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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': 66, 'hecke_orbit_code': 292733975812644277, '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.cn', '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': 410526729995169566, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.057', '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, 0, 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-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': 292733975812644277, '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.cn', '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: 1356778
{'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 66, 'source_is_minimal': False, 'source_label': '7605.2.a.cn', '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': '39.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1356779
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 66, 'source_is_minimal': False, 'source_label': '7605.2.a.cn', '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': '13.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1356780
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 66, 'source_is_minimal': False, 'source_label': '7605.2.a.cn', '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': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1356781
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 66, 'source_is_minimal': False, 'source_label': '7605.2.a.cn', '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': '13.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1356782
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 66, 'source_is_minimal': False, 'source_label': '7605.2.a.cn', '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': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1356783
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 66, 'source_is_minimal': False, 'source_label': '7605.2.a.cn', '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': '39.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4523775
{'charpoly_factorization': [[[-6, 6, 10, -6, -2, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 2}
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id: 4523776
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 292733975812644277, 'p': 3}
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id: 4523777
{'charpoly_factorization': [[[-1, 1], 5]], 'hecke_orbit_code': 292733975812644277, 'p': 5}
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id: 4523778
{'charpoly_factorization': [[[49, 47, -22, -22, 1, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 7}
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id: 4523779
{'charpoly_factorization': [[[-24, 48, 64, 0, -8, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 11}
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id: 4523780
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 292733975812644277, 'p': 13}
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id: 4523781
{'charpoly_factorization': [[[-642, 570, 14, -50, 0, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 17}
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id: 4523782
{'charpoly_factorization': [[[-12, -4, 36, -8, -4, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 19}
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id: 4523783
{'charpoly_factorization': [[[72, 120, 36, -20, -6, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 23}
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id: 4523784
{'charpoly_factorization': [[[-258, -384, -92, 58, 16, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 29}
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id: 4523785
{'charpoly_factorization': [[[-603, 693, -178, -30, 9, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 31}
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id: 4523786
{'charpoly_factorization': [[[144, 240, -56, -64, -4, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 37}
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id: 4523787
{'charpoly_factorization': [[[-11898, 2136, 564, -98, -6, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 41}
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id: 4523788
{'charpoly_factorization': [[[2059, -2227, 458, 30, -15, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 43}
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id: 4523789
{'charpoly_factorization': [[[-7434, 618, 752, -90, -10, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 47}
-
id: 4523790
{'charpoly_factorization': [[[15552, -10368, 1872, 0, -20, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 53}
-
id: 4523791
{'charpoly_factorization': [[[-2754, 324, 396, -42, -12, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 59}
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id: 4523792
{'charpoly_factorization': [[[-3023, -347, 406, -14, -11, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 61}
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id: 4523793
{'charpoly_factorization': [[[17, 79, -4, -44, 5, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 67}
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id: 4523794
{'charpoly_factorization': [[[162, -516, 354, -22, -10, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 71}
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id: 4523795
{'charpoly_factorization': [[[-9693, 12105, -144, -236, 1, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 73}
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id: 4523796
{'charpoly_factorization': [[[2349, -1899, -1086, -26, 17, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 79}
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id: 4523797
{'charpoly_factorization': [[[-6264, -1368, 2060, -116, -16, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 83}
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id: 4523798
{'charpoly_factorization': [[[-54, 72, 78, -102, -4, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 89}
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id: 4523799
{'charpoly_factorization': [[[7679, -8151, 2106, -130, -11, 1], 1]], 'hecke_orbit_code': 292733975812644277, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 66, 'label': '7605.2.a.cn', 'level': 7605, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 280032000
{'hecke_orbit_code': 292733975812644277, 'n': 1, 'trace_an': 5}
-
id: 280032001
{'hecke_orbit_code': 292733975812644277, 'n': 2, 'trace_an': 2}
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id: 280032002
{'hecke_orbit_code': 292733975812644277, 'n': 3, 'trace_an': 0}
-
id: 280032003
{'hecke_orbit_code': 292733975812644277, 'n': 4, 'trace_an': 6}
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id: 280032004
{'hecke_orbit_code': 292733975812644277, 'n': 5, 'trace_an': 5}
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id: 280032005
{'hecke_orbit_code': 292733975812644277, 'n': 6, 'trace_an': 0}
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id: 280032006
{'hecke_orbit_code': 292733975812644277, 'n': 7, 'trace_an': -1}
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id: 280032007
{'hecke_orbit_code': 292733975812644277, 'n': 8, 'trace_an': 6}
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id: 280032008
{'hecke_orbit_code': 292733975812644277, 'n': 9, 'trace_an': 0}
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id: 280032009
{'hecke_orbit_code': 292733975812644277, 'n': 10, 'trace_an': 2}
-
id: 280032010
{'hecke_orbit_code': 292733975812644277, 'n': 11, 'trace_an': 8}
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id: 280032011
{'hecke_orbit_code': 292733975812644277, 'n': 12, 'trace_an': 0}
-
id: 280032012
{'hecke_orbit_code': 292733975812644277, 'n': 13, 'trace_an': 0}
-
id: 280032013
{'hecke_orbit_code': 292733975812644277, 'n': 14, 'trace_an': 4}
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id: 280032014
{'hecke_orbit_code': 292733975812644277, 'n': 15, 'trace_an': 0}
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id: 280032015
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