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{'Nk2': 25872, 'analytic_conductor': 95.40608847928257, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [7, -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': [1617, 1, [1079, 199, 442], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [2, 1]], [5, [1, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321851473, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1617.4.a.c', 'level': 1617, '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': [3, 7, 11], 'level_radical': 231, 'minimal_twist': '231.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-3q^{3}-4q^{4}-q^{5}+6q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1617.4.a', 'trace_display': [-2, -3, -1, 0], 'trace_hash': 2247558652793420677, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.024', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.047', 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mf_hecke_cc • Show schema
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-0.2678725830175693, -0.2693732864120999, -0.31333393321346337, -0.3182788636806881, -0.2569363718881524, -0.18697617362299604, -0.15344921591895577, -0.23232277958752265, -0.057700505604952525, -0.2821488369423332, -0.14914528356737605, -0.23506752202866507, -0.12967181339957953, -0.19257900101014375, -0.13085753801748912, -0.2721118174360265, -0.3593749368736034, -0.15849531874914016, -0.283025518454567, -0.14685088200622892], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321851473, 'label': '1617.4.a.c.1.1', 'level': 1617, 'weight': 4}
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mf_newspaces • Show schema
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{'ALdims': [26, 24, 25, 28, 26, 28, 26, 23], 'Nk2': 25872, 'analytic_conductor': 95.40608847928257, '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': [1617, 1, [1079, 199, 442], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 656, 'dim': 206, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 67110481, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 5, 5, 5, 7, 7, 7, 7, 8, 8, 10, 10, 10, 10, 12, 12, 16, 16, 16, 16], 'label': '1617.4.a', 'level': 1617, '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': [3, 7, 11], 'level_radical': 231, 'mf_dim': 688, 'mf_new_dim': 206, 'num_forms': 32, 'plus_dim': 108, 'prim_orbit_index': 1, 'relative_dim': 206, 'sturm_bound': 896, 'trace_bound': 5, 'trace_display': [-4, 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mf_twists_cc • Show schema
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id: 40454927
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851473, 'source_is_minimal': False, 'source_label': '1617.4.a.c.1.1', 'source_level': 1617, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321851473, 'target_is_minimal': False, 'target_label': '1617.4.a.c.1.1', 'target_level': 1617, 'twist_class_label': '231.4.a.b.1.1', 'twist_class_level': 231, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 40454928
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851473, 'source_is_minimal': False, 'source_label': '1617.4.a.c.1.1', 'source_level': 1617, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479591, 'target_is_minimal': True, 'target_label': '231.4.a.b.1.1', 'target_level': 231, 'twist_class_label': '231.4.a.b.1.1', 'twist_class_level': 231, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
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id: 40454929
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851473, 'source_is_minimal': False, 'source_label': '1617.4.a.c.1.1', 'source_level': 1617, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591541, 'target_is_minimal': False, 'target_label': '693.4.a.e.1.1', 'target_level': 693, 'twist_class_label': '231.4.a.b.1.1', 'twist_class_level': 231, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 2080100
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 2}
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id: 2080101
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 3}
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id: 2080102
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 5}
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id: 2080103
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 7}
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id: 2080104
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 11}
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id: 2080105
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 13}
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id: 2080106
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 17}
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id: 2080107
{'charpoly_factorization': [[[-45, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 19}
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id: 2080108
{'charpoly_factorization': [[[88, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 23}
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id: 2080109
{'charpoly_factorization': [[[69, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 29}
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id: 2080110
{'charpoly_factorization': [[[22, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 31}
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id: 2080111
{'charpoly_factorization': [[[-57, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 37}
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id: 2080112
{'charpoly_factorization': [[[-380, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 41}
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id: 2080113
{'charpoly_factorization': [[[-48, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 43}
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id: 2080114
{'charpoly_factorization': [[[-385, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 47}
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id: 2080115
{'charpoly_factorization': [[[672, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 53}
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id: 2080116
{'charpoly_factorization': [[[-469, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 59}
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id: 2080117
{'charpoly_factorization': [[[-342, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 61}
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id: 2080118
{'charpoly_factorization': [[[139, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 67}
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id: 2080119
{'charpoly_factorization': [[[-132, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 71}
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id: 2080120
{'charpoly_factorization': [[[145, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 73}
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id: 2080121
{'charpoly_factorization': [[[-1244, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 79}
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id: 2080122
{'charpoly_factorization': [[[522, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 83}
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id: 2080123
{'charpoly_factorization': [[[822, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 89}
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id: 2080124
{'charpoly_factorization': [[[272, 1], 1]], 'hecke_orbit_code': 9007199321851473, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '1617.4.a.c', 'level': 1617, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 28645459
{'hecke_orbit_code': 9007199321851473, 'n': 1, 'trace_an': 1}
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id: 28645460
{'hecke_orbit_code': 9007199321851473, 'n': 2, 'trace_an': -2}
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id: 28645461
{'hecke_orbit_code': 9007199321851473, 'n': 3, 'trace_an': -3}
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id: 28645462
{'hecke_orbit_code': 9007199321851473, 'n': 4, 'trace_an': -4}
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id: 28645463
{'hecke_orbit_code': 9007199321851473, 'n': 5, 'trace_an': -1}
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id: 28645464
{'hecke_orbit_code': 9007199321851473, 'n': 6, 'trace_an': 6}
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id: 28645465
{'hecke_orbit_code': 9007199321851473, 'n': 7, 'trace_an': 0}
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id: 28645466
{'hecke_orbit_code': 9007199321851473, 'n': 8, 'trace_an': 24}
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id: 28645467
{'hecke_orbit_code': 9007199321851473, 'n': 9, 'trace_an': 9}
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id: 28645468
{'hecke_orbit_code': 9007199321851473, 'n': 10, 'trace_an': 2}
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id: 28645469
{'hecke_orbit_code': 9007199321851473, 'n': 11, 'trace_an': -11}
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id: 28645470
{'hecke_orbit_code': 9007199321851473, 'n': 12, 'trace_an': 12}
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