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{'Nk2': 30420, 'analytic_conductor': 60.726230737183734, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -1], [13, 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': [7605, 1, [6761, 1522, 6931], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 3352656, 'field_disc_factorization': [[2, 4], [3, 1], [69847, 1]], 'field_poly': [-6, 6, 10, -6, -2, 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, 6, 10, -6, -2, 1]], [7, [-49, 47, 22, -22, -1, 1]], [11, [-24, 48, 64, 0, -8, 1]]], 'hecke_orbit': 67, 'hecke_orbit_code': 297237575440014773, 'hecke_ring_generator_nbound': 2, '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': '7605.2.a.co', 'level': 7605, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'minimal_twist': '585.2.j.h', 'nf_label': '5.5.3352656.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(1+\\beta _{2})q^{4}+q^{5}+\\beta _{4}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7605.2.a', 'trace_display': [2, 0, 5, 1], 'trace_hash': 1114070034692051677, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.610', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [0, 0, 0, 0, 0], [1, 0, 1, 0, 0], [1, 0, 0, 0, 0], [0, 0, 0, 0, 0], [0, 0, 0, 0, 1], [1, 0, 1, 1, 0], [0, 0, 0, 0, 0], [0, 1, 0, 0, 0], [1, 1, 0, 0, 1], [0, 0, 0, 0, 0], [0, 0, 0, 0, 0], [-1, 0, 0, 1, 1], [0, 0, 0, 0, 0], [0, 1, 1, 1, 1], [0, -1, 2, 0, 0], [0, 0, 0, 0, 0], [-1, 0, 1, 0, 0], [1, 0, 1, 0, 0], [0, 0, 0, 0, 0], [2, 1, 1, 1, 1], [-1, 0, -1, -1, 0], [0, 0, 0, 0, 0], [1, 0, 0, 0, 0], [0, 0, 0, 0, 0], [0, 0, 0, 0, 0], [0, -2, 2, 1, 0], [3, 0, 0, -1, 1], [0, 0, 0, 0, 0], [2, -1, 0, -1, 1], [2, 0, 2, 0, 2], [0, 0, 0, 0, 0], [-1, 2, 1, 2, 0], [0, 0, 0, 0, 1], [0, 0, 0, 0, 0], [0, -1, -1, -1, -1], [1, 0, 1, 1, 0], [0, 0, 0, 0, 0], [1, 0, 1, 1, 0], [1, 0, 2, -1, -1], [0, 0, 0, 0, 0], [2, 3, -1, 0, 0], [2, 0, 4, 2, 0], [0, 0, 0, 0, 0], [-2, -1, -3, -1, -1], [3, -1, -1, -1, -2], [0, 0, 0, 0, 0], [1, 4, -3, -2, 0], [0, 1, 0, 0, 0], [0, 0, 0, 0, 0], [0, 0, 0, 0, 0], [-4, 0, -2, 0, 2], [0, 0, 0, 0, 0], [1, 1, 0, 0, 1], [-1, 1, 2, 0, -1], [0, 0, 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8], [-38, 11, -6, -2, -12], [-26, 6, -8, 3, 17], [-43, -3, 3, -9, 8], [1, 10, -8, 5, 11], [-3, 9, 5, 3, -11], [30, 13, -7, 4, -12], [17, -4, -8, -9, 11], [10, -28, 4, 11, -9], [21, 9, -10, -4, -11], [28, -10, -8, 8, -3], [16, 7, -4, -24, 4], [-27, 9, 7, 7, -4], [-16, 0, -6, -12, 18], [-22, -6, 12, 9, -3], [-25, -36, 0, 9, -7], [14, 0, 22, -8, 4], [60, -1, -1, 5, -4], [-4, 21, -2, -10, 6], [-42, 15, 20, 10, 2], [-30, 9, 8, -1, -2], [8, -1, 21, -1, 4], [16, 9, 16, -4, -10], [-8, 38, -8, 2, 8], [-30, 5, -7, -7, -10], [2, -15, 10, 4, -8], [-20, 15, -16, 6, 10], [35, -33, -2, -6, -13], [5, -7, 21, -1, 1], [33, 5, 8, 6, 9]], 'char_orbit_index': 1, 'field_poly': [-6, 6, 10, -6, -2, 1], 'hecke_orbit_code': 297237575440014773, '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], [3, 0, 1, 0, 0], [1, 4, 1, 1, 0], [14, 1, 7, 1, 1]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [-3, 0, 1, 0, 0], [2, -4, -1, 1, 0], [5, 3, -6, -1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '7605.2.a.co', 'level': 7605, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [13, -1]], 42, 11], [[[3, -1], [5, -1], [13, 1]], 35, 17], [[[3, 1], [5, 1], [13, 1]], 26, 6], [[[3, 1], [5, 1], [13, -1]], 26, 5], [[[3, 1], [5, -1], [13, -1]], 26, 5], [[[3, -1], [5, 1], [13, 1]], 42, 14], [[[3, 1], [5, -1], [13, 1]], 26, 6], [[[3, -1], [5, 1], [13, -1]], 36, 13]], 'ALdims': [26, 26, 26, 26, 42, 36, 35, 42], 'Nk2': 30420, 'analytic_conductor': 60.726230737183734, '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': [7605, 1, [6761, 1522, 6931], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1037, 'dim': 259, 'eis_dim': 111, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 11], 'hecke_orbit_code': 33562037, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 9, 9, 9, 9, 10, 10, 12, 12, 12, 12], 'label': '7605.2.a', 'level': 7605, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'mf_dim': 1148, 'mf_new_dim': 259, 'num_forms': 77, 'plus_dim': 123, 'prim_orbit_index': 1, 'relative_dim': 259, 'sturm_bound': 2184, 'trace_bound': 11, 'trace_display': [1, 0, -1, 4], 'traces': [259, 1, 0, 261, -1, 0, 4, 9, 0, -3, 0, 0, 0, -20, 0, 261, -6, 0, 4, -7, 0, 16, 0, 0, 259, 0, 0, 12, 10, 0, -12, -11, 0, 2, 4, 0, 10, 0, 0, -3, -18, 0, 12, -28, 0, 32, 4, 0, 275, 1, 0, 0, 10, 0, 4, -40, 0, 6, -4, 0, -22, 0, 0, 241, 0, 0, 24, -6, 0, -8, 16, 0, 14, 22, 0, 48, 20, 0, 12, -15, 0, -42, -32, 0, -10, 76, 0, 52, 2, 0, 0, 20, 0, -60, 12, 0, 18, -31, 0, 261, -2, 0, 16, 0, 0, 58, -24, 0, -10, -28, 0, 12, 14, 0, -8, 34, 0, 16, -32, 0, 283, 58, 0, -104, -1, 0, -140, 105, 0, 0, -44, 0, -156, -44, 0, 74, -26, 0, -140, 44, 0, 0, 0, 0, 22, 78, 0, 118, 66, 0, 24, -100, 0, -60, 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380, 0, -64, 338, 0, -322, 356, 0, -1118, 0, 0, -256, 244, 0, -40, 212, 0, 388, -208, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 1356784
