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mf_newforms • Show schema
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{'Nk2': 172, 'analytic_conductor': 0.34335672869150563, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 43, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 7, 'char_parity': 1, 'char_values': [43, 7, [3], [2]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4, 11, 16, 21, 35, 41], 'dim': 6, 'field_disc': -16807, 'field_disc_factorization': [[-1, 1], [7, 5]], 'field_poly': [1, -1, 1, -1, 1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 14, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [1, 3, 9, 13, 11, 5, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 274911461419, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 43, 5, 1, 7, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '43.2.e.a', 'level': 43, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [43], 'level_radical': 43, 'minimal_twist': '43.2.e.a', 'nf_label': '6.0.16807.1', 'prim_orbit_index': 5, 'qexp_display': 'q+(-\\zeta_{14}+\\zeta_{14}^{2}-\\zeta_{14}^{3}+\\zeta_{14}^{4}+\\cdots)q^{2}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c7', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '43.2.e', 'trace_display': [-5, 2, -3, 0], 'trace_hash': 1624048889748854076, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.552', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.880', 'prec': 17}, {'__RealLiteral__': 0, 'data': '98.148', 'prec': 20}, {'__RealLiteral__': 0, 'data': '57.750', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3553.797', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, 'traces': [6, -5, 2, 5, -3, -4, 0, -7, -1, -1, -10, 4, 5, -7, -1, 11, -4, 9, 2, 1, 7, 6, 1, 7, -4, 11, -4, -7, 6, 2, -6, -15, 13, -6, 0, -2, -14, -11, -3, 7, 2, -14, -13, -20, 4, 5, 17, 6, -14, 8, -6, 3, -2, 15, 5, 0, -11, -12, 12, 5, 12, 33, 0, 15, 29, -5, -18, 6, -16, 0, 26, -14, -9, 0, 15, 4, 28, -1, -20, -30, -24, 10, 20, 0, -12, -23, -12, -7, 11, -8, -14, 2, -44, -27, -15, 9, 28, 21, -10, -1, -5, -2, 13, -7, -14, 25, -9, -15, 0, -3, 7, 0, 55, 15, 17, 12, -23, -3, 0, 0, 37, -24, 24, 16, -25, 14, 27, -14, 12, -58, -22, 5, -21, 22, 30, 28, 8, 18, 23, 14, -6, -10, -27, 4, 18, -17, -14, -7, 2, 5, -43, 7, 10, 14, -11, -20, 24, 5, 4, 25, -35, 13, -7, -10, -10, -40, -33, -14, -68, 24, 44, -12, -6, -18, -14, -23, 4, -22, -20, 1, -24, 7, 4, 7, 7, 39, 16, 13, 21, 37, 2, 12, -17, 14, 33, 0, -23, 13, 0, -7, -6, -11, 0, 2, -22, 2, 22, 78, 6, 7, 47, -25, 4, 18, -25, -14, -28, -28, 39, 10, 48, 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0, 0, 0], [0, -1, 1, -1, 1, -1], [0, 0, 0, 1, 0, 1], [1, 0, 0, 0, 0, -1], [0, -1, 1, -1, 0, 0], [0, 0, 1, -1, 1, -1], [-1, 0, -2, 1, -1, 2], [-2, 1, -1, 1, -2, 0], [-1, 2, -1, 0, -1, 1], [-1, 2, -2, 1, 0, 0], [-3, 1, -3, 0, -2, 2], [0, 1, 0, 2, 0, 1], [-1, 4, -2, 4, -1, 0], [0, -1, 2, -1, 2, -1], [1, -1, 2, -2, 1, -1], [3, -2, 2, -3, 0, 0], [0, -2, 2, 0, 0, 0], [2, -2, 0, 0, 1, 0], [4, -5, 4, -4, 5, -4], [0, -1, 0, 0, -1, 1], [2, -2, 0, -2, -1, -2], [1, -1, 0, 1, 1, 1], [2, -1, 2, 0, 4, -4], [1, 1, 0, 0, -1, -1], [-1, 1, 0, -1, -3, -1], [4, -5, 5, -4, 0, 1], [-3, 4, -4, 3, 0, 3], [-3, 1, -3, 3, -1, 3], [0, 0, 0, 6, 0, 0], [-1, 2, -3, 2, -1, 0], [0, 3, 4, -4, 4, 3], [-4, 3, -4, 0, -1, 1], [4, -1, 1, -4, 0, -5], [-2, 4, -2, 0, 0, 0], [1, -1, 3, -1, 1, 0], [0, 0, 0, -1, 1, 0], [-4, 0, -1, 4, -4, 1], [-5, 5, -4, 5, -5, 0], [-5, 4, -7, 7, -4, 5], [1, -1, 0, 1, 0, 1], [0, 2, -2, -6, -2, 2], [-2, 0, 0, -1, 1, 0], [0, -7, 2, -2, 0, -2], [-5, 0, -4, 1, -1, 4], [0, 0, -1, 2, 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-7, -14, 14, 7, 15], [0, -18, 4, -4, 4, -18], [0, -19, 0, 8, 0, -19], [-4, -24, 2, -24, -4, 0], [0, -2, -13, 18, -13, -2], [15, -9, 9, -15, 0, -25], [-31, 29, -24, 24, -29, 31], [0, 6, 0, 0, 13, -13], [-26, 26, -31, 26, -26, 0], [-14, 14, 0, 12, -9, 12], [14, -9, 29, -9, 14, 0], [1, -1, 0, -12, 22, -12], [0, -14, 7, -22, 7, -14], [12, -20, 25, -25, 20, -12], [0, 2, 1, 8, 1, 2], [-16, 15, -11, 15, -16, 0], [0, 3, -9, 35, -9, 3], [3, -12, 3, 0, 9, -9], [13, 0, 0, -13, 