Formats: - HTML - YAML - JSON - 2026-08-26T05:37:15.045801
  • mf_newforms • Show schema
    {'Nk2': 21504, 'analytic_conductor': 104.96136856266492, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [336, 1, [127, 85, 113, 241], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 3649, 'field_disc_factorization': [[41, 1], [89, 1]], 'field_poly': [-912, -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': [[5, [-113940, -264, 1]]], 'hecke_orbit': 17, 'hecke_orbit_code': 72057594172146000, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [3, 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': '336.8.a.q', 'level': 336, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.8.a.c', 'nf_label': '2.2.3649.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}+(132-\\beta )q^{5}-7^{3}q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '336.8.a', 'trace_display': [0, 54, 264, -686], 'trace_hash': 1622445022864545447, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.016', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.949', 'prec': 14}, 0, 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  • mf_hecke_cc • Show schema
    {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.5773502691896257, 0.0], [0.0, 0.0], [1.7689684729738282, 0.0], [0.0, 0.0], [-0.37796447300922725, 0.0], [0.0, 0.0], [0.3333333333333333, 0.0], [0.0, 0.0], [-0.010667755931394126, 0.0], [0.0, 0.0], [0.4575710136484402, 0.0], [0.0, 0.0], [1.021314424059401, 0.0], [0.0, 0.0], [-0.722853500919094, 0.0], [0.0, 0.0], [0.11358573836094807, 0.0], [0.0, 0.0], [-0.2182178902359924, 0.0], [0.0, 0.0], [0.308178351062969, 0.0], [0.0, 0.0], [2.129249458375358, 0.0], [0.0, 0.0], [0.19245008972987526, 0.0], [0.0, 0.0], [1.065306691586375, 0.0], [0.0, 0.0], [-1.3799304212653845, 0.0], [0.0, 0.0], [-0.006159031758639626, 0.0], [0.0, 0.0], [-0.6686072366574904, 0.0], [0.0, 0.0], [1.4224215336260677, 0.0], [0.0, 0.0], [0.2641787479032969, 0.0], [0.0, 0.0], [0.7072362155193113, 0.0], [0.0, 0.0], [1.0673529913218713, 0.0], [0.0, 0.0], [0.5896561576579428, 0.0], [0.0, 0.0], [1.1158497284199806, 0.0], [0.0, 0.0], [0.14285714285714285, 0.0], [0.0, 0.0], [-0.41733966334030226, 0.0], [0.0, 0.0], [1.8888413071804147, 0.0], [0.0, 0.0], [-0.018870923920015766, 0.0], [0.0, 0.0], [0.06557875661879577, 0.0], [0.0, 0.0], [-1.6275002899013915, 0.0], [0.0, 0.0], [-1.3882602615830402, 0.0], [0.0, 0.0], [-0.12598815766974242, 0.0], [0.0, 0.0], [0.809428697290768, 0.0], [0.0, 0.0], [-0.8752768504374251, 0.0], [0.0, 0.0], [0.17792685394462013, 0.0], [0.0, 0.0], [0.7915704914359127, 0.0], [0.0, 0.0], [-0.5934725693788361, 0.0], [0.0, 0.0], [1.2293227479648776, 0.0], [0.0, 0.0], [0.004032032748800439, 0.0], [0.0, 0.0], [-0.026857158357999122, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [0.0, 0.0], [0.09777964476622115, 0.0], [0.0, 0.0], [-1.2787050537046354, 0.0], [0.0, 0.0], [0.6150551051569032, 0.0], [0.0, 0.0], [-0.6255481455295188, 0.0], [0.0, 0.0], [-0.17294558703793064, 0.0], [0.0, 0.0], [-0.7967032001805234, 0.0], [0.0, 0.0], [0.20092959013997108, 0.0], [0.0, 0.0], [0.9354253041796327, 0.0], [0.0, 0.0], [-0.003555918643798042, 0.0], [0.0, 0.0]], 'angles': [None, None, -0.07725522792647219, None, -0.2508489170694398, -0.2132622777614531, -0.30885512092595246, -0.24095626803319573, -0.2253778465227856, -0.16059748157763015, -0.3711870973645735, -0.12407357716981454, -0.1924756245913332, -0.1604050026174657, -0.1557988627403096, -0.05331189826922105, -0.40128879406051415, -0.3721053898527318, -0.32209250051527155, -0.18523623103714817, -0.2979491162451142, -0.2521372889933799, -0.24221584002922375, -0.3006291354938586, -0.17253910559998778, -0.18322318684614608, -0.24841563192016278, -0.16205863597288162, -0.3930547998558836, -0.11979208011753628, -0.11536746898087873, -0.39486663179649584, -0.15597712562973493, -0.3408140828732168, -0.2057294549684792, -0.11947068342977611, -0.2831