Formats: - HTML - YAML - JSON - 2026-08-17T14:30:01.981277
  • mf_newforms • Show schema
    {'Nk2': 3200, 'analytic_conductor': 15.619251274206087, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [1849, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014467363176498, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 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': True, 'label': '50.8.b.e', 'level': 50, '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, 5], 'level_radical': 10, 'minimal_twist': '50.8.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q-8 i q^{2}+43 i q^{3}-64 q^{4}+344 q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.8.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 2023951099321108614, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.003', 'prec': 4}, {'__RealLiteral__': 0, 'data': '2.039', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '16.714', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '170.523', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 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  • mf_hecke_nf • Show schema
    {'an': [[1, 0], [0, -8], [0, 43], [-64, 0], [0, 0], [344, 0], [0, -974], [0, 512], [338, 0], [0, 0], [87, 0], [0, -2752], [0, 14828], [-7792, 0], [0, 0], [4096, 0], [0, 35571], [0, -2704], [-20615, 0], [0, 0], [41882, 0], [0, -696], [0, 22218], [-22016, 0], [0, 0], [118624, 0], [0, 108575], [0, 62336], [5760, 0], [0, 0], [302942, 0], [0, -32768], [0, 3741], [284568, 0], [0, 0], [-21632, 0], [0, 199366], [0, 164920], [-637604, 0], [0, 0], [-668523, 0], [0, -335056], [0, -143212], [-5568, 0], [0, 0], [177744, 0], [0, 338316], [0, 176128], [-125133, 0], [0, 0], [-1529553, 0], [0, -948992], [0, -1094322], [868600, 0], [0, 0], [498688, 0], [0, -886445], [0, -46080], [2135520, 0], [0, 0], [-1939318, 0], [0, -2423536], [0, -329212], [-262144, 0], [0, 0], [29928, 0], [0, 3348751], [0, -2276544], [-955374, 0], [0, 0], [3005652, 0], [0, 173056], [0, -3048397], [1594928, 0], [0, 0], [1319360, 0], [0, -84738], [0, 5100832], [-5485130, 0], [0, 0], [-3929519, 0], [0, 5348184], [0, 5205933], [-2680448, 0], [0, 0], [-1145696, 0], [0, 247680], [0, 44544], [832665, 0], [0, 0], [14442472, 0], [0, -1421952], [0, 13026506], [2706528, 0], [0, 0], [1409024, 0], [0, -5314754], [0, 1001064], [29406, 0], [0, 0]], 'ap': [[0, -8], [0, 43], [0, 0], [0, -974], [87, 0], [0, 14828], [0, 35571], [-20615, 0], [0, 22218], [5760, 0], [302942, 0], [0, 199366], [-668523, 0], [0, -143212], [0, 338316], [0, -1094322], [2135520, 0], [-1939318, 0], [0, 3348751], [3005652, 0], [0, -3048397], [-5485130, 0], [0, 5205933], [832665, 0], [0, -5314754], [13733622, 0], [0, -6708892], [0, -5779959], [2605330, 0], [0, 2992743], [0, -14989214], [-8234268, 0], [0, -49230069], [-9654575, 0], [-44928000, 0], [5611502, 0], [0, 28699126], [0, -77211367], [0, 107904876], [0, 99601608], [64439925, 0], [48930842, 0], [112024242, 0], [0, 92470733], [0, 46143306], [-168967820, 0], [69704897, 0], [0, -265619452], [0, 208790556], [-102101060, 0], [0, -197185962], [239330880, 0], [260673857, 0], [321445377, 0], [0, -57992814], [0, -59050902], [537531840, 0], [105110462, 0], [0, -15579104], [103808862, 0], [0, -21310927], [0, 312994158], [0, -354146219], [300594402, 0], [0, -432709462], [0, 333299076], [-607932973, 0], [0, -184987139], [0, -1253373639], [-91646990, 0], [0, -1007166522], [-295862610, 0], [0, 508303396], [0, 827555858], [94643035, 0], [0, 629504538], [70301850, 0], [0, -150320564], [1009262157, 0], [464820115, 0], [2063980005, 0], [995249492, 0], [1426618962, 0], [0, -1729871587], [-2325485480, 0], [0, 796391253], [1096250415, 0], [0, 1103249431], [3731747772, 0], [0, 232407428], [0, -1700969124], [336266430, 0], [0, -1416462734], [-528726588, 0], [4420632580, 0], [0, 152718588], [-2895254250, 0], [1997404917, 0], [0, 3573052763], [-205525408, 0], [0, -676741499], [0, 899648196], [0, -7460003112], [-4631040345, 0], [3524593292, 0], [0, 6767117581], [0, -5177512029], [0, 3913844103], [-369767730, 0], [8345290667, 0], [0, 