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mf_newforms • Show schema
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{'Nk2': 1859, 'analytic_conductor': 0.9277618584847515, 'analytic_rank': 0, 'analytic_rank_proved': True, 'artin_degree': 28, 'artin_field': [16, -4, 169, 0, 260, 0, 0, -208, -26, 0, 52, 0, 0, -4, 1], 'artin_field_label': '14.2.536561726709678316933.1', 'artin_image': '28.3', 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [1859, 2, [508, 1354], [1, 2]], 'cm_discs': [-11], 'conrey_index': 846, 'conrey_indexes': [846], 'dim': 3, 'field_disc': 49, 'field_disc_factorization': [[7, 2]], 'field_poly': [1, -2, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 14, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [0, 1]], [5, [1, -2, -1, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737083103043, 'hecke_ring_generator_nbound': 3, '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, 11, 2, -1, 2, -11]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '1859.1.c.b', 'level': 1859, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [11, 13], 'level_radical': 143, 'minimal_twist': '1859.1.c.a', 'nf_label': '3.3.49.1', 'prim_orbit_index': 2, 'projective_field': [344, -267, -3, 42, -7, 2, -3, 1], 'projective_field_label': '7.1.6424482779.1', 'projective_image': 'D7', 'projective_image_type': 'Dn', 'qexp_display': 'q+(-1+\\beta _{1}-\\beta _{2})q^{3}+q^{4}+\\beta _{1}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'self_twist_discs': [-11], 'self_twist_type': 1, 'space_label': '1859.1.c', 'trace_display': [0, -1, 1, 0], 'trace_hash': 1666084905358855679, 'trace_moments': 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mf_hecke_nf • Show schema
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0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '1859.1.c.b', 'level': 1859, 'maxp': 1999, 'weight': 1}
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mf_newspaces • Show schema
Hide schema
{'Nk2': 1859, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.9277618584847515, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [1859, 2, [508, 1354], [1, 2]], 'conrey_index': 846, 'cusp_dim': 10, 'dihedral_dim': 10, 'dim': 10, 'eis_dim': 14, 'eis_new_dim': 11, 'hecke_orbit_code': 137455732547, 'hecke_orbit_dims': [3, 3, 4], 'label': '1859.1.c', 'level': 1859, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [11, 13], 'level_radical': 143, 'mf_dim': 24, 'mf_new_dim': 21, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 10, 's4_dim': 0, 'sturm_bound': 182, 'trace_bound': 5, 'trace_display': [0, -4, 0, 0], 'traces': [10, 0, -4, 4, 0, 0, 0, 0, 6, 0, 0, 4, 0, -4, 0, 6, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, -6, 0, 0, 0, 2, 0, 0, 0, 0, 0, -2, 4, 0, 0, 0, -4, 0, -2, 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0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 1, 'weight_parity': -1}
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mf_twists_nf • Show schema
Hide schema
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id: 828056
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 3, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1859.1.c.a', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 1}
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id: 828057
{'conductor': 143, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 3, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1859.1.c.a', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '143.d', 'twisting_char_orbit': 4, 'weight': 1}
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id: 828058
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 3, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '1859.1.c.b', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 1}
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id: 828059
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -11, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 3, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '1859.1.c.b', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 1}
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id: 828060
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1859.1.d.a', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 1}
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id: 828061
{'conductor': 143, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1859.1.d.a', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '143.g', 'twisting_char_orbit': 7, 'weight': 1}
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id: 828062
{'conductor': 13, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 9, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1859.1.i.c', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 1}
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id: 828063
{'conductor': 143, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 9, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1859.1.i.c', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '143.o', 'twisting_char_orbit': 15, 'weight': 1}
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id: 828064
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 11, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1859.1.k.a', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 1}
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id: 828065
{'conductor': 143, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 11, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1859.1.k.a', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '143.i', 'twisting_char_orbit': 9, 'weight': 1}
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id: 828066
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 11, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1859.1.k.b', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 1}
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id: 828067
{'conductor': 143, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1859.1.c.b', 'source_level': 1859, 'target_char_orbit': 11, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1859.1.k.b', 'target_level': 1859, 'twist_class_label': '1859.1.c.a', 'twist_class_level': 1859, 'twisting_char_label': '143.k', 'twisting_char_orbit': 11, 'weight': 1}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 2259175
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 2}
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id: 2259176
{'charpoly_factorization': [[[-1, -2, 1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 3}
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id: 2259177
