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mf_newforms • Show schema
{'Nk2': 17424, 'analytic_conductor': 64.25307999625153, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [11, -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': [1089, 1, [848, 244], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 34225, 'field_disc_factorization': [[5, 2], [37, 2]], 'field_poly': [64, 0, -21, 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, [44, 38, -15, -4, 1]], [5, [8036, 826, -183, -11, 1]], [7, [-396, -720, -251, 25, 1]]], 'hecke_orbit': 34, 'hecke_orbit_code': 148618787770336321, 'hecke_ring_generator_nbound': 17, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1089.4.a.bh', 'level': 1089, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '11.4.c.a', 'nf_label': '4.4.34225.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta _{1}+\\beta _{2})q^{2}+(3+\\beta _{1}+\\beta _{2}+2\\beta _{3})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1089.4.a', 'trace_display': [4, 0, 11, -25], 'trace_hash': 434644476543665850, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.131', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.736', 'prec': 17}, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'ALdims': [30, 25, 37, 40], 'Nk2': 17424, 'analytic_conductor': 64.25307999625153, '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': [1089, 1, [848, 244], [1, 1]], 'conrey_index': 1, 'cusp_dim': 372, 'dim': 132, 'eis_dim': 48, 'eis_new_dim': 9, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 67109953, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 6, 12, 12, 12], 'label': '1089.4.a', 'level': 1089, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 420, 'mf_new_dim': 141, 'num_forms': 40, 'plus_dim': 70, 'prim_orbit_index': 1, 'relative_dim': 132, 'sturm_bound': 528, 'trace_bound': 7, 'trace_display': [-2, 0, -18, 24], 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mf_twists_cc • Show schema
-
id: 48819716
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 148618787770336321, 'target_is_minimal': False, 'target_label': '1089.4.a.bh.1.3', 'target_level': 1089, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4} -
id: 48819717
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998203961465, 'target_is_minimal': False, 'target_label': '121.4.a.f.1.2', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4} -
id: 48819718
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 82, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007542919233635, 'target_is_minimal': False, 'target_label': '99.4.f.c.82.1', 'target_level': 99, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '11.7', 'twisting_conrey_index': 7, 'weight': 4} -
id: 48819719
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 64, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007542919233635, 'target_is_minimal': False, 'target_label': '99.4.f.c.64.1', 'target_level': 99, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '11.8', 'twisting_conrey_index': 8, 'weight': 4} -
id: 48819720
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 108086391124001857, 'target_is_minimal': False, 'target_label': '1089.4.a.y.1.2', 'target_level': 1089, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 4} -
id: 48819721
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 166633186279819152, 'target_is_minimal': False, 'target_label': '1936.4.a.bl.1.2', 'target_level': 1936, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 4} -
id: 48819722
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 81, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334897655929, 'target_is_minimal': False, 'target_label': '121.4.c.h.81.1', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '33.2', 'twisting_conrey_index': 2, 'weight': 4} -
id: 48819723
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 3, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737133432953, 'target_is_minimal': False, 'target_label': '121.4.c.b.3.2', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '33.5', 'twisting_conrey_index': 5, 'weight': 4} -
id: 48819724
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 9, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137506062347, 'target_is_minimal': True, 'target_label': '11.4.c.a.9.2', 'target_level': 11, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '33.8', 'twisting_conrey_index': 8, 'weight': 4} -
id: 48819725
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 9, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028934525026425, 'target_is_minimal': False, 'target_label': '121.4.c.i.9.1', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '33.14', 'twisting_conrey_index': 14, 'weight': 4} -
id: 48819726
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 3, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334897655929, 'target_is_minimal': False, 'target_label': '121.4.c.h.3.1', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '33.17', 'twisting_conrey_index': 17, 'weight': 4} -
id: 48819727
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 81, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737133432953, 'target_is_minimal': False, 'target_label': '121.4.c.b.81.2', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '33.20', 'twisting_conrey_index': 20, 'weight': 4} -
id: 48819728
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 27, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028934525026425, 'target_is_minimal': False, 'target_label': '121.4.c.i.27.1', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '33.26', 'twisting_conrey_index': 26, 'weight': 4} -
id: 48819729
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 5, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137506062347, 'target_is_minimal': True, 'target_label': '11.4.c.a.5.2', 'target_level': 11, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '33.29', 'twisting_conrey_index': 29, 'weight': 4} -
id: 48819730
{'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021597831331961, 'target_is_minimal': False, 'target_label': '121.4.a.g.1.3', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 4} -
id: 48819731
{'conductor': 132, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9008023955570864, 'target_is_minimal': False, 'target_label': '176.4.m.c.49.2', 'target_level': 176, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '132.95', 'twisting_conrey_index': 95, 'weight': 4} -
