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mf_newforms • Show schema
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{'Nk2': 920, 'analytic_conductor': 1.836559246489449, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -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': [230, 1, [47, 51], [1, 1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 2, 'field_disc': 5, 'field_disc_factorization': [[5, 1]], 'field_poly': [-1, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 10, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-1, -1, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288295654, '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': '230.2.a.c', 'level': 230, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 23], 'level_radical': 230, 'minimal_twist': '230.2.a.c', 'nf_label': '2.2.5.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+\\beta q^{3}+q^{4}+q^{5}+\\beta q^{6}+(1+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '230.2.a', 'trace_display': [2, 1, 2, 1], 'trace_hash': 1649053092190098265, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.028', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.873', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.234', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.201', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.904', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.965', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, 'traces': [2, 2, 1, 2, 2, 1, 1, 2, -3, 2, 1, 1, -3, 1, 1, 2, 1, -3, -3, 2, -2, 1, 2, 1, 2, -3, -2, 1, -14, 1, 7, 2, -7, 1, 1, -3, 4, -3, -14, 2, -9, -2, 0, 1, -3, 2, 6, 1, -11, 2, 13, -3, -8, -2, 1, 1, 6, -14, -10, 1, -3, 7, -4, 2, -3, -7, 20, 1, 1, 1, 3, -3, 2, 4, 1, -3, 8, -14, 12, 2, -2, -9, 4, -2, 1, 0, -12, 1, -12, -3, 11, 2, 16, 6, -3, 1, 27, -11, -9, 2, -14, 13, 13, -3, -2, -8, 14, -2, -3, 1, 12, 1, 20, 6, 2, -14, -8, -10, -12, 1, 1, -3, 13, 7, 2, -4, 10, 2, 0, -3, -12, -7, -9, 20, -2, 1, -5, 1, 30, 1, -12, 3, 36, -3, -14, 2, -8, 4, -9, 1, 15, -3, 11, 8, 7, -14, 6, 12, 6, 2, 1, -2, 5, -9, -7, 4, -16, -2, 41, 1, 12, 0, -23, -12, 1, 1, 10, -12, -18, -3, -31, 11, -19, 2, 4, 16, -37, 6, 9, -3, -14, 1, 6, 27, -14, -11, -25, -9, 4, 2, 20, -14, -2, 13, -9, 13, -3, -3, -24, -2, 28, -8, -11, 14, 0, -2, -9, -3, 6, 1, -64, 12, -24, 1, -3, 20, -42, 6, 20, 2, -1, -14, 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-14, -3, -27, 0, 24, -11, -18, -10, 5, 13, -25, -32, -6, -33, 0, -9, 17, 7, 22, 14, 4, -18, 16, -20, -44, 2], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1, 0], [1, 0], [0, 1], [1, 0], [1, 0], [0, 1], [1, -1], [1, 0], [-2, 1], [1, 0], [2, -3], [0, 1], [1, -5], [1, -1], [0, 1], [1, 0], [-2, 5], [-2, 1], [-3, 3], [1, 0], [-1, 0], [2, -3], [1, 0], [0, 1], [1, 0], [1, -5], [1, -4], [1, -1], [-6, -2], [0, 1], [1, 5], [1, 0], [-3, -1], [-2, 5], [1, -1], [-2, 1], [0, 4], [-3, 3], [-5, -4], [1, 0], [-8, 7], [-1, 0], [0, 0], [2, -3], [-2, 1], [1, 0], [6, -6], [0, 1], [-5, -1], [1, 0], [5, 3], [1, -5], [-6, 4], [1, -4], [2, -3], [1, -1], [3, 0], [-6, -2], [-8, 6], [0, 1], [2, -7], [1, 5], [-3, 2], [1, 0], [1, -5], [-3, -1], [8, 4], [-2, 5], [0, 1], [1, -1], [4, -5], [-2, 1], [0, 2], [0, 4], [0, 1], [-3, 3], [5, -2], [-5, -4], [8, -4], [1, 0], [2, -6], [-8, 7], [6, -8], [-1, 0], [-2, 5], [0, 0], [-2, -8], [2, -3], [-4, -4], [-2, 1], [6, -1], [1, 0], [5, 6], [6, -6], [-3, 3], [0, 1], [14, -1], [-5, -1], [-7, 5], [1, 0]], 'ap': [[1, 0], [0, 1], [1, 0], [1, -1], [2, -3], [1, -5], [-2, 5], [-3, 3], [1, 0], [-6, -2], [1, 5], [0, 4], [-8, 7], [0, 0], [6, -6], [-6, 4], [-8, 6], [2, -7], [8, 4], [4, -5], [0, 2], [8, -4], [6, -8], [-4, -4], [14, -1], [-10, 6], [2, 9], [2, 10], [3, -9], [14, -8], [0, 10], [-10, 8], [1, -7], [16, -2], [-3, -3], [12, -9], [6, -6], [3, -1], [-8, 0], [-16, 9], [-14, 10], [-17, 3], [-4, -6], [4, -2], [-8, -9], [2, 0], [14, 0], [-8, -8], [-22, 2], [10, 0], [16, -6], [12, -20], [0, 0], [11, -3], [-24, 10], [-10, 19], [2, -10], [-19, -7], [10, 12], [26, -2], [-14, -8], [6, -16], [12, -25], [4, 0], [-5, 11], [-3, -5], [16, 2], [25, -7], [-8, 1], [-2, 0], [24, 0], [-6, 20], [0, 4], [4, 10], [18, -25], [8, -16], [10, 7], [-4, 7], [8, -6], [7, -23], [8, 4], [-17, 19], [26, -14], [-19, 17], [-15, 1], [17, 5], [13, -9], [14, -32], [-36, -2], [2, 0], [12, -18], [-6, -16], [-36, 10], [-10, 10], [-20, 20], [25, 7], [14, 14], [-22, 4], [-26, 0], [-16, 24], [-19, 29], [16, -24], [12, -16], [-2, 