3289229536], [0, -679245082], [0, 9687163266], [4568032420, 0], [-9137227858, 0], [-3582783318, 0], [0, 2424161588], [0, -586612884], [0, 3427023678], [10766105355, 0], [-9857494048, 0], [0, 4913658458], [0, -5462805264], [0, -2796533877], [10758182507, 0], [785548092, 0], [-12283285700, 0], [-11018553630, 0], [0, 9114798496], [0, -5482517332], [13448053060, 0], [0, -316805142], [12706410272, 0], [0, -7926368864], [-3650389563, 0], [-22956118565, 0], [0, 23740340808], [0, -15250852844], [0, -22201817874], [22233759150, 0], [20475953612, 0], [-12586779678, 0], [0, -5647209052], [0, 898050291], [994682140, 0], [4528284480, 0], [0, 884542418], [0, -17494201509], [-27580976735, 0], [0, -5597161512], [0, 20885582476], [-6850789938, 0], [0, -36719455117], [0, -2282662164], [0, -34932788684], [-24617274828, 0], [34369099750, 0], [-32121829470, 0], [0, 9392008261], [13423230012, 0], [0, 13825525296], [0, -10991077887], [0, -656209184], [34776247767, 0], [0, 11932500471], [0, 28566350538], [22058984282, 0], [0, 27942531436]], 'char_orbit_index': 2, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 18014467363176498, 'hecke_ring_character_values': [[27, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '50.8.b.e', 'level': 50, 'maxp': 997, 'weight': 8}
  • mf_newspaces • Show schema
    {'Nk2': 3200, 'analytic_conductor': 15.619251274206087, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'conrey_index': 49, 'cusp_dim': 46, 'dim': 10, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 68853694514, 'hecke_orbit_dims': [2, 2, 2, 2, 2], 'label': '50.8.b', 'level': 50, '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, 5], 'level_radical': 10, 'mf_dim': 58, 'mf_new_dim': 10, 'num_forms': 5, 'prim_orbit_index': 2, 'relative_dim': 10, 'sturm_bound': 60, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [10, 0, 0, -640, 0, -1360, 0, 0, -5320, 0, -25230, 0, 0, 2080, 0, 40960, 0, 0, -16850, 0, 217820, 0, 0, 87040, 0, 79040, 0, 0, -591000, 0, 368420, 0, 0, 460080, 0, 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  • mf_twists_nf • Show schema
    • id: 42347
      {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '50.8.a.a', 'target_level': 50, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 42348
      {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '50.8.a.h', 'target_level': 50, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 42349
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.8.b.e', 'target_level': 50, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 42350
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.8.b.e', 'target_level': 50, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 42351
      {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '400.8.a.f', 'target_level': 400, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
    • id: 42352
      {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '400.8.a.o', 'target_level': 400, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
    • id: 42353
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '400.8.c.g', 'target_level': 400, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 42354
      {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '400.8.c.g', 'target_level': 400, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 42355
      {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '450.8.a.j', 'target_level': 450, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
    • id: 42356
      {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '450.8.a.q', 'target_level': 450, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
    • id: 42357
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '450.8.c.i', 'target_level': 450, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 42358
      {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '50.8.b.e', 'source_level': 50, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '450.8.c.i', 'target_level': 450, 'twist_class_label': '50.8.a.a', 'twist_class_level': 50, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 169400