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7605.2.a.co', 'source_level': 7605, 'target_char_orbit': 10, 'target_dim': 10, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '585.2.j.h', 'target_level': 585, 'twist_class_label': '585.2.j.h', 'twist_class_level': 585, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1356785
{'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7605.2.a.co', 'source_level': 7605, 'target_char_orbit': 10, 'target_dim': 10, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '585.2.j.i', 'target_level': 585, 'twist_class_label': '585.2.j.h', 'twist_class_level': 585, 'twisting_char_label': '39.i', 'twisting_char_orbit': 9, 'weight': 2}
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id: 1356786
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7605.2.a.co', 'source_level': 7605, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 64, 'target_is_minimal': False, 'target_label': '7605.2.a.cl', 'target_level': 7605, 'twist_class_label': '585.2.j.h', 'twist_class_level': 585, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1356787
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7605.2.a.co', 'source_level': 7605, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 65, 'target_is_minimal': False, 'target_label': '7605.2.a.cm', 'target_level': 7605, 'twist_class_label': '585.2.j.h', 'twist_class_level': 585, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1356788
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7605.2.a.co', 'source_level': 7605, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 66, 'target_is_minimal': False, 'target_label': '7605.2.a.cn', 'target_level': 7605, 'twist_class_label': '585.2.j.h', 'twist_class_level': 585, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1356789
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7605.2.a.co', 'source_level': 7605, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 67, 'target_is_minimal': False, 'target_label': '7605.2.a.co', 'target_level': 7605, 'twist_class_label': '585.2.j.h', 'twist_class_level': 585, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4523800
{'charpoly_factorization': [[[-6, 6, 10, -6, -2, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 2}
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id: 4523801
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 297237575440014773, 'p': 3}
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id: 4523802
{'charpoly_factorization': [[[-1, 1], 5]], 'hecke_orbit_code': 297237575440014773, 'p': 5}
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id: 4523803
{'charpoly_factorization': [[[-49, 47, 22, -22, -1, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 7}
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id: 4523804
{'charpoly_factorization': [[[-24, 48, 64, 0, -8, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 11}
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id: 4523805
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 297237575440014773, 'p': 13}
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id: 4523806
{'charpoly_factorization': [[[642, 570, -14, -50, 0, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 17}
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id: 4523807
{'charpoly_factorization': [[[12, -4, -36, -8, 4, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 19}
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id: 4523808
{'charpoly_factorization': [[[-72, 120, -36, -20, 6, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 23}
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id: 4523809
{'charpoly_factorization': [[[258, -384, 92, 58, -16, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 29}
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id: 4523810
