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{'Nk2': 38808, 'analytic_conductor': 77.47086004104622, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [9702, 1, [4313, 199, 5293], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 28, 'field_disc_factorization': [[2, 2], [7, 1]], 'field_poly': [-7, 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': [[5, [-6, 2, 1]], [13, [-5, 1]], [17, [6, 1]], [19, [2, 6, 1]], [23, [-6, -2, 1]], [29, [-27, 2, 1]]], 'hecke_orbit': 78, 'hecke_orbit_code': 346777171341092326, 'hecke_ring_generator_nbound': 5, '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': '9702.2.a.cz', 'level': 9702, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '154.2.e.f', 'nf_label': '2.2.28.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}+(-1+\\beta )q^{5}+q^{8}+(-1+\\cdots)q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9702.2.a', 'trace_display': [2, 0, -2, 0], 'trace_hash': 439768253910476832, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.021', 'prec': 17}, {'__RealLiteral__': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [11, -1]], 11, 10], [[[2, 1], [3, -1], [7, 1], [11, 1]], 13, 4], [[[2, -1], [3, 1], [7, 1], [11, 1]], 9, 6], [[[2, 1], [3, 1], [7, -1], [11, -1]], 8, 6], [[[2, -1], [3, -1], [7, 1], [11, 1]], 11, 6], [[[2, -1], [3, 1], [7, -1], [11, -1]], 11, 7], [[[2, 1], [3, -1], [7, -1], [11, -1]], 13, 9], [[[2, -1], [3, -1], [7, 1], [11, -1]], 15, 8], [[[2, -1], [3, -1], [7, -1], [11, 1]], 14, 10], [[[2, 1], [3, -1], [7, 1], [11, -1]], 13, 7], [[[2, -1], [3, 1], [7, -1], [11, 1]], 8, 6], [[[2, 1], [3, 1], [7, 1], [11, 1]], 5, 3], [[[2, 1], [3, 1], [7, -1], [11, 1]], 11, 7], [[[2, -1], [3, 1], [7, 1], [11, -1]], 5, 3], [[[2, 1], [3, 1], [7, 1], [11, -1]], 9, 6], [[[2, 1], [3, -1], [7, -1], [11, 1]], 13, 9]], 'ALdims': [5, 9, 11, 8, 13, 13, 13, 13, 9, 5, 8, 11, 11, 15, 14, 11], 'Nk2': 38808, 'analytic_conductor': 77.47086004104622, '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': [9702, 1, [4313, 199, 5293], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1953, 'dim': 169, 'eis_dim': 127, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 13, 17, 19, 23, 29], 'hecke_orbit_code': 33564134, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '9702.2.a', 'level': 9702, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 2080, 'mf_new_dim': 169, 'num_forms': 107, 'plus_dim': 74, 'prim_orbit_index': 1, 'relative_dim': 169, 'sturm_bound': 4032, 'trace_bound': 31, 'trace_display': [-1, 0, -2, 0], 'traces': [169, -1, 0, 169, -2, 0, 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mf_twists_cc • Show schema
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id: 49150389
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 346777171341092326, 'target_is_minimal': False, 'target_label': '9702.2.a.cz.1.2', 'target_level': 9702, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49150390
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 81064793326224438, 'target_is_minimal': False, 'target_label': '1078.2.a.s.1.2', 'target_level': 1078, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49150391
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 991, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81065480520992106, 'target_is_minimal': False, 'target_label': '1386.2.k.s.991.1', 'target_level': 1386, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49150392
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 793, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81065480520992106, 'target_is_minimal': False, 'target_label': '1386.2.k.s.793.1', 'target_level': 1386, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 49150393
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 427841964633761254, 'target_is_minimal': False, 'target_label': '9702.2.a.dr.1.1', 'target_level': 9702, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
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id: 49150394
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 234187180656828848, 'target_is_minimal': False, 'target_label': '8624.2.a.ca.1.1', 'target_level': 8624, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 49150395
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518273048314010, 'target_is_minimal': True, 'target_label': '154.2.e.f.67.1', 'target_level': 154, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49150396
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 94575867086242870, 'target_is_minimal': False, 'target_label': '1078.2.e.v.67.2', 'target_level': 1078, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 49150397
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 23, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518273048314010, 'target_is_minimal': True, 'target_label': '154.2.e.f.23.1', 'target_level': 154, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 49150398
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 177, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 94575867086242870, 'target_is_minimal': False, 'target_label': '1078.2.e.v.177.2', 'target_level': 1078, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 2}
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id: 49150399
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795189371958, 'target_is_minimal': False, 'target_label': '1078.2.a.n.1.1', 'target_level': 1078, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 2}
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id: 49150400
