 'trace_an': 457016}
    • id: 23429044
      {'hecke_orbit_code': 4504149517402224, 'n': 88, 'trace_an': 0}
    • id: 23429045
      {'hecke_orbit_code': 4504149517402224, 'n': 89, 'trace_an': -1779750}
    • id: 23429046
      {'hecke_orbit_code': 4504149517402224, 'n': 90, 'trace_an': 0}
    • id: 23429047
      {'hecke_orbit_code': 4504149517402224, 'n': 91, 'trace_an': 7570640}
    • id: 23429048
      {'hecke_orbit_code': 4504149517402224, 'n': 92, 'trace_an': 0}
    • id: 23429049
      {'hecke_orbit_code': 4504149517402224, 'n': 93, 'trace_an': 6836730}
    • id: 23429050
      {'hecke_orbit_code': 4504149517402224, 'n': 94, 'trace_an': 0}
    • id: 23429051
      {'hecke_orbit_code': 4504149517402224, 'n': 95, 'trace_an': -21586180}
    • id: 23429052
      {'hecke_orbit_code': 4504149517402224, 'n': 96, 'trace_an': 0}
    • id: 23429053
      {'hecke_orbit_code': 4504149517402224, 'n': 97, 'trace_an': -3497928}
    • id: 23429054
      {'hecke_orbit_code': 4504149517402224, 'n': 98, 'trace_an': 0}
    • id: 23429055
      {'hecke_orbit_code': 4504149517402224, 'n': 99, 'trace_an': -43942528}
    • id: 23429056
      {'hecke_orbit_code': 4504149517402224, 'n': 100, 'trace_an': 0}