567069655162, -0.28120762827116663, -0.20329882288425744, -0.36249302764619196, -0.12190349506189169, -0.09560019803398472, -0.28740523657309436, -0.24033689516668738, -0.29204281768763474, -0.16966344892516122, -0.07143632825441801, -0.09858071430434302, -0.21840759366113233, -0.3637173196257095, -0.3823093820310891, -0.36272268522744444, -0.14621165979523285, -0.17290212234228006, -0.28847063577372395, -0.18885858995129065, -0.28937077729417526, -0.380355029885948, -0.3724595472960587, -0.28021376599486997, -0.2853329442316886, -0.1670062555280104, -0.3035392544978451, -0.3777355473482255, -0.25068248694414136, -0.32262226007529116, -0.20230940047213794, -0.23066522508736526, -0.17757123795083712, -0.33030327891055267, -0.2622678021846479, -0.26217180390892425, -0.24900288860739075, -0.39577152906879715, -0.28637003213956125, -0.14503116188154683, -0.2409814593911105, -0.46355389907748523, -0.19778343797103143, -0.07017284872302645, -0.2949249447841117, -0.13534737758127727, -0.39379078281175733, -0.30077344617171264, -0.21604474960254733, -0.31275272544743216, -0.3353490745070024, -0.17484149921569733, -0.3148483291597125, -0.24931606404654522, -0.42267272769986197, -0.4144181303452926, -0.30030805305145586, -0.32872752961118845, -0.1530037636848212, -0.41498471810590093, -0.22557650871589005, -0.22121885357094156, -0.29440819203683644, -0.23847467586604343], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -29.70347662107791, 'hecke_orbit': 17, 'hecke_orbit_code': 72057594172146000, 'label': '336.8.a.q.1.2', 'level': 336, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [6, 5, 5, 6, 5, 5, 6, 4], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [50, 49, 48, 49, 48, 50, 50, 50], 'Nk2': 21504, 'analytic_conductor': 104.96136856266492, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [336, 1, [127, 85, 113, 241], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 436, 'dim': 42, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134218064, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3], 'label': '336.8.a', 'level': 336, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 460, 'mf_new_dim': 42, 'num_forms': 23, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 42, 'sturm_bound': 512, 'trace_bound': 5, 'trace_display': [0, 0, 556, -686], 'traces': [42, 0, 0, 0, 556, 0, -686, 0, 30618, 0, 1204, 0, -13108, 0, -13500, 0, -2908, 0, 60584, 0, 0, 0, -71708, 0, 640126, 0, 0, 0, 172532, 0, -268024, 0, 0, 0, 0, 0, -498348, 0, -474552, 0, 441284, 0, 1890024, 0, 405324, 0, -1252248, 0, 4941258, 0, 95148, 0, 2923028, 0, 710200, 0, 0, 0, -4443576, 0, 2102364, 0, -500094, 0, 4613976, 0, -3708704, 0, -4790448, 0, 2646220, 0, -6713260, 0, -5630256, 0, 5957224, 0, -467576, 0, 22320522, 0, -15764912, 0, -3458048, 0, 3673512, 0, -20303356, 0, 9042852, 0, 4062744, 0, 39594256, 0, 6695124, 0, 877716, 0, -15869860, 0, -37467464, 0, 0, 0, 34972612, 0, 46167628, 0, 0, 0, 55463860, 0, 107203576, 0, -9555732, 0, 0, 0, 41073338, 0, 22330404, 0, 85004616, 0, -74550808, 0, 10536048, 0, 18335056, 0, 3460184, 0, -9841500, 0, -53385148, 0, -115858176, 0, 66406608, 0, 128564408, 0, 148712264, 0, 0, 0, -10574348, 0, 119826576, 0, 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  • mf_twists_cc • Show schema
    • id: 48051756
      {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 72057594172146000, 'source_is_minimal': False, 'source_label': '336.8.a.q.1.2', 'source_level': 336, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 72057594172146000, 'target_is_minimal': False, 'target_label': '336.8.a.q.1.2', 'target_level': 336, 'twist_class_label': '84.8.a.c.1.2', 'twist_class_level': 84, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
    • id: 48051757
