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{'Nk2': 27104, 'analytic_conductor': 99.9492355497246, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -1], [11, -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': [1694, 1, [969, 365], [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': [[3, [-8, 1]], [5, [14, 1]], [13, [18, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831333534, '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': '1694.4.a.g', 'level': 1694, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 11], 'level_radical': 154, 'minimal_twist': '14.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+8q^{3}+4q^{4}-14q^{5}+2^{4}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1694.4.a', 'trace_display': [2, 8, -14, 7], 'trace_hash': 311112385849811696, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.994', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [7, -1], [11, 1]], 17, 3], [[[2, -1], [7, -1], [11, -1]], 16, 8], [[[2, 1], [7, 1], [11, 1]], 23, 5], [[[2, 1], [7, -1], [11, -1]], 24, 5], [[[2, -1], [7, -1], [11, 1]], 25, 3], [[[2, -1], [7, 1], [11, 1]], 19, 3], [[[2, 1], [7, 1], [11, -1]], 19, 7], [[[2, -1], [7, 1], [11, -1]], 21, 5]], 'ALdims': [23, 19, 17, 24, 19, 21, 25, 16], 'Nk2': 27104, 'analytic_conductor': 99.9492355497246, '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': [1694, 1, [969, 365], [1, 1]], 'conrey_index': 1, 'cusp_dim': 768, 'dim': 164, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 13], 'hecke_orbit_code': 67110558, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 6, 6, 8, 8, 10, 10, 10, 10, 10, 10], 'label': '1694.4.a', 'level': 1694, 'level_is_prime': False, 'level_is_prime_power': False, 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mf_twists_nf • Show schema
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id: 791118
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '14.4.a.a', 'target_level': 14, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 791119
{'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.4.a.a', 'target_level': 98, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 791120
{'conductor': 77, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '98.4.c.d', 'target_level': 98, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '77.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 791121
{'conductor': 77, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '98.4.c.f', 'target_level': 98, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '77.i', 'twisting_char_orbit': 9, 'weight': 4}
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id: 791122
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.4.a.a', 'target_level': 112, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 791123
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '126.4.a.h', 'target_level': 126, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 791124
{'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '350.4.a.l', 'target_level': 350, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 791125
{'conductor': 55, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '350.4.c.b', 'target_level': 350, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '55.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 791126
{'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '448.4.a.b', 'target_level': 448, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '88.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 791127
{'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '448.4.a.o', 'target_level': 448, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '88.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 791128
{'conductor': 308, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '784.4.a.s', 'target_level': 784, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '308.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 791129
{'conductor': 231, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '882.4.a.i', 'target_level': 882, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '231.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 791130
{'conductor': 231, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '882.4.g.b', 'target_level': 882, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '231.l', 'twisting_char_orbit': 12, 'weight': 4}
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id: 791131
{'conductor': 231, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '882.4.g.k', 'target_level': 882, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '231.k', 'twisting_char_orbit': 11, 'weight': 4}
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id: 791132
{'conductor': 132, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '1008.4.a.s', 'target_level': 1008, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '132.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 791133
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1694.4.a.g', 'target_level': 1694, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 791134
{'conductor': 143, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '2366.4.a.h', 'target_level': 2366, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '143.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 791135
{'conductor': 385, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1694.4.a.g', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 41, 'target_is_minimal': False, 'target_label': '2450.4.a.bo', 'target_level': 2450, 'twist_class_label': '14.4.a.a', 'twist_class_level': 14, 'twisting_char_label': '385.h', 'twisting_char_orbit': 8, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 2137075
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 2}
-
id: 2137076
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 3}
-
id: 2137077
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 5}
-
id: 2137078
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 7}
-
id: 2137079
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 11}
-
id: 2137080
{'charpoly_factorization': [[[18, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 13}
-
id: 2137081
{'charpoly_factorization': [[[74, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 17}
-
id: 2137082
{'charpoly_factorization': [[[80, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 19}
-
id: 2137083
{'charpoly_factorization': [[[112, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 23}
-
id: 2137084
{'charpoly_factorization': [[[190, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 29}
-
id: 2137085
{'charpoly_factorization': [[[-72, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 31}
-
id: 2137086
{'charpoly_factorization': [[[346, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 37}
-
id: 2137087
{'charpoly_factorization': [[[162, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 41}
-
id: 2137088
{'charpoly_factorization': [[[-412, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 43}
-
id: 2137089
{'charpoly_factorization': [[[-24, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 47}
-
id: 2137090
{'charpoly_factorization': [[[-318, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 53}
-
id: 2137091
{'charpoly_factorization': [[[200, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 59}
-
id: 2137092
{'charpoly_factorization': [[[-198, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 61}
-
id: 2137093
{'charpoly_factorization': [[[716, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 67}
-
id: 2137094
{'charpoly_factorization': [[[-392, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 71}
-
id: 2137095
{'charpoly_factorization': [[[538, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 73}
-
id: 2137096
{'charpoly_factorization': [[[240, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 79}
-
id: 2137097
{'charpoly_factorization': [[[-1072, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 83}
-
id: 2137098
{'charpoly_factorization': [[[-810, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 89}
-
id: 2137099
{'charpoly_factorization': [[[-1354, 1], 1]], 'hecke_orbit_code': 27021597831333534, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '1694.4.a.g', 'level': 1694, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 180908000
{'hecke_orbit_code': 27021597831333534, 'n': 1, 'trace_an': 1}
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id: 180908001
{'hecke_orbit_code': 27021597831333534, 'n': 2, 'trace_an': 2}
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id: 180908002
{'hecke_orbit_code': 27021597831333534, 'n': 3, 'trace_an': 8}
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id: 180908003
{'hecke_orbit_code': 27021597831333534, 'n': 4, 'trace_an': 4}
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id: 180908004
{'hecke_orbit_code': 27021597831333534, 'n': 5, 'trace_an': -14}
-
id: 180908005
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id: 180908975
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id: 180908976
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id: 180908977
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id: 180908978
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id: 180908979
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id: 180908980
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id: 180908981
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id: 180908982
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id: 180908983
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id: 180908984
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id: 180908985
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id: 180908986
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id: 180908987
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id: 180908988
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id: 180908989
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id: 180908990
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id: 180908991
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id: 180908992
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id: 180908993
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id: 180908994
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id: 180908995
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id: 180908996
{'hecke_orbit_code': 27021597831333534, 'n': 997, 'trace_an': 28606}
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id: 180908997
{'hecke_orbit_code': 27021597831333534, 'n': 998, 'trace_an': -8920}
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id: 180908998
{'hecke_orbit_code': 27021597831333534, 'n': 999, 'trace_an': -27680}
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id: 180908999
{'hecke_orbit_code': 27021597831333534, 'n': 1000, 'trace_an': 6048}