0, 5], [12, -13, -2, -13, 12, 0], [-3, -14, 20, -14, -3, 0], [16, 0, 17, 20, -20, -17], [11, 7, 3, 7, 11, 0], [11, 24, 11, 0, -6, 6], [27, -7, 14, -7, 27, 0], [-4, 0, 32, -19, 19, -32], [-2, 13, -6, 6, -13, 2], [13, 0, -13, 15, -15, 13], [19, -5, 5, -19, 0, 21], [0, 22, 2, -7, 2, 22], [8, -8, 0, 2, 11, 2], [-34, 0, -21, 29, -29, 21], [-11, 11, 0, -1, -4, -1], [0, 0, -27, -4, 4, 27], [-32, 32, 0, -7, -12, -7], [2, -2, 2, -2, 0, 9], [26, -26, 0, -2, 9, -2], [23, -16, 23, 0, -5, 5], [3, 7, -7, -3, 0, 21], [27, -19, 30, -30, 19, -27], [11, -9, 8, -9, 11, 0], [-23, 37, -37, 23, 0, 34], [30, -21, 21, -30, 0, -32], [23, -10, 23, 0, 2, -2], [-31, 11, -9, 11, -31, 0], [-23, 0, -16, 24, -24, 16], [19, 0, 10, -37, 37, -10], [1, -1, 0, -12, -3, -12], [10, -10, 0, -6, 18, -6], [0, 18, -5, 4, -5, 18], [-25, 0, -20, -3, 3, 20], [0, -26, 46, -5, 46, -26], [-1, 18, 21, 18, -1, 0]], 'char_orbit_index': 5, 'field_poly': [1, -1, 1, -1, 1, -1, 1], 'hecke_orbit_code': 274911461419, 'hecke_ring_character_values': [[3, [0, -1, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 6, 'label': '43.2.e.a', 'level': 43, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 172, 'analytic_conductor': 0.34335672869150563, 'char_conductor': 43, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 7, 'char_parity': 1, 'char_values': [43, 7, [3], [2]], 'conrey_index': 4, 'cusp_dim': 12, 'dim': 12, 'eis_dim': 12, 'eis_new_dim': 12, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274911461419, 'hecke_orbit_dims': [6, 6], 'label': '43.2.e', 'level': 43, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [43], 'level_radical': 43, 'mf_dim': 24, 'mf_new_dim': 24, 'num_forms': 2, 'prim_orbit_index': 5, 'relative_dim': 2, 'sturm_bound': 7, 'trace_bound': 2, 'trace_display': [-2, -1, -1, -16], 'traces': [12, -2, -1, -2, -1, -2, -16, -6, -7, 7, 4, 11, -4, -15, -9, 8, 4, 13, -2, 15, 8, 6, 2, -4, -3, 3, 29, 21, 15, -16, -24, -36, 20, 12, 4, -16, -18, -27, 5, 19, 25, -38, -42, -62, -26, 16, 18, 11, -4, 12, -24, 3, -12, 42, 19, 9, -9, -25, 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-14, 169, 96, 22, -5, -122, -88, 125, 87, 111, 42, 94, -53, -31, 52, 131, 52, 70, -32, 38, -107, 74, -97, -9, 141, 29, 37, 114, 175, 82, 105, 129, -2, -136, -167, 165, -70, -43, 106, -21, 4, -283, 120, 54, -84, -210, -150, 64, -163, 139, 145], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 34775
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '43.2.e.a', 'source_level': 43, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '43.2.e.a', 'target_level': 43, 'twist_class_label': '43.2.e.a', 'twist_class_level': 43, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 34776
{'conductor': 43, 'degree': 6, 'multiplicity': 1, 'order': 7, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '43.2.e.a', 'source_level': 43, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '43.2.e.a', 'target_level': 43, 'twist_class_label': '43.2.e.a', 'twist_class_level': 43, 'twisting_char_label': '43.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 34777
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '43.2.e.a', 'source_level': 43, 'target_char_orbit': 21, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '387.2.u.c', 'target_level': 387, 'twist_class_label': '43.2.e.a', 'twist_class_level': 43, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 34778
{'conductor': 129, 'degree': 6, 'multiplicity': 1, 'order': 14, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '43.2.e.a', 'source_level': 43, 'target_char_orbit': 21, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '387.2.u.c', 'target_level': 387, 'twist_class_label': '43.2.e.a', 'twist_class_level': 43, 'twisting_char_label': '129.l', 'twisting_char_orbit': 12, 'weight': 2}
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id: 34779
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '43.2.e.a', 'source_level': 43, 'target_char_orbit': 21, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '688.2.u.b', 'target_level': 688, 'twist_class_label': '43.2.e.a', 'twist_class_level': 43, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 34780