0], [-18, 21], [-10, 4], [12, 1], [36, 2], [-20, 1], [-9, -15], [20, 4], [-26, 28], [26, 5], [15, -11], [0, 26], [-32, 20], [-18, 6], [22, -36], [13, -13], [12, -36], [30, -7], [2, -8], [-38, -8], [-17, -9], [-26, -2], [-23, 41], [-18, -5], [11, 15], [46, -11], [-10, -12], [12, -16], [-23, 35], [8, -34], [8, -16], [-13, 37], [-26, 12], [16, 8], [-32, 18], [4, 6], [-16, -19], [38, -10], [-46, 8], [6, 12], [12, 6], [6, 8], [-22, 34], [7, -11], [-26, 12], [18, -26], [36, -2], [-12, 19], [28, -12], [1, 9], [-44, 24], [-22, 18], [-6, 26], [40, 0], [-10, 4], [-19, -11], [-50, 17], [-11, -27], [-14, 11], [32, -30], [10, 15], [-9, -9], [10, -15], [0, 17], [-14, 44]], 'char_orbit_index': 1, 'field_poly': [-1, -1, 1], 'hecke_orbit_code': 9007199288295654, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '230.2.a.c', 'level': 230, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1], [23, -1]], 2, 1], [[[2, 1], [5, 1], [23, -1]], 2, 1], [[[2, 1], [5, -1], [23, 1]], 2, 1], [[[2, -1], [5, 1], [23, 1]], 3, 1]], 'Nk2': 920, 'analytic_conductor': 1.836559246489449, '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': [230, 1, [47, 51], [1, 1]], 'conrey_indexes': [1], 'cusp_dim': 33, 'dim': 9, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554662, 'hecke_orbit_dims': [2, 2, 2, 3], 'label': '230.2.a', 'level': 230, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 23], 'level_radical': 230, 'mf_dim': 40, 'mf_new_dim': 9, 'num_forms': 4, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 72, 'trace_bound': 3, 'trace_display': [1, 4, -1, 8], 'traces': [9, 1, 4, 9, -1, 0, 8, 1, 17, -1, 0, 4, 6, 0, 4, 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mf_twists_nf • Show schema
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id: 185596
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '230.2.a.c', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '230.2.a.c', 'target_level': 230, 'twist_class_label': '230.2.a.c', 'twist_class_level': 230, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 185597
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '230.2.a.c', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1150.2.a.j', 'target_level': 1150, 'twist_class_label': '230.2.a.c', 'twist_class_level': 230, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 185598
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '230.2.a.c', 'source_level': 230, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '1150.2.b.i', 'target_level': 1150, 'twist_class_label': '230.2.a.c', 'twist_class_level': 230, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 185599
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '230.2.a.c', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1840.2.a.l', 'target_level': 1840, 'twist_class_label': '230.2.a.c', 'twist_class_level': 230, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 185600
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '230.2.a.c', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '2070.2.a.u', 'target_level': 2070, 'twist_class_label': '230.2.a.c', 'twist_class_level': 230, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 185601
{'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '230.2.a.c', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '5290.2.a.o', 'target_level': 5290, 'twist_class_label': '230.2.a.c', 'twist_class_level': 230, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 185602
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '230.2.a.c', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 34, 'target_is_minimal': False, 'target_label': '7360.2.a.bh', 'target_level': 7360, 'twist_class_label': '230.2.a.c', 'twist_class_level': 230, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 185603
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '230.2.a.c', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 40, 'target_is_minimal': False, 'target_label': '7360.2.a.bn', 'target_level': 7360, 'twist_class_label': '230.2.a.c', 'twist_class_level': 230, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 185604
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '230.2.a.c', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 47, 'target_is_minimal': False, 'target_label': '9200.2.a.bu', 'target_level': 9200, 'twist_class_label': '230.2.a.c', 'twist_class_level': 230, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
-
id: 548550