      {'charpoly_factorization': [[[64, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 2}
    • id: 169401
      {'charpoly_factorization': [[[1849, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 3}
    • id: 169402
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 5}
    • id: 169403
      {'charpoly_factorization': [[[948676, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 7}
    • id: 169404
      {'charpoly_factorization': [[[-87, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 11}
    • id: 169405
      {'charpoly_factorization': [[[219869584, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 13}
    • id: 169406
      {'charpoly_factorization': [[[1265296041, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 17}
    • id: 169407
      {'charpoly_factorization': [[[20615, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 19}
    • id: 169408
      {'charpoly_factorization': [[[493639524, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 23}
    • id: 169409
      {'charpoly_factorization': [[[-5760, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 29}
    • id: 169410
      {'charpoly_factorization': [[[-302942, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 31}
    • id: 169411
      {'charpoly_factorization': [[[39746801956, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 37}
    • id: 169412
      {'charpoly_factorization': [[[668523, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 41}
    • id: 169413
      {'charpoly_factorization': [[[20509676944, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 43}
    • id: 169414
      {'charpoly_factorization': [[[114457715856, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 47}
    • id: 169415
      {'charpoly_factorization': [[[1197540639684, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 53}
    • id: 169416
      {'charpoly_factorization': [[[-2135520, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 59}
    • id: 169417
      {'charpoly_factorization': [[[1939318, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 61}
    • id: 169418
      {'charpoly_factorization': [[[11214133260001, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 67}
    • id: 169419
      {'charpoly_factorization': [[[-3005652, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 71}
    • id: 169420
      {'charpoly_factorization': [[[9292724269609, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 73}
    • id: 169421
      {'charpoly_factorization': [[[5485130, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 79}
    • id: 169422
      {'charpoly_factorization': [[[27101738400489, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 83}
    • id: 169423
      {'charpoly_factorization': [[[-832665, 1], 2]], 'hecke_orbit_code': 18014467363176498, 'p': 89}
    • id: 169424
      {'charpoly_factorization': [[[28246610080516, 0, 1], 1]], 'hecke_orbit_code': 18014467363176498, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 2, 'hecke_orbit': 5, 'label': '50.8.b.e', 'level': 50, '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: 40525843
      {'hecke_orbit_code': 18014467363176498, 'n': 1, 'trace_an': 2}
    • id: 40525844
      {'hecke_orbit_code': 18014467363176498, 'n': 2, 'trace_an': 0}
    • id: 40525845
      {'hecke_orbit_code': 18014467363176498, 'n': 3, 'trace_an': 0}
    • id: 40525846
      {'hecke_orbit_code': 18014467363176498, 'n': 4, 'trace_an': -128}
    • id: 40525847
      {'hecke_orbit_code': 18014467363176498, 'n': 5, 'trace_an': 0}
    • id: 40525848
      {'hecke_orbit_code': 18014467363176498, 'n': 6, 'trace_an': 688}
    • id: 40525849
      {'hecke_orbit_code': 18014467363176498, 'n': 7, 'trace_an': 0}
    • id: 40525850
      {'hecke_orbit_code': 18014467363176498, 'n': 8, 'trace_an': 0}
    • id: 40525851
      {'hecke_orbit_code': 18014467363176498, 'n': 9, 'trace_an': 676}
    • id: 40525852
      {'hecke_orbit_code': 18014467363176498, 'n': 10, 'trace_an': 0}
    • id: 40525853
      {'hecke_orbit_code': 18014467363176498, 'n': 11, 'trace_an': 174}