{'conductor': 172, 'degree': 6, 'multiplicity': 1, 'order': 14, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '43.2.e.a', 'source_level': 43, 'target_char_orbit': 21, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '688.2.u.b', 'target_level': 688, 'twist_class_label': '43.2.e.a', 'twist_class_level': 43, 'twisting_char_label': '172.k', 'twisting_char_orbit': 11, 'weight': 2}
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id: 34781
{'conductor': 43, 'degree': 6, 'multiplicity': 1, 'order': 14, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '43.2.e.a', 'source_level': 43, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1849.2.a.j', 'target_level': 1849, 'twist_class_label': '43.2.e.a', 'twist_class_level': 43, 'twisting_char_label': '43.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 34782
{'conductor': 43, 'degree': 6, 'multiplicity': 1, 'order': 7, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '43.2.e.a', 'source_level': 43, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1849.2.a.k', 'target_level': 1849, 'twist_class_label': '43.2.e.a', 'twist_class_level': 43, 'twisting_char_label': '43.e', 'twisting_char_orbit': 5, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 147400
{'charpoly_factorization': [[[1, 3, 9, 13, 11, 5, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 2}
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id: 147401
{'charpoly_factorization': [[[1, -4, 9, -8, 4, -2, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 3}
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id: 147402
{'charpoly_factorization': [[[1, 5, 11, 13, 9, 3, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 5}
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id: 147403
{'charpoly_factorization': [[[7, -7, 0, 1], 2]], 'hecke_orbit_code': 274911461419, 'p': 7}
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id: 147404
{'charpoly_factorization': [[[169, 208, 186, 62, 37, 10, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 11}
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id: 147405
{'charpoly_factorization': [[[1681, 1271, 121, -69, 53, -5, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 13}
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id: 147406
{'charpoly_factorization': [[[64, 128, 144, 64, 16, 4, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 17}
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id: 147407
{'charpoly_factorization': [[[5041, -2272, 289, -36, 32, -2, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 19}
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id: 147408
{'charpoly_factorization': [[[6889, 83, 127, -113, 15, -1, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 23}
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id: 147409
{'charpoly_factorization': [[[46656, -7776, 1296, -216, 36, -6, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 29}
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id: 147410
{'charpoly_factorization': [[[299209, -15863, 5398, 545, 8, 6, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 31}
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id: 147411
{'charpoly_factorization': [[[-91, -14, 7, 1], 2]], 'hecke_orbit_code': 274911461419, 'p': 37}
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id: 147412
{'charpoly_factorization': [[[107584, 38048, 5392, 440, 60, -2, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 41}
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id: 147413
{'charpoly_factorization': [[[79507, 24037, 6063, 895, 141, 13, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 43}
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id: 147414
{'charpoly_factorization': [[[94249, 14429, 3189, -1427, 205, -17, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 47}
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id: 147415
{'charpoly_factorization': [[[5041, 284, -26, -370, 109, 2, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 53}
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id: 147416