{'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 177, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27022697309406416, 'target_is_minimal': False, 'target_label': '1232.2.q.g.177.2', 'target_level': 1232, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '84.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 49150401
{'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 529, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27022697309406416, 'target_is_minimal': False, 'target_label': '1232.2.q.g.529.2', 'target_level': 1232, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '84.23', 'twisting_conrey_index': 23, 'weight': 2}
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id: 49150402
{'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 346777171341092326, 'source_is_minimal': False, 'source_label': '9702.2.a.cz.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 162129586618900912, 'target_is_minimal': False, 'target_label': '8624.2.a.bk.1.2', 'target_level': 8624, 'twist_class_label': '154.2.e.f.23.1', 'twist_class_level': 154, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 5101400
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 346777171341092326, 'p': 2}
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id: 5101401
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 346777171341092326, 'p': 3}
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id: 5101402
{'charpoly_factorization': [[[-6, 2, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 5}
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id: 5101403
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 346777171341092326, 'p': 7}
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id: 5101404
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 346777171341092326, 'p': 11}
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id: 5101405
{'charpoly_factorization': [[[-5, 1], 2]], 'hecke_orbit_code': 346777171341092326, 'p': 13}
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id: 5101406
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 346777171341092326, 'p': 17}
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id: 5101407
{'charpoly_factorization': [[[2, 6, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 19}
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id: 5101408
{'charpoly_factorization': [[[-6, -2, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 23}
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id: 5101409
{'charpoly_factorization': [[[-27, 2, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 29}
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id: 5101410
{'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 346777171341092326, 'p': 31}
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id: 5101411
{'charpoly_factorization': [[[-6, -2, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 37}
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id: 5101412
{'charpoly_factorization': [[[-54, 6, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 41}
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id: 5101413
{'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 346777171341092326, 'p': 43}
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id: 5101414
{'charpoly_factorization': [[[36, 16, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 47}
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id: 5101415
{'charpoly_factorization': [[[-6, -2, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 53}
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id: 5101416
{'charpoly_factorization': [[[-3, 4, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 59}
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id: 5101417
{'charpoly_factorization': [[[53, -18, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 61}
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id: 5101418
{'charpoly_factorization': [[[-47, 8, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 67}
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id: 5101419
{'charpoly_factorization': [[[42, 14, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 71}
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id: 5101420
{'charpoly_factorization': [[[2, -6, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 73}
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id: 5101421
{'charpoly_factorization': [[[-7, 0, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 79}
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id: 5101422
{'charpoly_factorization': [[[36, 16, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 83}
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id: 5101423
{'charpoly_factorization': [[[-96, -8, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 89}
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id: 5101424
{'charpoly_factorization': [[[93, 22, 1], 1]], 'hecke_orbit_code': 346777171341092326, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 78, 'label': '9702.2.a.cz', 'level': 9702, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 280815000
{'hecke_orbit_code': 346777171341092326, 'n': 1, 'trace_an': 2}
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id: 280815001
{'hecke_orbit_code': 346777171341092326, 'n': 2, 'trace_an': 2}
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id: 280815002
{'hecke_orbit_code': 346777171341092326, 'n': 3, 'trace_an': 0}
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id: 280815003
{'hecke_orbit_code': 346777171341092326, 'n': 4, 'trace_an': 2}
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