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{'Nk2': 5292, 'analytic_conductor': 23.57642151250815, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [7, -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': [147, 1, [50, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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, [6, 1]], [5, [6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663443, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '147.6.a.a', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '3.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-6q^{2}-9q^{3}+4q^{4}-6q^{5}+54q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '147.6.a', 'trace_display': [-6, -9, -6, 0], 'trace_hash': 935951528234973643, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.988', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.953', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.823', 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mf_hecke_nf • Show schema
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[398119602], [99758100], [-431811270], [-752966876], [732623784]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663443, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '147.6.a.a', 'level': 147, 'maxp': 2999, 'weight': 6}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1]], 7, 5], [[[3, 1], [7, -1]], 9, 5], [[[3, -1], [7, 1]], 10, 2], [[[3, 1], [7, 1]], 9, 3]], 'ALdims': [9, 9, 10, 7], 'Nk2': 5292, 'analytic_conductor': 23.57642151250815, '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': [147, 1, [50, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 86, 'dim': 35, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 100663443, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 4, 4, 6, 6], 'label': '147.6.a', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 102, 'mf_new_dim': 35, 'num_forms': 15, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 35, 'sturm_bound': 112, 'trace_bound': 4, 'trace_display': [-2, -9, -38, 0], 'traces': [35, -2, -9, 624, 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mf_twists_nf • Show schema
Hide schema
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id: 125549
{'conductor': 7, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.6.a.a', 'target_level': 3, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 125550
{'conductor': 21, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.6.a.a', 'target_level': 9, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 125551
{'conductor': 28, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '48.6.a.a', 'target_level': 48, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 125552
{'conductor': 35, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '75.6.a.e', 'target_level': 75, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 125553
{'conductor': 35, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.6.b.b', 'target_level': 75, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 125554
{'conductor': 63, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.6.c.a', 'target_level': 81, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '63.o', 'twisting_char_orbit': 15, 'weight': 6}
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id: 125555
{'conductor': 63, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.6.c.c', 'target_level': 81, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '63.l', 'twisting_char_orbit': 12, 'weight': 6}
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id: 125556
{'conductor': 84, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '144.6.a.f', 'target_level': 144, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 125557
{'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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '147.6.a.a', 'target_level': 147, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 125558
{'conductor': 7, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '147.6.e.h', 'target_level': 147, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 125559
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '147.6.e.k', 'target_level': 147, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 125560
{'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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '192.6.a.d', 'target_level': 192, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 125561
{'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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '192.6.a.l', 'target_level': 192, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 125562
{'conductor': 105, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '225.6.a.a', 'target_level': 225, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 125563
{'conductor': 105, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.6.b.b', 'target_level': 225, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '105.k', 'twisting_char_orbit': 11, 'weight': 6}
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id: 125564
{'conductor': 77, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '363.6.a.d', 'target_level': 363, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 125565
{'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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '441.6.a.i', 'target_level': 441, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 125566
{'conductor': 91, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '507.6.a.b', 'target_level': 507, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '91.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 125567
{'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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '576.6.a.s', 'target_level': 576, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '168.i', 'twisting_char_orbit': 9, 'weight': 6}
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id: 125568
{'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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '576.6.a.t', 'target_level': 576, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '168.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 125569
{'conductor': 112, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '768.6.d.h', 'target_level': 768, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '112.j', 'twisting_char_orbit': 10, 'weight': 6}