{'charpoly_factorization': [[[1, 4, 44, 50, 39, -12, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 59}
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id: 147417
{'charpoly_factorization': [[[64, -192, 240, -160, 88, -12, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 61}
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id: 147418
{'charpoly_factorization': [[[10816, 9984, 5184, 1240, 184, 18, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 67}
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id: 147419
{'charpoly_factorization': [[[10816, -416, 3600, 680, 172, -26, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 71}
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id: 147420
{'charpoly_factorization': [[[5041, -213, 2025, -811, 67, 9, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 73}
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id: 147421
{'charpoly_factorization': [[[1, 17, 10, 1], 2]], 'hecke_orbit_code': 274911461419, 'p': 79}
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id: 147422
{'charpoly_factorization': [[[6889, -9960, 9108, -874, 155, -20, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 83}
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id: 147423
{'charpoly_factorization': [[[49729, 34788, 17112, -2773, 170, -11, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 89}
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id: 147424
{'charpoly_factorization': [[[247009, -142639, 44884, -6629, 546, -28, 1], 1]], 'hecke_orbit_code': 274911461419, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '43.2.e.a', 'level': 43, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 28804000
{'hecke_orbit_code': 274911461419, 'n': 1, 'trace_an': 6}
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id: 28804001
{'hecke_orbit_code': 274911461419, 'n': 2, 'trace_an': -5}
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id: 28804002
{'hecke_orbit_code': 274911461419, 'n': 3, 'trace_an': 2}
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id: 28804003
{'hecke_orbit_code': 274911461419, 'n': 4, 'trace_an': 5}
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id: 28804004
{'hecke_orbit_code': 274911461419, 'n': 5, 'trace_an': -3}
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id: 28804005
{'hecke_orbit_code': 274911461419, 'n': 6, 'trace_an': -4}
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id: 28804006
{'hecke_orbit_code': 274911461419, 'n': 7, 'trace_an': 0}
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id: 28804007
{'hecke_orbit_code': 274911461419, 'n': 8, 'trace_an': -7}
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id: 28804008
{'hecke_orbit_code': 274911461419, 'n': 9, 'trace_an': -1}
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id: 28804009
{'hecke_orbit_code': 274911461419, 'n': 10, 'trace_an': -1}
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id: 28804010
{'hecke_orbit_code': 274911461419, 'n': 11, 'trace_an': -10}
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id: 28804011
{'hecke_orbit_code': 274911461419, 'n': 12, 'trace_an': 4}
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id: 28804012
{'hecke_orbit_code': 274911461419, 'n': 13, 'trace_an': 5}
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id: 28804013
{'hecke_orbit_code': 274911461419, 'n': 14, 'trace_an': -7}
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id: 28804014
{'hecke_orbit_code': 274911461419, 'n': 15, 'trace_an': -1}
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id: 28804015
{'hecke_orbit_code': 274911461419, 'n': 16, 'trace_an': 11}
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id: 28804016
{'hecke_orbit_code': 274911461419, 'n': 17, 'trace_an': -4}
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id: 28804017
{'hecke_orbit_code': 274911461419, 'n': 18, 'trace_an': 9}
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id: 28804018
{'hecke_orbit_code': 274911461419, 'n': 19, 'trace_an': 2}
-
id: 28804019
{'hecke_orbit_code': 274911461419, 'n': 20, 'trace_an': 1}
-
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