      {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 72057594172146000, 'source_is_minimal': False, 'source_label': '336.8.a.q.1.2', 'source_level': 336, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199388958804, 'target_is_minimal': True, 'target_label': '84.8.a.c.1.2', 'target_level': 84, 'twist_class_label': '84.8.a.c.1.2', 'twist_class_level': 84, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
    • id: 48051758
      {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 72057594172146000, 'source_is_minimal': False, 'source_label': '336.8.a.q.1.2', 'source_level': 336, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199388958972, 'target_is_minimal': False, 'target_label': '252.8.a.c.1.1', 'target_level': 252, 'twist_class_label': '84.8.a.c.1.2', 'twist_class_level': 84, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 8}
    • id: 48051759
      {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 72057594172146000, 'source_is_minimal': False, 'source_label': '336.8.a.q.1.2', 'source_level': 336, 'target_conrey_index': 373, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532946536366668, 'target_is_minimal': False, 'target_label': '588.8.i.j.373.2', 'target_level': 588, 'twist_class_label': '84.8.a.c.1.2', 'twist_class_level': 84, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 8}
    • id: 48051760
      {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 72057594172146000, 'source_is_minimal': False, 'source_label': '336.8.a.q.1.2', 'source_level': 336, 'target_conrey_index': 373, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036546163737164, 'target_is_minimal': False, 'target_label': '588.8.i.k.373.1', 'target_level': 588, 'twist_class_label': '84.8.a.c.1.2', 'twist_class_level': 84, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 8}
    • id: 48051761
      {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 72057594172146000, 'source_is_minimal': False, 'source_label': '336.8.a.q.1.2', 'source_level': 336, 'target_conrey_index': 361, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532946536366668, 'target_is_minimal': False, 'target_label': '588.8.i.j.361.2', 'target_level': 588, 'twist_class_label': '84.8.a.c.1.2', 'twist_class_level': 84, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 8}
    • id: 48051762
      {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 72057594172146000, 'source_is_minimal': False, 'source_label': '336.8.a.q.1.2', 'source_level': 336, 'target_conrey_index': 361, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036546163737164, 'target_is_minimal': False, 'target_label': '588.8.i.k.361.1', 'target_level': 588, 'twist_class_label': '84.8.a.c.1.2', 'twist_class_level': 84, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 8}
    • id: 48051763
      {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 72057594172146000, 'source_is_minimal': False, 'source_label': '336.8.a.q.1.2', 'source_level': 336, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998271070796, 'target_is_minimal': False, 'target_label': '588.8.a.f.1.1', 'target_level': 588, 'twist_class_label': '84.8.a.c.1.2', 'twist_class_level': 84, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 733225
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 72057594172146000, 'p': 2}
    • id: 733226
      {'charpoly_factorization': [[[-27, 1], 2]], 'hecke_orbit_code': 72057594172146000, 'p': 3}
    • id: 733227
      {'charpoly_factorization': [[[-113940, -264, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 5}
    • id: 733228
      {'charpoly_factorization': [[[343, 1], 2]], 'hecke_orbit_code': 72057594172146000, 'p': 7}
    • id: 733229
      {'charpoly_factorization': [[[-236736, -4980, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 11}
    • id: 733230
      {'charpoly_factorization': [[[-49920188, 10148, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 13}
    • id: 733231
      {'charpoly_factorization': [[[-475517844, -17832, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 17}
    • id: 733232