{'charpoly_factorization': [[[603, 693, 178, -30, -9, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 31}
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id: 4523811
{'charpoly_factorization': [[[-144, 240, 56, -64, 4, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 37}
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id: 4523812
{'charpoly_factorization': [[[-11898, 2136, 564, -98, -6, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 41}
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id: 4523813
{'charpoly_factorization': [[[2059, -2227, 458, 30, -15, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 43}
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id: 4523814
{'charpoly_factorization': [[[-7434, 618, 752, -90, -10, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 47}
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id: 4523815
{'charpoly_factorization': [[[-15552, -10368, -1872, 0, 20, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 53}
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id: 4523816
{'charpoly_factorization': [[[-2754, 324, 396, -42, -12, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 59}
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id: 4523817
{'charpoly_factorization': [[[-3023, -347, 406, -14, -11, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 61}
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id: 4523818
{'charpoly_factorization': [[[-17, 79, 4, -44, -5, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 67}
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id: 4523819
{'charpoly_factorization': [[[162, -516, 354, -22, -10, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 71}
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id: 4523820
{'charpoly_factorization': [[[9693, 12105, 144, -236, -1, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 73}
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id: 4523821
{'charpoly_factorization': [[[2349, -1899, -1086, -26, 17, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 79}
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id: 4523822
{'charpoly_factorization': [[[-6264, -1368, 2060, -116, -16, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 83}
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id: 4523823
{'charpoly_factorization': [[[-54, 72, 78, -102, -4, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 89}
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id: 4523824
{'charpoly_factorization': [[[-7679, -8151, -2106, -130, 11, 1], 1]], 'hecke_orbit_code': 297237575440014773, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 67, 'label': '7605.2.a.co', 'level': 7605, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 280123000
{'hecke_orbit_code': 297237575440014773, 'n': 1, 'trace_an': 5}
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id: 280123001
{'hecke_orbit_code': 297237575440014773, 'n': 2, 'trace_an': 2}
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id: 280123002
{'hecke_orbit_code': 297237575440014773, 'n': 3, 'trace_an': 0}
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id: 280123003
{'hecke_orbit_code': 297237575440014773, 'n': 4, 'trace_an': 6}
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id: 280123004
{'hecke_orbit_code': 297237575440014773, 'n': 5, 'trace_an': 5}
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id: 280123005
{'hecke_orbit_code': 297237575440014773, 'n': 6, 'trace_an': 0}
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id: 280123006
{'hecke_orbit_code': 297237575440014773, 'n': 7, 'trace_an': 1}
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id: 280123007
{'hecke_orbit_code': 297237575440014773, 'n': 8, 'trace_an': 6}
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id: 280123008
{'hecke_orbit_code': 297237575440014773, 'n': 9, 'trace_an': 0}
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id: 280123009
{'hecke_orbit_code': 297237575440014773, 'n': 10, 'trace_an': 2}
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id: 280123010
{'hecke_orbit_code': 297237575440014773, 'n': 11, 'trace_an': 8}
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id: 280123011
{'hecke_orbit_code': 297237575440014773, 'n': 12, 'trace_an': 0}
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id: 280123012
{'hecke_orbit_code': 297237575440014773, 'n': 13, 'trace_an': 0}
-
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