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 9007199288295654, 'p': 2}
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id: 548551
{'charpoly_factorization': [[[-1, -1, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 3}
-
id: 548552
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 9007199288295654, 'p': 5}
-
id: 548553
{'charpoly_factorization': [[[-1, -1, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 7}
-
id: 548554
{'charpoly_factorization': [[[-11, -1, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 11}
-
id: 548555
{'charpoly_factorization': [[[-29, 3, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 13}
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id: 548556
{'charpoly_factorization': [[[-31, -1, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 17}
-
id: 548557
{'charpoly_factorization': [[[-9, 3, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 19}
-
id: 548558
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 9007199288295654, 'p': 23}
-
id: 548559
{'charpoly_factorization': [[[44, 14, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 29}
-
id: 548560
{'charpoly_factorization': [[[-19, -7, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 31}
-
id: 548561
{'charpoly_factorization': [[[-16, -4, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 37}
-
id: 548562
{'charpoly_factorization': [[[-41, 9, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 41}
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id: 548563
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199288295654, 'p': 43}
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id: 548564
{'charpoly_factorization': [[[-36, -6, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 47}
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id: 548565
{'charpoly_factorization': [[[-4, 8, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 53}
-
id: 548566
{'charpoly_factorization': [[[-20, 10, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 59}
-
id: 548567
{'charpoly_factorization': [[[-59, 3, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 61}
-
id: 548568
{'charpoly_factorization': [[[80, -20, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 67}
-
id: 548569
{'charpoly_factorization': [[[-29, -3, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 71}
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id: 548570
{'charpoly_factorization': [[[-4, -2, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 73}
-
id: 548571
{'charpoly_factorization': [[[16, -12, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 79}
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id: 548572
{'charpoly_factorization': [[[-76, -4, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 83}
-
id: 548573
{'charpoly_factorization': [[[16, 12, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 89}
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id: 548574
{'charpoly_factorization': [[[181, -27, 1], 1]], 'hecke_orbit_code': 9007199288295654, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '230.2.a.c', 'level': 230, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 100910000
{'hecke_orbit_code': 9007199288295654, 'n': 1, 'trace_an': 2}
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id: 100910001
{'hecke_orbit_code': 9007199288295654, 'n': 2, 'trace_an': 2}
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id: 100910002
{'hecke_orbit_code': 9007199288295654, 'n': 3, 'trace_an': 1}
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id: 100910003
{'hecke_orbit_code': 9007199288295654, 'n': 4, 'trace_an': 2}
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id: 100910004
{'hecke_orbit_code': 9007199288295654, 'n': 5, 'trace_an': 2}
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id: 100910005
{'hecke_orbit_code': 9007199288295654, 'n': 6, 'trace_an': 1}
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id: 100910006
{'hecke_orbit_code': 9007199288295654, 'n': 7, 'trace_an': 1}
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id: 100910007
{'hecke_orbit_code': 9007199288295654, 'n': 8, 'trace_an': 2}
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id: 100910008
{'hecke_orbit_code': 9007199288295654, 'n': 9, 'trace_an': -3}
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id: 100910009
{'hecke_orbit_code': 9007199288295654, 'n': 10, 'trace_an': 2}
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