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{'Nk2': 12288, 'analytic_conductor': 59.97792489295138, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 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': [192, 1, [127, 133, 65], [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': [[5, [390, 1]], [7, [-64, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217920, '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': '192.8.a.a', 'level': 192, '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], 'level_radical': 6, 'minimal_twist': '3.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}-390q^{5}+2^{6}q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '192.8.a', 'trace_display': [0, -27, -390, 64], 'trace_hash': 2053189388733929454, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.993', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.971', 'prec': 17}, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
Hide schema
{'ALdims': [7, 6, 7, 8], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [47, 46, 45, 46], 'Nk2': 12288, 'analytic_conductor': 59.97792489295138, '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': [192, 1, [127, 133, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 212, 'dim': 28, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 134217920, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2], 'label': '192.8.a', 'level': 192, '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], 'level_radical': 6, 'mf_dim': 236, 'mf_new_dim': 28, 'num_forms': 22, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 256, 'trace_bound': 5, 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mf_twists_nf • Show schema
Hide schema
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id: 158415
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.8.a.a', 'target_level': 3, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 158416
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.8.a.a', 'target_level': 9, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
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id: 158417
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '48.8.a.g', 'target_level': 48, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 158418
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.8.a.a', 'target_level': 75, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 8}
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id: 158419
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.8.b.c', 'target_level': 75, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 8}
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id: 158420
{'conductor': 72, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.8.c.a', 'target_level': 81, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '72.p', 'twisting_char_orbit': 16, 'weight': 8}
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id: 158421
{'conductor': 72, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.8.c.c', 'target_level': 81, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '72.l', 'twisting_char_orbit': 12, 'weight': 8}
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id: 158422
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '144.8.a.b', 'target_level': 144, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
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id: 158423
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '147.8.a.b', 'target_level': 147, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 8}
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id: 158424
{'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '147.8.e.a', 'target_level': 147, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '56.m', 'twisting_char_orbit': 13, 'weight': 8}
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id: 158425
{'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '147.8.e.b', 'target_level': 147, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '56.k', 'twisting_char_orbit': 11, 'weight': 8}
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id: 158426
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '192.8.a.a', 'target_level': 192, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 158427
