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mf_newforms • Show schema
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{'Nk2': 2576, 'analytic_conductor': 5.142365890170456, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -1], [23, -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': [644, 1, [323, 185, 281], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 8580816, 'field_disc_factorization': [[2, 4], [3, 5], [2207, 1]], 'field_poly': [6, 20, 10, -12, -1, 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': [[3, [6, 20, 10, -12, -1, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288296068, 'hecke_ring_generator_nbound': 3, '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': True, 'label': '644.2.a.c', 'level': 644, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 23], 'level_radical': 322, 'minimal_twist': '644.2.a.c', 'nf_label': '5.5.8580816.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{3}+(1+\\beta _{4})q^{5}+q^{7}+(2+\\beta _{2}+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '644.2.a', 'trace_display': [0, 1, 4, 5], 'trace_hash': 534100668760579100, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.044', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.656', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.736', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0, 0], [0, 0, 0, 0, 0], [0, 1, 0, 0, 0], [0, 0, 0, 0, 0], [1, 0, 0, 0, 1], [0, 0, 0, 0, 0], [1, 0, 0, 0, 0], [0, 0, 0, 0, 0], [2, 0, 1, 1, 1], [0, 0, 0, 0, 0], [0, 0, -1, 0, -1], [0, 0, 0, 0, 0], [1, 0, 0, -1, 0], [0, 0, 0, 0, 0], [-2, 2, -1, 0, -1], [0, 0, 0, 0, 0], [1, 1, 0, -1, 0], [0, 0, 0, 0, 0], [2, -2, 2, 0, 0], [0, 0, 0, 0, 0], [0, 1, 0, 0, 0], [0, 0, 0, 0, 0], [1, 0, 0, 0, 0], [0, 0, 0, 0, 0], [3, -2, -1, 0, -1], [0, 0, 0, 0, 0], [-1, 3, -2, 0, -1], [0, 0, 0, 0, 0], [1, -2, 1, 1, -1], [0, 0, 0, 0, 0], [0, 0, 0, -1, -1], [0, 0, 0, 0, 0], [0, -1, 0, 1, 1], [0, 0, 0, 0, 0], [1, 0, 0, 0, 1], [0, 0, 0, 0, 0], [4, 0, -2, 0, 0], [0, 0, 0, 0, 0], [1, -2, 2, -1, 0], [0, 0, 0, 0, 0], [3, -2, 0, 1, 0], [0, 0, 0, 0, 0], [2, 0, 2, 2, 0], [0, 0, 0, 0, 0], [7, -3, 2, 3, 0], [0, 0, 0, 0, 0], [-4, 0, -2, -1, 1], [0, 0, 0, 0, 0], [1, 0, 0, 0, 0], [0, 0, 0, 0, 0], [6, -2, 3, 0, 1], [0, 0, 0, 0, 0], [2, -2, 0, -2, 2], [0, 0, 0, 0, 0], [-4, 3, 0, -1, 3], [0, 0, 0, 0, 0], [-6, 2, 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-8, 6], [4, -4, 0, 8, 8], [-22, -6, 2, 2, -12]], 'char_orbit_index': 1, 'field_poly': [6, 20, 10, -12, -1, 1], 'hecke_orbit_code': 9007199288296068, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [5, 0, 1, 1, 1], [-1, 9, -2, 0, -1], [43, -2, 8, 11, 10]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [-11, -11, 11, 1, -1], [-15, -20, 12, 2, -1], [21, 31, -22, -3, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '644.2.a.c', 'level': 644, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [7, -1], [23, 1]], 1, 1], [[[2, -1], [7, -1], [23, -1]], 5, 1], [[[2, -1], [7, 1], [23, -1]], 1, 1], [[[2, -1], [7, 1], [23, 1]], 5, 1]], 'ALdims': [0, 0, 0, 0, 5, 1, 1, 5], 'Nk2': 2576, 'analytic_conductor': 5.142365890170456, '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': [644, 1, [323, 185, 281], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 91, 'dim': 12, 'eis_dim': 11, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33555076, 'hecke_orbit_dims': [1, 1, 5, 5], 'label': '644.2.a', 'level': 644, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 23], 'level_radical': 322, 'mf_dim': 102, 'mf_new_dim': 12, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 192, 'trace_bound': 3, 'trace_display': [0, 4, 4, 0], 'traces': [12, 0, 4, 0, 4, 0, 0, 0, 16, 0, 0, 0, 12, 0, -4, 0, 8, 0, 12, 0, -4, 0, 0, 0, 28, 0, 16, 0, 20, 0, -8, 0, 24, 0, 4, 0, 4, 0, 4, 0, 12, 0, 0, 0, 24, 0, -16, 0, 12, 0, 8, 0, -12, 0, -20, 0, -28, 0, 24, 0, -8, 0, 0, 0, -12, 0, -4, 0, 0, 0, 12, 0, 4, 0, -8, 0, 0, 0, 12, 0, 28, 0, -32, 0, 8, 0, -48, 0, 0, 0, -12, 0, -4, 0, -32, 0, 44, 0, 0, 0, -16, 0, -12, 0, -8, 0, -28, 0, 24, 0, -52, 0, -40, 0, 0, 0, 