      {'charpoly_factorization': [[[-32777552, 6256, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 19}
    • id: 733233
      {'charpoly_factorization': [[[-576059328, 14052, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 23}
    • id: 733234
      {'charpoly_factorization': [[[14505368436, -243588, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 29}
    • id: 733235
      {'charpoly_factorization': [[[55376247808, 470824, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 31}
    • id: 733236
      {'charpoly_factorization': [[[-55723566236, -311116, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 37}
    • id: 733237
      {'charpoly_factorization': [[[189493906140, -919248, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 41}
    • id: 733238
      {'charpoly_factorization': [[[-246999010736, -112616, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 43}
    • id: 733239
      {'charpoly_factorization': [[[-549432902016, -102456, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 47}
    • id: 733240
      {'charpoly_factorization': [[[1377408671172, -2720028, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 53}
    • id: 733241
      {'charpoly_factorization': [[[-6640635738384, -19008, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 59}
    • id: 733242
      {'charpoly_factorization': [[[-3780042097868, 925148, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 61}
    • id: 733243
      {'charpoly_factorization': [[[-9067890068432, -2053424, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 67}
    • id: 733244
      {'charpoly_factorization': [[[-3623141894400, -869508, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 71}
    • id: 733245
      {'charpoly_factorization': [[[-10805280342380, -3505228, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 73}
    • id: 733246
      {'charpoly_factorization': [[[-795441820160, -6640856, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 79}
    • id: 733247
      {'charpoly_factorization': [[[-4261335046704, 7856760, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 83}
    • id: 733248
      {'charpoly_factorization': [[[21509111254428, 9330384, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 89}
    • id: 733249
      {'charpoly_factorization': [[[-89368449155180, 2220212, 1], 1]], 'hecke_orbit_code': 72057594172146000, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 17, 'label': '336.8.a.q', 'level': 336, 'portrait': 'data:image/png;base64,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', 'weight': 8}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 62004343
      {'hecke_orbit_code': 72057594172146000, 'n': 1, 'trace_an': 2}
    • id: 62004344
      {'hecke_orbit_code': 72057594172146000, 'n': 2, 'trace_an': 0}
    • id: 62004345
      {'hecke_orbit_code': 72057594172146000, 'n': 3, 'trace_an': 54}
    • id: 62004346
      {'hecke_orbit_code': 72057594172146000, 'n': 4, 'trace_an': 0}
    • id: 62004347
      {'hecke_orbit_code': 72057594172146000, 'n': 5, 'trace_an': 264}
    • id: 62004348
      {'hecke_orbit_code': 72057594172146000, 'n': 6, 'trace_an': 0}
    • id: 62004349
      {'hecke_orbit_code': 72057594172146000, 'n': 7, 'trace_an': -686}
    • id: 62004350
      {'hecke_orbit_code': 72057594172146000, 'n': 8, 'trace_an': 0}
    • id: 62004351
      {'hecke_orbit_code': 72057594172146000, 'n': 9, 'trace_an': 1458}
    • id: 62004352
      {'hecke_orbit_code': 72057594172146000, 'n': 10, 'trace_an': 0}
    • id: 62004353
      {'hecke_orbit_code': 72057594172146000, 'n': 11, 'trace_an': 4980}
    • id: 62004354
      {'hecke_orbit_code': 72057594172146000, 'n': 12, 'trace_an': 0}
    • id: 62004355
      {'hecke_orbit_code': 72057594172146000, 'n': 13, 'trace_an': -10148}
    • id: 62004356
      {'hecke_orbit_code': 72057594172146000, 'n': 14, 'trace_an': 0}
    • id: 62004357
      {'hecke_orbit_code': 72057594172146000, 'n': 15, 'trace_an': 7128}
