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{'Nk2': 24336, 'analytic_conductor': 89.74190511873148, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [1521, 1, [677, 847], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [-3, 1]], [5, [9, 1]], [7, [15, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086074353, 'hecke_ring_generator_nbound': 1, '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': '1521.4.a.i', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'minimal_twist': '13.4.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3q^{2}+q^{4}-9q^{5}-15q^{7}-21q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1521.4.a', 'trace_display': [3, 0, -9, -15], 'trace_hash': 1044972330168040362, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.048', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.105', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.296', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [13, -1]], 57, 12], [[[3, -1], [13, 1]], 54, 18], [[[3, 1], [13, -1]], 36, 4], [[[3, 1], [13, 1]], 41, 6]], 'ALdims': [41, 36, 54, 57], 'Nk2': 24336, 'analytic_conductor': 89.74190511873148, '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': [1521, 1, [677, 847], [1, 1]], 'conrey_index': 1, 'cusp_dim': 518, 'dim': 188, 'eis_dim': 56, 'eis_new_dim': 11, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 67110385, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 4, 4, 8, 8, 9, 9, 9, 9, 9, 9, 10, 12, 18, 18], 'label': '1521.4.a', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 574, 'mf_new_dim': 199, 'num_forms': 40, 'plus_dim': 98, 'prim_orbit_index': 1, 'relative_dim': 188, 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0, -365320, -1941322, 0, 2505772, -430920, 0, -2029168, 458298, 0, -666912, 0, 0, -209160, -2052492, 0, 863712, 77010, 0, 56252, 1904206, 0, -732024, 204822, 0, -1337494, -523212, 0, 1069730, 1103730, 0, 1055382, 623820, 0, 1508086, 756684, 0, 0, 29244, 0, 1757864, 113656, 0, 362612, -946824, 0, 783558, 190604, 0, 541666, 0, 0, -245116, 1456322, 0, 1737880, -264528, 0, -235680, -356104, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 751654
{'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '13.4.b.a', 'target_level': 13, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '39.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 751655
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '117.4.b.a', 'target_level': 117, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 751656
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.4.a.b', 'target_level': 169, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 751657
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '169.4.a.c', 'target_level': 169, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 751658
{'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.4.c.b', 'target_level': 169, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '39.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 751659
{'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '169.4.c.c', 'target_level': 169, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '39.i', 'twisting_char_orbit': 9, 'weight': 4}
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id: 751660
{'conductor': 39, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '169.4.e.d', 'target_level': 169, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '39.k', 'twisting_char_orbit': 11, 'weight': 4}
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id: 751661
{'conductor': 156, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '208.4.f.b', 'target_level': 208, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '156.l', 'twisting_char_orbit': 12, 'weight': 4}
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id: 751662
{'conductor': 195, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '325.4.c.b', 'target_level': 325, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '195.n', 'twisting_char_orbit': 14, 'weight': 4}
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id: 751663
{'conductor': 195, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '325.4.d.a', 'target_level': 325, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '195.j', 'twisting_char_orbit': 10, 'weight': 4}
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id: 751664
{'conductor': 195, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '325.4.d.b', 'target_level': 325, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '195.u', 'twisting_char_orbit': 21, 'weight': 4}
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id: 751665
{'conductor': 312, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '832.4.f.c', 'target_level': 832, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '312.w', 'twisting_char_orbit': 23, 'weight': 4}
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id: 751666
{'conductor': 312, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '832.4.f.e', 'target_level': 832, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '312.y', 'twisting_char_orbit': 25, 'weight': 4}
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id: 751667
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1521.4.a.d', 'target_level': 1521, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 751668
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '1521.4.a.i', 'source_level': 1521, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '1521.4.a.i', 'target_level': 1521, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1913325
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 2}
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id: 1913326
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 3}
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id: 1913327
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 5}
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id: 1913328
{'charpoly_factorization': [[[15, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 7}
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id: 1913329
{'charpoly_factorization': [[[48, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 11}
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id: 1913330
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 13}
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id: 1913331
{'charpoly_factorization': [[[45, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 17}
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id: 1913332
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 19}
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id: 1913333
{'charpoly_factorization': [[[-162, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 23}
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id: 1913334
{'charpoly_factorization': [[[-144, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 29}
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id: 1913335
{'charpoly_factorization': [[[264, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 31}
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id: 1913336
{'charpoly_factorization': [[[303, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 37}
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id: 1913337
{'charpoly_factorization': [[[192, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 41}
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id: 1913338
{'charpoly_factorization': [[[-97, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 43}
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id: 1913339
{'charpoly_factorization': [[[-111, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 47}
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id: 1913340
{'charpoly_factorization': [[[-414, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 53}
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id: 1913341
{'charpoly_factorization': [[[-522, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 59}
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id: 1913342
{'charpoly_factorization': [[[-376, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 61}
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id: 1913343
{'charpoly_factorization': [[[-36, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 67}
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id: 1913344
{'charpoly_factorization': [[[-357, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 71}
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id: 1913345
{'charpoly_factorization': [[[-1098, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 73}
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id: 1913346
{'charpoly_factorization': [[[830, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 79}
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id: 1913347
{'charpoly_factorization': [[[438, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 83}
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id: 1913348
{'charpoly_factorization': [[[438, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 89}
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id: 1913349
{'charpoly_factorization': [[[-852, 1], 1]], 'hecke_orbit_code': 36028797086074353, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '1521.4.a.i', 'level': 1521, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 200283000
{'hecke_orbit_code': 36028797086074353, 'n': 1, 'trace_an': 1}
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id: 200283001
{'hecke_orbit_code': 36028797086074353, 'n': 2, 'trace_an': 3}
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id: 200283002
{'hecke_orbit_code': 36028797086074353, 'n': 3, 'trace_an': 0}
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id: 200283003
{'hecke_orbit_code': 36028797086074353, 'n': 4, 'trace_an': 1}
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id: 200283004
{'hecke_orbit_code': 36028797086074353, 'n': 5, 'trace_an': -9}
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id: 200283005
{'hecke_orbit_code': 36028797086074353, 'n': 6, 'trace_an': 0}
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id: 200283006
{'hecke_orbit_code': 36028797086074353, 'n': 7, 'trace_an': -15}
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id: 200283007
{'hecke_orbit_code': 36028797086074353, 'n': 8, 'trace_an': -21}
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id: 200283008
{'hecke_orbit_code': 36028797086074353, 'n': 9, 'trace_an': 0}
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id: 200283009
{'hecke_orbit_code': 36028797086074353, 'n': 10, 'trace_an': -27}
-
id: 200283010
{'hecke_orbit_code': 36028797086074353, 'n': 11, 'trace_an': -48}
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id: 200283011
{'hecke_orbit_code': 36028797086074353, 'n': 12, 'trace_an': 0}
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id: 200283012
{'hecke_orbit_code': 36028797086074353, 'n': 13, 'trace_an': 0}
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id: 200283013
{'hecke_orbit_code': 36028797086074353, 'n': 14, 'trace_an': -45}
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id: 200283014
{'hecke_orbit_code': 36028797086074353, 'n': 15, 'trace_an': 0}
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