8, 0, 0, 0, 28, 0, -76, 0, 0, 0, 4, 0, -32, 0, -40, 0, 0, 0, -100, 0, -12, 0, -4, 0, 4, 0, -72, 0, 36, 0, 4, 0, -12, 0, -12, 0, -72, 0, -76, 0, 48, 0, -84, 0, 8, 0, 12, 0, -48, 0, -20, 0, 48, 0, 56, 0, -40, 0, -8, 0, 0, 0, 36, 0, 48, 0, -56, 0, 8, 0, 44, 0, -4, 0, -52, 0, 12, 0, 20, 0, 4, 0, -32, 0, 4, 0, -8, 0, 36, 0, 0, 0, -32, 0, 32, 0, -84, 0, 24, 0, -4, 0, 4, 0, -16, 0, 16, 0, 48, 0, -40, 0, 68, 0, -20, 0, 36, 0, 36, 0, 36, 0, -52, 0, 64, 0, -8, 0, 4, 0, 60, 0, -40, 0, 28, 0, 0, 0, 20, 0, -28, 0, 24, 0, 32, 0, -8, 0, 64, 0, 56, 0, -28, 0, 8, 0, 0, 0, 24, 0, 52, 0, -16, 0, 20, 0, -8, 0, -80, 0, 4, 0, -4, 0, 76, 0, -60, 0, -48, 0, 112, 0, -8, 0, 16, 0, -40, 0, 0, 0, 4, 0, 4, 0, -12, 0, 12, 0, 48, 0, -24, 0, -16, 0, -12, 0, 24, 0, 132, 0, 80, 0, -20, 0, 100, 0, -8, 0, 84, 0, 60, 0, 96, 0, 96, 0, 0, 0, -12, 0, 48, 0, -4, 0, 60, 0, 28, 0, 68, 0, 40, 0, 28, 0, 164, 0, 60, 0, -4, 0, 24, 0, 32, 0, -8, 0, -40, 0, 48, 0, -12, 0, 100, 0, -76, 0, -12, 0, -24, 0, 120, 0, 8, 0, 0, 0, -148, 0, 4, 0, 36, 0, -40, 0, -56, 0, 60, 0, -28, 0, 48, 0, -68, 0, 92, 0, -16, 0, 0, 0, -100, 0, 8, 0, 104, 0, 8, 0, -120, 0, -28, 0, -56, 0, -100, 0, -40, 0, -12, 0, -12, 0, -28, 0, 16, 0, -108, 0, -64, 0, 4, 0, 104, 0, 56, 0, -116, 0, 8, 0, 24, 0, -24, 0, -28, 0, -56, 0, -212, 0, 112, 0, 24, 0, 32, 0, -72, 0, 92, 0, -152, 0, 28, 0, -4, 0, 4, 0, 88, 0, -76, 0, 108, 0, 36, 0, -32, 0, -172, 0, -16, 0, -52, 0, 40, 0, -36, 0, -40, 0, 136, 0, -36, 0, 36, 0, -148, 0, 16, 0, -16, 0, -104, 0, -24, 0, -52, 0, -76, 0, 96, 0, 12, 0, 20, 0, -116, 0, -160, 0, 36, 0, 0, 0, -20, 0, -8, 0, -56, 0, 28, 0, -8, 0, 44, 0, 0, 0, 64, 0, 12, 0, -72, 0, -48, 0, 52, 0, 8, 0, 48, 0, 28, 0, 36, 0, -116, 0, 0, 0, 28, 0, 100, 0, 32, 0, -104, 0, -152, 0, -12, 0, -60, 0, -108, 0, -48, 0, -24, 0, -8, 0, -112, 0, -20, 0, 104, 0, -180, 0, -68, 0, -20, 0, 140, 0, 4, 0, -108, 0, -28, 0, 108, 0, -24, 0, -40, 0, -44, 0, 200, 0, 16, 0, -64, 0, -280, 0, 60, 0, 12, 0, -120, 0, -32, 0, -20, 0, -24, 0, 128, 0, -48, 0, 24, 0, -92, 0, -76, 0, -136, 0, 68, 0, 236, 0, -112, 0, 16, 0, -8, 0, -88, 0, 68, 0, -12, 0, -24, 0, -60, 0, 52, 0, 32, 0, 92, 0, -64, 0, 180, 0, 76, 0, 28, 0, -64, 0, -140, 0, 32, 0, 16, 0, -100, 0, 24, 0, -68, 0, 0, 0, 72, 0, 56, 0, 8, 0, -96, 0, -44, 0, -68, 0, -32, 0, 48, 0, 116, 0, 4, 0, 124, 0, -48, 0, -24, 0, -4, 0, -8, 0, -60, 0, 140, 0, 48, 0, 56, 0, 56, 0, 16, 0, -64, 0, -28, 0, 36, 0, -24, 0, -28, 0, 84, 0, 32, 0, -160, 0, 0, 0, 60, 0, 100, 0, 124, 0, -92, 0, 48, 0, 44, 0, -152, 0, -180, 0, -232, 0, -160, 0, 48, 0, -16, 0, 88, 0, -40, 0, 100, 0, -160, 0, 160, 0, -80, 0, 8, 0, 76, 0, 88, 0, 144, 0, 64, 0, 100, 0, -64, 0, -88, 0, -48, 0, -84, 0, 64, 0, -24, 0, 80, 0, 120, 0, 8, 0, -72, 0, 132, 0, -60, 0, -8, 0, -220, 0, 136, 0, -48, 0, 40, 0, 28, 0, -64, 0, 40, 0, -148, 0, 20, 0, 0, 0, -52, 0, -72, 0, 88, 0, 168, 0, -52, 0, 144, 0, -36, 0, -8, 0, 180, 0, 28, 0, 48, 0, 152, 0, 172, 0, 40, 0, 232, 0, -188, 0, -156, 0, -8, 0, 8, 0, 136, 0, 80, 0, 104, 0, -92, 0, 136, 0, -24, 0, -200, 0, 60, 0, 4, 0, 28, 0, 112, 0, -84, 0, 140, 0, -40, 0, -60, 0, 12, 0, 148, 0, 296, 0, 4, 0, -92, 0, 92, 0, 24, 0, 40, 0, 36, 0, 124, 0, 188, 0, -8, 0, -272, 0, -96, 0, 56, 0, 56, 0, -160, 0, -172, 0, -68, 0, 392, 0, 20, 0, -4, 0, 156, 0, -12, 0, -12, 0, 240, 0, 204, 0, 60, 0, -64, 0, 24, 0, -64, 0, 68, 0, 216, 0, -64, 0, 68, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 430545
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '644.2.a.c', 'source_level': 644, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '644.2.a.c', 'target_level': 644, 'twist_class_label': '644.2.a.c', 'twist_class_level': 644, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 430546
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '644.2.a.c', 'source_level': 644, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '2576.2.a.bc', 'target_level': 2576, 'twist_class_label': '644.2.a.c', 'twist_class_level': 644, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 430547