    • id: 40525854
      {'hecke_orbit_code': 18014467363176498, 'n': 12, 'trace_an': 0}
    • id: 40525855
      {'hecke_orbit_code': 18014467363176498, 'n': 13, 'trace_an': 0}
    • id: 40525856
      {'hecke_orbit_code': 18014467363176498, 'n': 14, 'trace_an': -15584}
    • id: 40525857
      {'hecke_orbit_code': 18014467363176498, 'n': 15, 'trace_an': 0}
    • id: 40525858
      {'hecke_orbit_code': 18014467363176498, 'n': 16, 'trace_an': 8192}
    • id: 40525859
      {'hecke_orbit_code': 18014467363176498, 'n': 17, 'trace_an': 0}
    • id: 40525860
      {'hecke_orbit_code': 18014467363176498, 'n': 18, 'trace_an': 0}
    • id: 40525861
      {'hecke_orbit_code': 18014467363176498, 'n': 19, 'trace_an': -41230}
    • id: 40525862
      {'hecke_orbit_code': 18014467363176498, 'n': 20, 'trace_an': 0}
    • id: 40525863
      {'hecke_orbit_code': 18014467363176498, 'n': 21, 'trace_an': 83764}
    • id: 40525864
      {'hecke_orbit_code': 18014467363176498, 'n': 22, 'trace_an': 0}
    • id: 40525865
      {'hecke_orbit_code': 18014467363176498, 'n': 23, 'trace_an': 0}
    • id: 40525866
      {'hecke_orbit_code': 18014467363176498, 'n': 24, 'trace_an': -44032}
    • id: 40525867
      {'hecke_orbit_code': 18014467363176498, 'n': 25, 'trace_an': 0}
    • id: 40525868
      {'hecke_orbit_code': 18014467363176498, 'n': 26, 'trace_an': 237248}
    • id: 40525869
      {'hecke_orbit_code': 18014467363176498, 'n': 27, 'trace_an': 0}
    • id: 40525870
      {'hecke_orbit_code': 18014467363176498, 'n': 28, 'trace_an': 0}
    • id: 40525871
      {'hecke_orbit_code': 18014467363176498, 'n': 29, 'trace_an': 11520}
    • id: 40525872
      {'hecke_orbit_code': 18014467363176498, 'n': 30, 'trace_an': 0}
    • id: 40525873
      {'hecke_orbit_code': 18014467363176498, 'n': 31, 'trace_an': 605884}
    • id: 40525874
      {'hecke_orbit_code': 18014467363176498, 'n': 32, 'trace_an': 0}
    • id: 40525875
      {'hecke_orbit_code': 18014467363176498, 'n': 33, 'trace_an': 0}
    • id: 40525876
      {'hecke_orbit_code': 18014467363176498, 'n': 34, 'trace_an': 569136}
    • id: 40525877
      {'hecke_orbit_code': 18014467363176498, 'n': 35, 'trace_an': 0}
    • id: 40525878
      {'hecke_orbit_code': 18014467363176498, 'n': 36, 'trace_an': -43264}
    • id: 40525879
      {'hecke_orbit_code': 18014467363176498, 'n': 37, 'trace_an': 0}
    • id: 40525880
      {'hecke_orbit_code': 18014467363176498, 'n': 38, 'trace_an': 0}
    • id: 40525881
      {'hecke_orbit_code': 18014467363176498, 'n': 39, 'trace_an': -1275208}
    • id: 40525882
      {'hecke_orbit_code': 18014467363176498, 'n': 40, 'trace_an': 0}
    • id: 40525883
      {'hecke_orbit_code': 18014467363176498, 'n': 41, 'trace_an': -1337046}
    • id: 40525884
      {'hecke_orbit_code': 18014467363176498, 'n': 42, 'trace_an': 0}
    • id: 40525885
      {'hecke_orbit_code': 18014467363176498, 'n': 43, 'trace_an': 0}
    • id: 40525886
      {'hecke_orbit_code': 18014467363176498, 'n': 44, 'trace_an': -11136}
    • id: 40525887
      {'hecke_orbit_code': 18014467363176498, 'n': 45, 'trace_an': 0}
    • id: 40525888
      {'hecke_orbit_code': 18014467363176498, 'n': 46, 'trace_an': 355488}
    • id: 40525889
      {'hecke_orbit_code': 18014467363176498, 'n': 47, 'trace_an': 0}
    • id: 40525890
      {'hecke_orbit_code': 18014467363176498, 'n': 48, 'trace_an': 0}
    • id: 40525891
      {'hecke_orbit_code': 18014467363176498, 'n': 49, 'trace_an': -250266}
    • id: 40525892
      {'hecke_orbit_code': 18014467363176498, 'n': 50, 'trace_an': 0}
    • id: 40525893
      {'hecke_orbit_code': 18014467363176498, 'n': 51, 'trace_an': -3059106}
    • id: 40525894
      {'hecke_orbit_code': 18014467363176498, 'n': 52, 'trace_an': 0}
    • id: 40525895
      {'hecke_orbit_code': 18014467363176498, 'n': 53, 'trace_an': 0}
    • id: 40525896
      {'hecke_orbit_code': 18014467363176498, 'n': 54, 'trace_an': 1737200}
    • id: 40525897
      {'hecke_orbit_code': 18014467363176498, 'n': 55, 'trace_an': 0}
    • id: 40525898