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '192.8.a.i', 'target_level': 192, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 158428
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '225.8.a.i', 'target_level': 225, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '120.m', 'twisting_char_orbit': 13, 'weight': 8}
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id: 158429
{'conductor': 120, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '225.8.b.f', 'target_level': 225, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '120.q', 'twisting_char_orbit': 17, 'weight': 8}
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id: 158430
{'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '363.8.a.b', 'target_level': 363, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '88.g', 'twisting_char_orbit': 7, 'weight': 8}
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id: 158431
{'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '441.8.a.a', 'target_level': 441, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '168.e', 'twisting_char_orbit': 5, 'weight': 8}
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id: 158432
{'conductor': 104, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '507.8.a.a', 'target_level': 507, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '104.h', 'twisting_char_orbit': 8, 'weight': 8}
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id: 158433
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '576.8.a.w', 'target_level': 576, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 158434
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '192.8.a.a', 'source_level': 192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 24, 'target_is_minimal': False, 'target_label': '576.8.a.x', 'target_level': 576, 'twist_class_label': '3.8.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 481650
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 2}
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id: 481651
{'charpoly_factorization': [[[27, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 3}
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id: 481652
{'charpoly_factorization': [[[390, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 5}
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id: 481653
{'charpoly_factorization': [[[-64, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 7}
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id: 481654
{'charpoly_factorization': [[[948, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 11}
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id: 481655
{'charpoly_factorization': [[[-5098, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 13}
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id: 481656
{'charpoly_factorization': [[[-28386, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 17}
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id: 481657
{'charpoly_factorization': [[[8620, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 19}
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id: 481658
{'charpoly_factorization': [[[-15288, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 23}
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id: 481659
{'charpoly_factorization': [[[36510, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 29}
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id: 481660
{'charpoly_factorization': [[[-276808, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 31}
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id: 481661
{'charpoly_factorization': [[[268526, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 37}
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id: 481662
{'charpoly_factorization': [[[629718, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 41}
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id: 481663
{'charpoly_factorization': [[[-685772, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 43}
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id: 481664
{'charpoly_factorization': [[[583296, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 47}