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '644.2.a.c', 'source_level': 644, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '4508.2.a.g', 'target_level': 4508, 'twist_class_label': '644.2.a.c', 'twist_class_level': 644, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 430548
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '644.2.a.c', 'source_level': 644, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '5796.2.a.s', 'target_level': 5796, 'twist_class_label': '644.2.a.c', 'twist_class_level': 644, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1156675
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 9007199288296068, 'p': 2}
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id: 1156676
{'charpoly_factorization': [[[6, 20, 10, -12, -1, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 3}
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id: 1156677
{'charpoly_factorization': [[[-36, -38, 62, -12, -4, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 5}
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id: 1156678
{'charpoly_factorization': [[[-1, 1], 5]], 'hecke_orbit_code': 9007199288296068, 'p': 7}
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id: 1156679
{'charpoly_factorization': [[[-72, 84, 12, -24, -2, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 11}
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id: 1156680
{'charpoly_factorization': [[[-16, 144, 64, -28, -3, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 13}
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id: 1156681
{'charpoly_factorization': [[[96, 238, 74, -36, -4, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 17}
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id: 1156682
{'charpoly_factorization': [[[-3968, 1728, 416, -88, -6, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 19}
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id: 1156683
{'charpoly_factorization': [[[-1, 1], 5]], 'hecke_orbit_code': 9007199288296068, 'p': 23}
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id: 1156684
{'charpoly_factorization': [[[516, 1000, 256, -72, -5, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 29}
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id: 1156685
{'charpoly_factorization': [[[-738, 716, 2, -54, 1, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 31}
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id: 1156686
{'charpoly_factorization': [[[9824, -4976, 464, 112, -22, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 37}
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id: 1156687
{'charpoly_factorization': [[[432, -960, 368, 12, -15, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 41}
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id: 1156688
{'charpoly_factorization': [[[9216, -7344, 1728, -88, -12, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 43}
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id: 1156689
{'charpoly_factorization': [[[-20898, -10476, -1386, 54, 21, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 47}
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id: 1156690
{'charpoly_factorization': [[[-27936, 13200, 528, -264, -2, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 53}
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id: 1156691
{'charpoly_factorization': [[[-432, 594, 174, -144, 0, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 59}
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id: 1156692
{'charpoly_factorization': [[[108, 378, -234, -16, 12, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 61}
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id: 1156693
{'charpoly_factorization': [[[-10216, -5564, 1484, 40, -22, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 67}
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id: 1156694
{'charpoly_factorization': [[[-1152, -1728, -496, 12, 15, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 71}
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id: 1156695
{'charpoly_factorization': [[[3504, -5408, 1960, -72, -17, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 73}