    • id: 62004358
      {'hecke_orbit_code': 72057594172146000, 'n': 16, 'trace_an': 0}
    • id: 62004359
      {'hecke_orbit_code': 72057594172146000, 'n': 17, 'trace_an': 17832}
    • id: 62004360
      {'hecke_orbit_code': 72057594172146000, 'n': 18, 'trace_an': 0}
    • id: 62004361
      {'hecke_orbit_code': 72057594172146000, 'n': 19, 'trace_an': -6256}
    • id: 62004362
      {'hecke_orbit_code': 72057594172146000, 'n': 20, 'trace_an': 0}
    • id: 62004363
      {'hecke_orbit_code': 72057594172146000, 'n': 21, 'trace_an': -18522}
    • id: 62004364
      {'hecke_orbit_code': 72057594172146000, 'n': 22, 'trace_an': 0}
    • id: 62004365
      {'hecke_orbit_code': 72057594172146000, 'n': 23, 'trace_an': -14052}
    • id: 62004366
      {'hecke_orbit_code': 72057594172146000, 'n': 24, 'trace_an': 0}
    • id: 62004367
      {'hecke_orbit_code': 72057594172146000, 'n': 25, 'trace_an': 141326}
    • id: 62004368
      {'hecke_orbit_code': 72057594172146000, 'n': 26, 'trace_an': 0}
    • id: 62004369
      {'hecke_orbit_code': 72057594172146000, 'n': 27, 'trace_an': 39366}
    • id: 62004370
      {'hecke_orbit_code': 72057594172146000, 'n': 28, 'trace_an': 0}
    • id: 62004371
      {'hecke_orbit_code': 72057594172146000, 'n': 29, 'trace_an': 243588}
    • id: 62004372
      {'hecke_orbit_code': 72057594172146000, 'n': 30, 'trace_an': 0}
    • id: 62004373
      {'hecke_orbit_code': 72057594172146000, 'n': 31, 'trace_an': -470824}
    • id: 62004374
      {'hecke_orbit_code': 72057594172146000, 'n': 32, 'trace_an': 0}
    • id: 62004375
      {'hecke_orbit_code': 72057594172146000, 'n': 33, 'trace_an': 134460}
    • id: 62004376
      {'hecke_orbit_code': 72057594172146000, 'n': 34, 'trace_an': 0}
    • id: 62004377
      {'hecke_orbit_code': 72057594172146000, 'n': 35, 'trace_an': -90552}
    • id: 62004378
      {'hecke_orbit_code': 72057594172146000, 'n': 36, 'trace_an': 0}
    • id: 62004379
      {'hecke_orbit_code': 72057594172146000, 'n': 37, 'trace_an': 311116}
    • id: 62004380
      {'hecke_orbit_code': 72057594172146000, 'n': 38, 'trace_an': 0}
    • id: 62004381
      {'hecke_orbit_code': 72057594172146000, 'n': 39, 'trace_an': -273996}
    • id: 62004382
      {'hecke_orbit_code': 72057594172146000, 'n': 40, 'trace_an': 0}
    • id: 62004383
      {'hecke_orbit_code': 72057594172146000, 'n': 41, 'trace_an': 919248}
    • id: 62004384
      {'hecke_orbit_code': 72057594172146000, 'n': 42, 'trace_an': 0}
    • id: 62004385
      {'hecke_orbit_code': 72057594172146000, 'n': 43, 'trace_an': 112616}
    • id: 62004386
      {'hecke_orbit_code': 72057594172146000, 'n': 44, 'trace_an': 0}
    • id: 62004387
      {'hecke_orbit_code': 72057594172146000, 'n': 45, 'trace_an': 192456}
    • id: 62004388
      {'hecke_orbit_code': 72057594172146000, 'n': 46, 'trace_an': 0}
    • id: 62004389
      {'hecke_orbit_code': 72057594172146000, 'n': 47, 'trace_an': 102456}
    • id: 62004390
      {'hecke_orbit_code': 72057594172146000, 'n': 48, 'trace_an': 0}
    • id: 62004391
      {'hecke_orbit_code': 72057594172146000, 'n': 49, 'trace_an': 235298}
    • id: 62004392
      {'hecke_orbit_code': 72057594172146000, 'n': 50, 'trace_an': 0}
    • id: 62004393
      {'hecke_orbit_code': 72057594172146000, 'n': 51, 'trace_an': 481464}
    • id: 62004394
      {'hecke_orbit_code': 72057594172146000, 'n': 52, 'trace_an': 0}
    • id: 62004395
      {'hecke_orbit_code': 72057594172146000, 'n': 53, 'trace_an': 2720028}
    • id: 62004396
      {'hecke_orbit_code': 72057594172146000, 'n': 54, 'trace_an': 0}
    • id: 62004397
      {'hecke_orbit_code': 72057594172146000, 'n': 55, 'trace_an': -1181736}
    • id: 62004398
      {'hecke_orbit_code': 72057594172146000, 'n': 56, 'trace_an': 0}
    • id: 62004399
      {'hecke_orbit_code': 72057594172146000, 'n': 57, 'trace_an': -168912}
    • id: 62004400