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id: 481665
{'charpoly_factorization': [[[-428058, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 53}
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id: 481666
{'charpoly_factorization': [[[-1306380, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 59}
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id: 481667
{'charpoly_factorization': [[[300662, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 61}
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id: 481668
{'charpoly_factorization': [[[507244, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 67}
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id: 481669
{'charpoly_factorization': [[[5560632, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 71}
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id: 481670
{'charpoly_factorization': [[[-1369082, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 73}
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id: 481671
{'charpoly_factorization': [[[-6913720, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 79}
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id: 481672
{'charpoly_factorization': [[[4376748, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 83}
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id: 481673
{'charpoly_factorization': [[[8528310, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 89}
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id: 481674
{'charpoly_factorization': [[[8826814, 1], 1]], 'hecke_orbit_code': 134217920, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '192.8.a.a', 'level': 192, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 3553950
{'hecke_orbit_code': 134217920, 'n': 1, 'trace_an': 1}
-
id: 3553951
{'hecke_orbit_code': 134217920, 'n': 2, 'trace_an': 0}
-
id: 3553952
{'hecke_orbit_code': 134217920, 'n': 3, 'trace_an': -27}
-
id: 3553953
{'hecke_orbit_code': 134217920, 'n': 4, 'trace_an': 0}
-
id: 3553954
{'hecke_orbit_code': 134217920, 'n': 5, 'trace_an': -390}
-
id: 3553955
{'hecke_orbit_code': 134217920, 'n': 6, 'trace_an': 0}
-
id: 3553956
{'hecke_orbit_code': 134217920, 'n': 7, 'trace_an': 64}
-
id: 3553957
{'hecke_orbit_code': 134217920, 'n': 8, 'trace_an': 0}
-
id: 3553958
{'hecke_orbit_code': 134217920, 'n': 9, 'trace_an': 729}
-
id: 3553959
{'hecke_orbit_code': 134217920, 'n': 10, 'trace_an': 0}
-
id: 3553960
{'hecke_orbit_code': 134217920, 'n': 11, 'trace_an': -948}
-
id: 3553961
{'hecke_orbit_code': 134217920, 'n': 12, 'trace_an': 0}
-
id: 3553962
{'hecke_orbit_code': 134217920, 'n': 13, 'trace_an': 5098}
-
id: 3553963
{'hecke_orbit_code': 134217920, 'n': 14, 'trace_an': 0}
-
id: 3553964
{'hecke_orbit_code': 134217920, 'n': 15, 'trace_an': 10530}
-
id: 3553965
{'hecke_orbit_code': 134217920, 'n': 16, 'trace_an': 0}
-
id: 3553966
{'hecke_orbit_code': 134217920, 'n': 17, 'trace_an': 28386}
-
id: 3553967
{'hecke_orbit_code': 134217920, 'n': 18, 'trace_an': 0}
-
id: 3553968
{'hecke_orbit_code': 134217920, 'n': 19, 'trace_an': -8620}
-
id: 3553969
{'hecke_orbit_code': 134217920, 'n': 20, 'trace_an': 0}
-
id: 3553970
{'hecke_orbit_code': 134217920, 'n': 21, 'trace_an': -1728}
-
id: 3553971
{'hecke_orbit_code': 134217920, 'n': 22, 'trace_an': 0}
-
id: 3553972
{'hecke_orbit_code': 134217920, 'n': 23, 'trace_an': 15288}
-
id: 3553973
{'hecke_orbit_code': 134217920, 'n': 24, 'trace_an': 0}
-
id: 3553974
{'hecke_orbit_code': 134217920, 'n': 25, 'trace_an': 73975}
-
id: 3553975
{'hecke_orbit_code': 134217920, 'n': 26, 'trace_an': 0}
-
id: 3553976
{'hecke_orbit_code': 134217920, 'n': 27, 'trace_an': -19683}
-
id: 3553977
{'hecke_orbit_code': 134217920, 'n': 28, 'trace_an': 0}
-
id: 3553978
{'hecke_orbit_code': 134217920, 'n': 29, 'trace_an': -36510}
-
id: 3553979
{'hecke_orbit_code': 134217920, 'n': 30, 'trace_an': 0}
-
id: 3553980
{'hecke_orbit_code': 134217920, 'n': 31, 'trace_an': 276808}
-
id: 3553981
{'hecke_orbit_code': 134217920, 'n': 32, 'trace_an': 0}
-
id: 3553982
{'hecke_orbit_code': 134217920, 'n': 33, 'trace_an': 25596}
-
id: 3553983
{'hecke_orbit_code': 134217920, 'n': 34, 'trace_an': 0}
-
id: 3553984
{'hecke_orbit_code': 134217920, 'n': 35, 'trace_an': -24960}
-
id: 3553985