id: 48819732
{'conductor': 132, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 97, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9008023955570864, 'target_is_minimal': False, 'target_label': '176.4.m.c.97.2', 'target_level': 176, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '132.107', 'twisting_conrey_index': 107, 'weight': 4} -
id: 48819733
{'conductor': 132, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 148618787770336321, 'source_is_minimal': False, 'source_label': '1089.4.a.bh.1.3', 'source_level': 1089, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 162129586652448656, 'target_is_minimal': False, 'target_label': '1936.4.a.bk.1.2', 'target_level': 1936, 'twist_class_label': '11.4.c.a.5.2', 'twist_class_level': 11, 'twisting_char_label': '132.131', 'twisting_conrey_index': 131, 'weight': 4}
-
id: 48819716
-
mf_hecke_charpolys • Show schema
-
id: 1674100
{'charpoly_factorization': [[[44, 38, -15, -4, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 2} -
id: 1674101
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 148618787770336321, 'p': 3} -
id: 1674102
{'charpoly_factorization': [[[8036, 826, -183, -11, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 5} -
id: 1674103
{'charpoly_factorization': [[[-396, -720, -251, 25, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 7} -
id: 1674104
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 148618787770336321, 'p': 11} -
id: 1674105
{'charpoly_factorization': [[[-53900, 21350, -2215, 25, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 13} -
id: 1674106
{'charpoly_factorization': [[[3099789, -523404, 18185, -232, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 17} -
id: 1674107
{'charpoly_factorization': [[[-9492329, -417956, 501, 154, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 19} -
id: 1674108
{'charpoly_factorization': [[[49883584, -538608, -21180, -6, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 23} -
id: 1674109
{'charpoly_factorization': [[[-98528364, 2129292, 22123, -363, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 29} -
id: 1674110
{'charpoly_factorization': [[[-33222196, 6128976, -57125, -37, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 31} -
id: 1674111
{'charpoly_factorization': [[[163244164, 1301514, -26715, -93, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 37} -
id: 1674112
{'charpoly_factorization': [[[1659084581, 6085828, -85167, -152, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 41} -
id: 1674113
{'charpoly_factorization': [[[-1288748736, 29170680, -77011, -325, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 43} -
id: 1674114
{'charpoly_factorization': [[[837687536, -26240564, 243921, -869, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 47} -
id: 1674115
{'charpoly_factorization': [[[-847714576, -17688932, 83175, 811, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 53} -
id: 1674116
{'charpoly_factorization': [[[258148219, 654836, -76315, 178, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 59} -
id: 1674117
{'charpoly_factorization': [[[47885889744, 78348060, -547281, -105, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 61} -
id: 1674118
{'charpoly_factorization': [[[-8869996224, -116831232, -394721, -43, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 67} -
id: 1674119
{'charpoly_factorization': [[[-744521796, 36188442, -324055, 629, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 71} -
id: 1674120
{'charpoly_factorization': [[[38050128809, -47158090, -640429, -270, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 73} -
id: 1674121
{'charpoly_factorization': [[[-210591964, -94696308, 67063, 977, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 79} -
id: 1674122
{'charpoly_factorization': [[[-181259356509, 1047672444, -164459, -1686, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 83} -
id: 1674123
{'charpoly_factorization': [[[-2046678844, 9000124, 858267, 1891, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 89} -
id: 1674124
{'charpoly_factorization': [[[-357121332099, -960815688, 94013, 1772, 1], 1]], 'hecke_orbit_code': 148618787770336321, 'p': 97}
-
id: 1674100
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 34, 'label': '1089.4.a.bh', 'level': 1089, 'portrait': 'data:image/png;base64,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', 'weight': 4} -
mf_hecke_traces • Show schema
-
id: 269194000
{'hecke_orbit_code': 148618787770336321, 'n': 1, 'trace_an': 4} -
id: 269194001
{'hecke_orbit_code': 148618787770336321, 'n': 2, 'trace_an': 4} -
id: 269194002
{'hecke_orbit_code': 148618787770336321, 'n': 3, 'trace_an': 0} -
id: 269194003
{'hecke_orbit_code': 148618787770336321, 'n': 4, 'trace_an': 14} -
id: 269194004
{'hecke_orbit_code': 148618787770336321, 'n': 5, 'trace_an': 11} -
id: 269194005
{'hecke_orbit_code': 148618787770336321, 'n': 6, 'trace_an': 0} -
id: 269194006
{'hecke_orbit_code': 148618787770336321, 'n': 7, 'trace_an': -25} -
id: 269194007
{'hecke_orbit_code': 148618787770336321, 'n': 8, 'trace_an': 66} -
id: 269194008
{'hecke_orbit_code': 148618787770336321, 'n': 9, 'trace_an': 0} -
id: 269194009
{'hecke_orbit_code': 148618787770336321, 'n': 10, 'trace_an': -20} -
id: 269194010
{'hecke_orbit_code': 148618787770336321, 'n': 11, 'trace_an': 0} -
id: 269194011
{'hecke_orbit_code': 148618787770336321, 'n': 12, 'trace_an': 0} -
id: 269194012
{'hecke_orbit_code': 148618787770336321, 'n': 13, 'trace_an': -25} -
id: 269194013
{'hecke_orbit_code': 148618787770336321, 'n': 14, 'trace_an': -132} -
id: 269194014
{'hecke_orbit_code': 148618787770336321, 'n': 15, 'trace_an': 0} -
id: 269194015
{'hecke_orbit_code': 148618787770336321, 'n': 16, 'trace_an': 34} -
id: 269194016
{'hecke_orbit_code': 148618787770336321, 'n': 17, 'trace_an': 232} -
id: 269194017
{'hecke_orbit_code': 148618787770336321, 'n': 18, 'trace_an': 0} -
id: 269194018
{'hecke_orbit_code': 148618787770336321, 'n': 19, 'trace_an': -154} -
id: 269194019
{'hecke_orbit_code': 148618787770336321, 'n': 20, 'trace_an': 254} -
id: 269194020
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id: 269194021
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Embedded newform data - 1089.4.a.bh.1.3