      {'hecke_orbit_code': 72057594172146000, 'n': 58, 'trace_an': 0}
    • id: 62004401
      {'hecke_orbit_code': 72057594172146000, 'n': 59, 'trace_an': 19008}
    • id: 62004402
      {'hecke_orbit_code': 72057594172146000, 'n': 60, 'trace_an': 0}
    • id: 62004403
      {'hecke_orbit_code': 72057594172146000, 'n': 61, 'trace_an': -925148}
    • id: 62004404
      {'hecke_orbit_code': 72057594172146000, 'n': 62, 'trace_an': 0}
    • id: 62004405
      {'hecke_orbit_code': 72057594172146000, 'n': 63, 'trace_an': -500094}
    • id: 62004406
      {'hecke_orbit_code': 72057594172146000, 'n': 64, 'trace_an': 0}
    • id: 62004407
      {'hecke_orbit_code': 72057594172146000, 'n': 65, 'trace_an': 4965936}
    • id: 62004408
      {'hecke_orbit_code': 72057594172146000, 'n': 66, 'trace_an': 0}
    • id: 62004409
      {'hecke_orbit_code': 72057594172146000, 'n': 67, 'trace_an': 2053424}
    • id: 62004410
      {'hecke_orbit_code': 72057594172146000, 'n': 68, 'trace_an': 0}
    • id: 62004411
      {'hecke_orbit_code': 72057594172146000, 'n': 69, 'trace_an': -379404}
    • id: 62004412
      {'hecke_orbit_code': 72057594172146000, 'n': 70, 'trace_an': 0}
    • id: 62004413
      {'hecke_orbit_code': 72057594172146000, 'n': 71, 'trace_an': 869508}
    • id: 62004414
      {'hecke_orbit_code': 72057594172146000, 'n': 72, 'trace_an': 0}
    • id: 62004415
      {'hecke_orbit_code': 72057594172146000, 'n': 73, 'trace_an': 3505228}
    • id: 62004416
      {'hecke_orbit_code': 72057594172146000, 'n': 74, 'trace_an': 0}
    • id: 62004417
      {'hecke_orbit_code': 72057594172146000, 'n': 75, 'trace_an': 3815802}
    • id: 62004418
      {'hecke_orbit_code': 72057594172146000, 'n': 76, 'trace_an': 0}
    • id: 62004419
      {'hecke_orbit_code': 72057594172146000, 'n': 77, 'trace_an': -1708140}
    • id: 62004420
      {'hecke_orbit_code': 72057594172146000, 'n': 78, 'trace_an': 0}
    • id: 62004421
      {'hecke_orbit_code': 72057594172146000, 'n': 79, 'trace_an': 6640856}
    • id: 62004422
      {'hecke_orbit_code': 72057594172146000, 'n': 80, 'trace_an': 0}
    • id: 62004423
      {'hecke_orbit_code': 72057594172146000, 'n': 81, 'trace_an': 1062882}
    • id: 62004424
      {'hecke_orbit_code': 72057594172146000, 'n': 82, 'trace_an': 0}
    • id: 62004425
      {'hecke_orbit_code': 72057594172146000, 'n': 83, 'trace_an': -7856760}
    • id: 62004426
      {'hecke_orbit_code': 72057594172146000, 'n': 84, 'trace_an': 0}
    • id: 62004427
      {'hecke_orbit_code': 72057594172146000, 'n': 85, 'trace_an': -14723496}
    • id: 62004428
      {'hecke_orbit_code': 72057594172146000, 'n': 86, 'trace_an': 0}
    • id: 62004429
      {'hecke_orbit_code': 72057594172146000, 'n': 87, 'trace_an': 6576876}
    • id: 62004430
      {'hecke_orbit_code': 72057594172146000, 'n': 88, 'trace_an': 0}
    • id: 62004431
      {'hecke_orbit_code': 72057594172146000, 'n': 89, 'trace_an': -9330384}
    • id: 62004432
      {'hecke_orbit_code': 72057594172146000, 'n': 90, 'trace_an': 0}
    • id: 62004433
      {'hecke_orbit_code': 72057594172146000, 'n': 91, 'trace_an': 3480764}
    • id: 62004434
      {'hecke_orbit_code': 72057594172146000, 'n': 92, 'trace_an': 0}
    • id: 62004435
      {'hecke_orbit_code': 72057594172146000, 'n': 93, 'trace_an': -12712248}
    • id: 62004436
      {'hecke_orbit_code': 72057594172146000, 'n': 94, 'trace_an': 0}
    • id: 62004437
      {'hecke_orbit_code': 72057594172146000, 'n': 95, 'trace_an': 3903312}
    • id: 62004438
      {'hecke_orbit_code': 72057594172146000, 'n': 96, 'trace_an': 0}
    • id: 62004439
      {'hecke_orbit_code': 72057594172146000, 'n': 97, 'trace_an': -2220212}
    • id: 62004440
      {'hecke_orbit_code': 72057594172146000, 'n': 98, 'trace_an': 0}
    • id: 62004441
      {'hecke_orbit_code': 72057594172146000, 'n': 99, 'trace_an': 3630420}
    • id: 62004442
      {'hecke_orbit_code': 72057594172146000, 'n': 100, 'trace_an': 0}