{'charpoly_factorization': [[[1, -2, -1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 5}
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id: 2259178
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 7}
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id: 2259179
{'charpoly_factorization': [[[1, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 11}
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id: 2259180
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 13}
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id: 2259181
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 17}
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id: 2259182
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 19}
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id: 2259183
{'charpoly_factorization': [[[-1, -2, 1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 23}
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id: 2259184
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 29}
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id: 2259185
{'charpoly_factorization': [[[1, -2, -1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 31}
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id: 2259186
{'charpoly_factorization': [[[1, -2, -1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 37}
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id: 2259187
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 41}
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id: 2259188
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 43}
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id: 2259189
{'charpoly_factorization': [[[1, -2, -1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 47}
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id: 2259190
{'charpoly_factorization': [[[-1, -2, 1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 53}
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id: 2259191
{'charpoly_factorization': [[[1, -2, -1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 59}
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id: 2259192
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 61}
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id: 2259193
{'charpoly_factorization': [[[2, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 67}
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id: 2259194
{'charpoly_factorization': [[[1, -2, -1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 71}
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id: 2259195
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 73}
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id: 2259196
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 79}
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id: 2259197
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503737083103043, 'p': 83}
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id: 2259198
{'charpoly_factorization': [[[1, -2, -1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 89}
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id: 2259199
{'charpoly_factorization': [[[1, -2, -1, 1], 1]], 'hecke_orbit_code': 4503737083103043, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '1859.1.c.b', 'level': 1859, 'portrait': 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', 'weight': 1}
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mf_hecke_traces • Show schema
Hide schema
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id: 80911000
{'hecke_orbit_code': 4503737083103043, 'n': 1, 'trace_an': 3}
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id: 80911001
{'hecke_orbit_code': 4503737083103043, 'n': 2, 'trace_an': 0}
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id: 80911002
{'hecke_orbit_code': 4503737083103043, 'n': 3, 'trace_an': -1}
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id: 80911003
{'hecke_orbit_code': 4503737083103043, 'n': 4, 'trace_an': 3}
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id: 80911004
{'hecke_orbit_code': 4503737083103043, 'n': 5, 'trace_an': 1}
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id: 80911005
{'hecke_orbit_code': 4503737083103043, 'n': 6, 'trace_an': 0}
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id: 80911006
{'hecke_orbit_code': 4503737083103043, 'n': 7, 'trace_an': 0}
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id: 80911007
{'hecke_orbit_code': 4503737083103043, 'n': 8, 'trace_an': 0}
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id: 80911008
{'hecke_orbit_code': 4503737083103043, 'n': 9, 'trace_an': 2}
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id: 80911009
{'hecke_orbit_code': 4503737083103043, 'n': 10, 'trace_an': 0}
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id: 80911010
{'hecke_orbit_code': 4503737083103043, 'n': 11, 'trace_an': -3}
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id: 80911011
{'hecke_orbit_code': 4503737083103043, 'n': 12, 'trace_an': -1}
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id: 80911012
{'hecke_orbit_code': 4503737083103043, 'n': 13, 'trace_an': 0}
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id: 80911013
{'hecke_orbit_code': 4503737083103043, 'n': 14, 'trace_an': 0}
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id: 80911014
{'hecke_orbit_code': 4503737083103043, 'n': 15, 'trace_an': 2}
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id: 80911015
{'hecke_orbit_code': 4503737083103043, 'n': 16, 'trace_an': 3}
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id: 80911016
{'hecke_orbit_code': 4503737083103043, 'n': 17, 'trace_an': 0}
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id: 80911017
{'hecke_orbit_code': 4503737083103043, 'n': 18, 'trace_an': 0}
-
id: 80911018
{'hecke_orbit_code': 4503737083103043, 'n': 19, 'trace_an': 0}
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id: 80911019
{'hecke_orbit_code': 4503737083103043, 'n': 20, 'trace_an': 1}
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id: 80911020
{'hecke_orbit_code': 4503737083103043, 'n': 21, 'trace_an': 0}
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id: 80911021
{'hecke_orbit_code': 4503737083103043, 'n': 22, 'trace_an': 0}
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id: 80911022
{'hecke_orbit_code': 4503737083103043, 'n': 23, 'trace_an': -1}
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id: 80911023
{'hecke_orbit_code': 4503737083103043, 'n': 24, 'trace_an': 0}
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id: 80911024
{'hecke_orbit_code': 4503737083103043, 'n': 25, 'trace_an': 2}
-
id: 80911025
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