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id: 125570
{'conductor': 112, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '768.6.d.k', 'target_level': 768, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '112.l', 'twisting_char_orbit': 12, 'weight': 6}
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id: 125571
{'conductor': 119, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '867.6.a.a', 'target_level': 867, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '119.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 125572
{'conductor': 133, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1083.6.a.c', 'target_level': 1083, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '133.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 125573
{'conductor': 231, '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': '147.6.a.a', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1089.6.a.b', 'target_level': 1089, 'twist_class_label': '3.6.a.a', 'twist_class_level': 3, 'twisting_char_label': '231.h', 'twisting_char_orbit': 8, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 392450
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 2}
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id: 392451
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 3}
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id: 392452
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 5}
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id: 392453
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 7}
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id: 392454
{'charpoly_factorization': [[[564, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 11}
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id: 392455
{'charpoly_factorization': [[[638, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 13}
-
id: 392456
{'charpoly_factorization': [[[882, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 17}
-
id: 392457
{'charpoly_factorization': [[[-556, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 19}
-
id: 392458
{'charpoly_factorization': [[[840, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 23}
-
id: 392459
{'charpoly_factorization': [[[-4638, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 29}
-
id: 392460
{'charpoly_factorization': [[[4400, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 31}
-
id: 392461
{'charpoly_factorization': [[[2410, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 37}
-
id: 392462
{'charpoly_factorization': [[[-6870, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 41}
-
id: 392463
{'charpoly_factorization': [[[-9644, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 43}
-
id: 392464
{'charpoly_factorization': [[[-18672, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 47}
-
id: 392465
{'charpoly_factorization': [[[-33750, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 53}
-
id: 392466
{'charpoly_factorization': [[[-18084, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 59}
-
id: 392467
{'charpoly_factorization': [[[39758, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 61}
-
id: 392468
{'charpoly_factorization': [[[23068, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 67}
-
id: 392469
{'charpoly_factorization': [[[4248, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 71}
-
id: 392470
{'charpoly_factorization': [[[-41110, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 73}
-
id: 392471
{'charpoly_factorization': [[[-21920, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 79}
-
id: 392472
{'charpoly_factorization': [[[82452, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 83}
-
id: 392473
{'charpoly_factorization': [[[-94086, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 89}
-
id: 392474
{'charpoly_factorization': [[[49442, 1], 1]], 'hecke_orbit_code': 100663443, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '147.6.a.a', 'level': 147, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 12621000
{'hecke_orbit_code': 100663443, 'n': 1, 'trace_an': 1}
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id: 12621001
{'hecke_orbit_code': 100663443, 'n': 2, 'trace_an': -6}
-
id: 12621002
{'hecke_orbit_code': 100663443, 'n': 3, 'trace_an': -9}
-
id: 12621003
{'hecke_orbit_code': 100663443, 'n': 4, 'trace_an': 4}
-
id: 12621004
{'hecke_orbit_code': 100663443, 'n': 5, 'trace_an': -6}
-
id: 12621005
{'hecke_orbit_code': 100663443, 'n': 6, 'trace_an': 54}
-
id: 12621006
{'hecke_orbit_code': 100663443, 'n': 7, 'trace_an': 0}
-
id: 12621007
{'hecke_orbit_code': 100663443, 'n': 8, 'trace_an': 168}
-
id: 12621008
{'hecke_orbit_code': 100663443, 'n': 9, 'trace_an': 81}
-
id: 12621009
{'hecke_orbit_code': 100663443, 'n': 10, 'trace_an': 36}
-
id: 12621010
{'hecke_orbit_code': 100663443, 'n': 11, 'trace_an': -564}
-
id: 12621011
{'hecke_orbit_code': 100663443, 'n': 12, 'trace_an': -36}
-
id: 12621012
{'hecke_orbit_code': 100663443, 'n': 13, 'trace_an': -638}
-
id: 12621013
{'hecke_orbit_code': 100663443, 'n': 14, 'trace_an': 0}
-
id: 12621014
{'hecke_orbit_code': 100663443, 'n': 15, 'trace_an': 54}
-
id: 12621015
{'hecke_orbit_code': 100663443, 'n': 16, 'trace_an': -1136}
-
id: 12621016
{'hecke_orbit_code': 100663443, 'n': 17, 'trace_an': -882}
-
id: 12621017
{'hecke_orbit_code': 100663443, 'n': 18, 'trace_an': -486}
-
id: 12621018
{'hecke_orbit_code': 100663443, 'n': 19, 'trace_an': 556}
-
id: 12621019
{'hecke_orbit_code': 100663443, 'n': 20, 'trace_an': -24}
-
id: 12621020
{'hecke_orbit_code': 100663443, 'n': 21, 'trace_an': 0}
-
id: 12621021
{'hecke_orbit_code': 100663443, 'n': 22, 'trace_an': 3384}
-
id: 12621022
{'hecke_orbit_code': 100663443, 'n': 23, 'trace_an': -840}
-
id: 12621023
{'hecke_orbit_code': 100663443, 'n': 24, 'trace_an': -1512}
-
id: 12621024
{'hecke_orbit_code': 100663443, 'n': 25, 'trace_an': -3089}
-
id: 12621025
{'hecke_orbit_code': 100663443, 'n': 26, 'trace_an': 3828}
-
id: 12621026
{'hecke_orbit_code': 100663443, 'n': 27, 'trace_an': -729}
-
id: 12621027
{'hecke_orbit_code': 100663443, 'n': 28, 'trace_an': 0}
-
id: 12621028
{'hecke_orbit_code': 100663443, 'n': 29, 'trace_an': 4638}
-
id: 12621029
{'hecke_orbit_code': 100663443, 'n': 30, 'trace_an': -324}
-
id: 12621030
{'hecke_orbit_code': 100663443, 'n': 31, 'trace_an': -4400}
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id: 12621031
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