{'hecke_orbit_code': 134217920, 'n': 36, 'trace_an': 0}
-
id: 3553986
{'hecke_orbit_code': 134217920, 'n': 37, 'trace_an': -268526}
-
id: 3553987
{'hecke_orbit_code': 134217920, 'n': 38, 'trace_an': 0}
-
id: 3553988
{'hecke_orbit_code': 134217920, 'n': 39, 'trace_an': -137646}
-
id: 3553989
{'hecke_orbit_code': 134217920, 'n': 40, 'trace_an': 0}
-
id: 3553990
{'hecke_orbit_code': 134217920, 'n': 41, 'trace_an': -629718}
-
id: 3553991
{'hecke_orbit_code': 134217920, 'n': 42, 'trace_an': 0}
-
id: 3553992
{'hecke_orbit_code': 134217920, 'n': 43, 'trace_an': 685772}
-
id: 3553993
{'hecke_orbit_code': 134217920, 'n': 44, 'trace_an': 0}
-
id: 3553994
{'hecke_orbit_code': 134217920, 'n': 45, 'trace_an': -284310}
-
id: 3553995
{'hecke_orbit_code': 134217920, 'n': 46, 'trace_an': 0}
-
id: 3553996
{'hecke_orbit_code': 134217920, 'n': 47, 'trace_an': -583296}
-
id: 3553997
{'hecke_orbit_code': 134217920, 'n': 48, 'trace_an': 0}
-
id: 3553998
{'hecke_orbit_code': 134217920, 'n': 49, 'trace_an': -819447}
-
id: 3553999
{'hecke_orbit_code': 134217920, 'n': 50, 'trace_an': 0}
-
id: 3554000
{'hecke_orbit_code': 134217920, 'n': 51, 'trace_an': -766422}
-
id: 3554001
{'hecke_orbit_code': 134217920, 'n': 52, 'trace_an': 0}
-
id: 3554002
{'hecke_orbit_code': 134217920, 'n': 53, 'trace_an': 428058}
-
id: 3554003
{'hecke_orbit_code': 134217920, 'n': 54, 'trace_an': 0}
-
id: 3554004
{'hecke_orbit_code': 134217920, 'n': 55, 'trace_an': 369720}
-
id: 3554005
{'hecke_orbit_code': 134217920, 'n': 56, 'trace_an': 0}
-
id: 3554006
{'hecke_orbit_code': 134217920, 'n': 57, 'trace_an': 232740}
-
id: 3554007
{'hecke_orbit_code': 134217920, 'n': 58, 'trace_an': 0}
-
id: 3554008
{'hecke_orbit_code': 134217920, 'n': 59, 'trace_an': 1306380}
-
id: 3554009
{'hecke_orbit_code': 134217920, 'n': 60, 'trace_an': 0}
-
id: 3554010
{'hecke_orbit_code': 134217920, 'n': 61, 'trace_an': -300662}
-
id: 3554011
{'hecke_orbit_code': 134217920, 'n': 62, 'trace_an': 0}
-
id: 3554012
{'hecke_orbit_code': 134217920, 'n': 63, 'trace_an': 46656}
-
id: 3554013
{'hecke_orbit_code': 134217920, 'n': 64, 'trace_an': 0}
-
id: 3554014
{'hecke_orbit_code': 134217920, 'n': 65, 'trace_an': -1988220}
-
id: 3554015
{'hecke_orbit_code': 134217920, 'n': 66, 'trace_an': 0}
-
id: 3554016
{'hecke_orbit_code': 134217920, 'n': 67, 'trace_an': -507244}
-
id: 3554017
{'hecke_orbit_code': 134217920, 'n': 68, 'trace_an': 0}
-
id: 3554018
{'hecke_orbit_code': 134217920, 'n': 69, 'trace_an': -412776}
-
id: 3554019
{'hecke_orbit_code': 134217920, 'n': 70, 'trace_an': 0}
-
id: 3554020
{'hecke_orbit_code': 134217920, 'n': 71, 'trace_an': -5560632}
-
id: 3554021
{'hecke_orbit_code': 134217920, 'n': 72, 'trace_an': 0}
-
id: 3554022
{'hecke_orbit_code': 134217920, 'n': 73, 'trace_an': 1369082}
-
id: 3554023
{'hecke_orbit_code': 134217920, 'n': 74, 'trace_an': 0}
-
id: 3554024
{'hecke_orbit_code': 134217920, 'n': 75, 'trace_an': -1997325}
-
id: 3554025
{'hecke_orbit_code': 134217920, 'n': 76, 'trace_an': 0}
-
id: 3554026
{'hecke_orbit_code': 134217920, 'n': 77, 'trace_an': -60672}
-
id: 3554027
{'hecke_orbit_code': 134217920, 'n': 78, 'trace_an': 0}
-
id: 3554028
{'hecke_orbit_code': 134217920, 'n': 79, 'trace_an': 6913720}
-
id: 3554029
{'hecke_orbit_code': 134217920, 'n': 80, 'trace_an': 0}
-
id: 3554030
{'hecke_orbit_code': 134217920, 'n': 81, 'trace_an': 531441}
-
id: 3554031
{'hecke_orbit_code': 134217920, 'n': 82, 'trace_an': 0}
-
id: 3554032
{'hecke_orbit_code': 134217920, 'n': 83, 'trace_an': -4376748}
-
id: 3554033
{'hecke_orbit_code': 134217920, 'n': 84, 'trace_an': 0}
-
id: 3554034
{'hecke_orbit_code': 134217920, 'n': 85, 'trace_an': -11070540}
-
id: 3554035
{'hecke_orbit_code': 134217920, 'n': 86, 'trace_an': 0}
-
id: 3554036
{'hecke_orbit_code': 134217920, 'n': 87, 'trace_an': 985770}
-
id: 3554037
{'hecke_orbit_code': 134217920, 'n': 88, 'trace_an': 0}
-
id: 3554038
{'hecke_orbit_code': 134217920, 'n': 89, 'trace_an': -8528310}
-
id: 3554039
{'hecke_orbit_code': 134217920, 'n': 90, 'trace_an': 0}
-
id: 3554040
{'hecke_orbit_code': 134217920, 'n': 91, 'trace_an': 326272}
-
id: 3554041
{'hecke_orbit_code': 134217920, 'n': 92, 'trace_an': 0}
-
id: 3554042
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