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id: 1156696
{'charpoly_factorization': [[[-6984, 2244, 1092, -240, -2, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 79}
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id: 1156697
{'charpoly_factorization': [[[66432, -4960, -3760, -192, 16, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 83}
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id: 1156698
{'charpoly_factorization': [[[52488, -3186, -2394, 0, 24, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 89}
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id: 1156699
{'charpoly_factorization': [[[173424, -40922, 1198, 396, -38, 1], 1]], 'hecke_orbit_code': 9007199288296068, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '644.2.a.c', 'level': 644, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 101281000
{'hecke_orbit_code': 9007199288296068, 'n': 1, 'trace_an': 5}
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id: 101281001
{'hecke_orbit_code': 9007199288296068, 'n': 2, 'trace_an': 0}
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id: 101281002
{'hecke_orbit_code': 9007199288296068, 'n': 3, 'trace_an': 1}
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id: 101281003
{'hecke_orbit_code': 9007199288296068, 'n': 4, 'trace_an': 0}
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id: 101281004
{'hecke_orbit_code': 9007199288296068, 'n': 5, 'trace_an': 4}
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id: 101281005
{'hecke_orbit_code': 9007199288296068, 'n': 6, 'trace_an': 0}
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id: 101281006
{'hecke_orbit_code': 9007199288296068, 'n': 7, 'trace_an': 5}
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id: 101281007
{'hecke_orbit_code': 9007199288296068, 'n': 8, 'trace_an': 0}
-
id: 101281008
{'hecke_orbit_code': 9007199288296068, 'n': 9, 'trace_an': 10}
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id: 101281009
{'hecke_orbit_code': 9007199288296068, 'n': 10, 'trace_an': 0}
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id: 101281010
{'hecke_orbit_code': 9007199288296068, 'n': 11, 'trace_an': 2}
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id: 101281011
{'hecke_orbit_code': 9007199288296068, 'n': 12, 'trace_an': 0}
-
id: 101281012
{'hecke_orbit_code': 9007199288296068, 'n': 13, 'trace_an': 3}
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id: 101281013
{'hecke_orbit_code': 9007199288296068, 'n': 14, 'trace_an': 0}
-
id: 101281014
{'hecke_orbit_code': 9007199288296068, 'n': 15, 'trace_an': -6}
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id: 101281015
{'hecke_orbit_code': 9007199288296068, 'n': 16, 'trace_an': 0}
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id: 101281016
{'hecke_orbit_code': 9007199288296068, 'n': 17, 'trace_an': 4}
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id: 101281017
{'hecke_orbit_code': 9007199288296068, 'n': 18, 'trace_an': 0}
-
id: 101281018
{'hecke_orbit_code': 9007199288296068, 'n': 19, 'trace_an': 6}
-
id: 101281019
{'hecke_orbit_code': 9007199288296068, 'n': 20, 'trace_an': 0}
-
id: 101281020
{'hecke_orbit_code': 9007199288296068, 'n': 21, 'trace_an': 1}
-
id: 101281021
{'hecke_orbit_code': 9007199288296068, 'n': 22, 'trace_an': 0}
-
id: 101281022
{'hecke_orbit_code': 9007199288296068, 'n': 23, 'trace_an': 5}
-
id: 101281023
{'hecke_orbit_code': 9007199288296068, 'n': 24, 'trace_an': 0}
-
id: 101281024
{'hecke_orbit_code': 9007199288296068, 'n': 25, 'trace_an': 15}
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id: 101281025
{'hecke_orbit_code': 9007199288296068, 'n': 26, 'trace_an': 0}
-
id: 101281026
{'hecke_orbit_code': 9007199288296068, 'n': 27, 'trace_an': 1}
-
id: 101281027
{'hecke_orbit_code': 9007199288296068, 'n': 28, 'trace_an': 0}
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id: 101281028
{'hecke_orbit_code': 9007199288296068, 'n': 29, 'trace_an': 5}
-
id: 101281029
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