      {'hecke_orbit_code': 18014467363176498, 'n': 56, 'trace_an': 997376}
    • id: 40525899
      {'hecke_orbit_code': 18014467363176498, 'n': 57, 'trace_an': 0}
    • id: 40525900
      {'hecke_orbit_code': 18014467363176498, 'n': 58, 'trace_an': 0}
    • id: 40525901
      {'hecke_orbit_code': 18014467363176498, 'n': 59, 'trace_an': 4271040}
    • id: 40525902
      {'hecke_orbit_code': 18014467363176498, 'n': 60, 'trace_an': 0}
    • id: 40525903
      {'hecke_orbit_code': 18014467363176498, 'n': 61, 'trace_an': -3878636}
    • id: 40525904
      {'hecke_orbit_code': 18014467363176498, 'n': 62, 'trace_an': 0}
    • id: 40525905
      {'hecke_orbit_code': 18014467363176498, 'n': 63, 'trace_an': 0}
    • id: 40525906
      {'hecke_orbit_code': 18014467363176498, 'n': 64, 'trace_an': -524288}
    • id: 40525907
      {'hecke_orbit_code': 18014467363176498, 'n': 65, 'trace_an': 0}
    • id: 40525908
      {'hecke_orbit_code': 18014467363176498, 'n': 66, 'trace_an': 59856}
    • id: 40525909
      {'hecke_orbit_code': 18014467363176498, 'n': 67, 'trace_an': 0}
    • id: 40525910
      {'hecke_orbit_code': 18014467363176498, 'n': 68, 'trace_an': 0}
    • id: 40525911
      {'hecke_orbit_code': 18014467363176498, 'n': 69, 'trace_an': -1910748}
    • id: 40525912
      {'hecke_orbit_code': 18014467363176498, 'n': 70, 'trace_an': 0}
    • id: 40525913
      {'hecke_orbit_code': 18014467363176498, 'n': 71, 'trace_an': 6011304}
    • id: 40525914
      {'hecke_orbit_code': 18014467363176498, 'n': 72, 'trace_an': 0}
    • id: 40525915
      {'hecke_orbit_code': 18014467363176498, 'n': 73, 'trace_an': 0}
    • id: 40525916
      {'hecke_orbit_code': 18014467363176498, 'n': 74, 'trace_an': 3189856}
    • id: 40525917
      {'hecke_orbit_code': 18014467363176498, 'n': 75, 'trace_an': 0}
    • id: 40525918
      {'hecke_orbit_code': 18014467363176498, 'n': 76, 'trace_an': 2638720}
    • id: 40525919
      {'hecke_orbit_code': 18014467363176498, 'n': 77, 'trace_an': 0}
    • id: 40525920
      {'hecke_orbit_code': 18014467363176498, 'n': 78, 'trace_an': 0}
    • id: 40525921
      {'hecke_orbit_code': 18014467363176498, 'n': 79, 'trace_an': -10970260}
    • id: 40525922
      {'hecke_orbit_code': 18014467363176498, 'n': 80, 'trace_an': 0}
    • id: 40525923
      {'hecke_orbit_code': 18014467363176498, 'n': 81, 'trace_an': -7859038}
    • id: 40525924
      {'hecke_orbit_code': 18014467363176498, 'n': 82, 'trace_an': 0}
    • id: 40525925
      {'hecke_orbit_code': 18014467363176498, 'n': 83, 'trace_an': 0}
    • id: 40525926
      {'hecke_orbit_code': 18014467363176498, 'n': 84, 'trace_an': -5360896}
    • id: 40525927
      {'hecke_orbit_code': 18014467363176498, 'n': 85, 'trace_an': 0}
    • id: 40525928
      {'hecke_orbit_code': 18014467363176498, 'n': 86, 'trace_an': -2291392}
    • id: 40525929
      {'hecke_orbit_code': 18014467363176498, 'n': 87, 'trace_an': 0}
    • id: 40525930
      {'hecke_orbit_code': 18014467363176498, 'n': 88, 'trace_an': 0}
    • id: 40525931
      {'hecke_orbit_code': 18014467363176498, 'n': 89, 'trace_an': 1665330}
    • id: 40525932
      {'hecke_orbit_code': 18014467363176498, 'n': 90, 'trace_an': 0}
    • id: 40525933
      {'hecke_orbit_code': 18014467363176498, 'n': 91, 'trace_an': 28884944}
    • id: 40525934
      {'hecke_orbit_code': 18014467363176498, 'n': 92, 'trace_an': 0}
    • id: 40525935
      {'hecke_orbit_code': 18014467363176498, 'n': 93, 'trace_an': 0}
    • id: 40525936
      {'hecke_orbit_code': 18014467363176498, 'n': 94, 'trace_an': 5413056}
    • id: 40525937
      {'hecke_orbit_code': 18014467363176498, 'n': 95, 'trace_an': 0}
    • id: 40525938
      {'hecke_orbit_code': 18014467363176498, 'n': 96, 'trace_an': 2818048}
    • id: 40525939
      {'hecke_orbit_code': 18014467363176498, 'n': 97, 'trace_an': 0}
    • id: 40525940
      {'hecke_orbit_code': 18014467363176498, 'n': 98, 'trace_an': 0}
    • id: 40525941
      {'hecke_orbit_code': 18014467363176498, 'n': 99, 'trace_an': 58812}
    • id: 40525942
      {'hecke_orbit_code': 18014467363176498, 'n': 100, 'trace_an': 0}