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{'Nk2': 4016, 'analytic_conductor': 8.01698036293655, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [251, -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': [1004, 1, [503, 257], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 7, 'field_disc': 778195933, 'field_disc_factorization': [[2777, 1], [280229, 1]], 'field_poly': [-1, -9, -17, 8, 18, -6, -3, 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, [1, -9, 17, 8, -18, -6, 3, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 33555436, 'hecke_ring_generator_nbound': 5, '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': True, 'label': '1004.2.a.a', 'level': 1004, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 251], 'level_radical': 502, 'minimal_twist': '1004.2.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{3}+\\beta _{5}q^{5}+(-1-\\beta _{6})q^{7}+(-1+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1004.2.a', 'trace_display': [0, -3, -2, -6], 'trace_hash': 1529189565667280646, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.653', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '119.524', 'prec': 24}, 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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [251, -1]], 7, 1], [[[2, -1], [251, 1]], 14, 1]], 'ALdims': [0, 0, 14, 7], 'Nk2': 4016, 'analytic_conductor': 8.01698036293655, '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': [1004, 1, [503, 257], [1, 1]], 'conrey_index': 1, 'cusp_dim': 124, 'dim': 21, 'eis_dim': 5, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33555436, 'hecke_orbit_dims': [7, 14], 'label': '1004.2.a', 'level': 1004, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 251], 'level_radical': 502, 'mf_dim': 129, 'mf_new_dim': 21, 'num_forms': 2, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 252, 'trace_bound': 1, 'trace_display': [0, 0, -4, 2], 'traces': [21, 0, 0, 0, -4, 0, 2, 0, 21, 0, 4, 0, -2, 0, 8, 0, -8, 0, 12, 0, -6, 0, 8, 0, 17, 0, 6, 0, 0, 0, 4, 0, 16, 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mf_twists_cc • Show schema
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id: 15676
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 3, 'source_hecke_orbit_code': 33555436, 'source_is_minimal': True, 'source_label': '1004.2.a.a.1.3', 'source_level': 1004, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 3, 'target_hecke_orbit_code': 33555436, 'target_is_minimal': True, 'target_label': '1004.2.a.a.1.3', 'target_level': 1004, 'twist_class_label': '1004.2.a.a.1.3', 'twist_class_level': 1004, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 15677
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 3, 'source_hecke_orbit_code': 33555436, 'source_is_minimal': True, 'source_label': '1004.2.a.a.1.3', 'source_level': 1004, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797052527436, 'target_is_minimal': False, 'target_label': '9036.2.a.i.1.1', 'target_level': 9036, 'twist_class_label': '1004.2.a.a.1.3', 'twist_class_level': 1004, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 15678
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 3, 'source_hecke_orbit_code': 33555436, 'source_is_minimal': True, 'source_label': '1004.2.a.a.1.3', 'source_level': 1004, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 5, 'target_hecke_orbit_code': 27021597797781424, 'target_is_minimal': False, 'target_label': '4016.2.a.g.1.5', 'target_level': 4016, 'twist_class_label': '1004.2.a.a.1.3', 'twist_class_level': 1004, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1587925
{'charpoly_factorization': [[[0, 1], 7]], 'hecke_orbit_code': 33555436, 'p': 2}
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id: 1587926
{'charpoly_factorization': [[[1, -9, 17, 8, -18, -6, 3, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 3}
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id: 1587927
{'charpoly_factorization': [[[-27, 20, 81, 26, -25, -11, 2, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 5}
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id: 1587928
{'charpoly_factorization': [[[-25, 17, 56, -17, -35, 0, 6, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 7}
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id: 1587929
{'charpoly_factorization': [[[-72, -12, 242, 107, -84, -20, 5, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 11}
-
id: 1587930
{'charpoly_factorization': [[[15, -311, 467, 326, -68, -42, 1, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 13}
-
id: 1587931
{'charpoly_factorization': [[[21, -344, -865, -702, -217, -7, 8, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 17}
-
id: 1587932
{'charpoly_factorization': [[[1896, 956, -868, -603, -5, 65, 15, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 19}
-
id: 1587933
{'charpoly_factorization': [[[3517, -4356, 312, 843, -128, -47, 5, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 23}
-
id: 1587934
{'charpoly_factorization': [[[5736, -2560, -2362, 1191, 90, -71, 0, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 29}
-
id: 1587935
{'charpoly_factorization': [[[-433, -2397, -3545, -1888, -194, 106, 21, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 31}
-
id: 1587936
{'charpoly_factorization': [[[-82184, -41780, 10116, 5085, -302, -152, 1, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 37}
-
id: 1587937
{'charpoly_factorization': [[[183, 1073, -7436, 4541, -535, -104, 10, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 41}
-
id: 1587938
{'charpoly_factorization': [[[-2232, -5940, -4448, -681, 440, 178, 23, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 43}
-
id: 1587939
{'charpoly_factorization': [[[45376, -115536, 37564, 6133, -1415, -154, 10, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 47}
-
id: 1587940
{'charpoly_factorization': [[[24, -268, 58, 231, -22, -30, 1, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 53}
-
id: 1587941
{'charpoly_factorization': [[[-9864, -56412, 24800, 9435, -650, -221, 4, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 59}
-
id: 1587942
{'charpoly_factorization': [[[2504, -41248, -61790, 14483, 1159, -265, -3, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 61}
-
id: 1587943
{'charpoly_factorization': [[[289511, 38728, -57459, -18950, -1325, 179, 28, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 67}
-
id: 1587944
{'charpoly_factorization': [[[24056, -556, -21176, -10439, -1525, 12, 18, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 71}
-
id: 1587945
{'charpoly_factorization': [[[-39339, -416785, 32255, 17972, -1032, -234, 7, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 73}
-
id: 1587946
{'charpoly_factorization': [[[26831, -5048, -15865, -2036, 1057, 311, 30, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 79}
-
id: 1587947
{'charpoly_factorization': [[[-93888, -103168, -23316, 4501, 1114, -96, -13, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 83}
-
id: 1587948
{'charpoly_factorization': [[[-10211349, -4034009, 117062, 81167, -211, -514, 0, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 89}
-
id: 1587949
{'charpoly_factorization': [[[3352, 15852, 10696, 195, -1250, -224, 2, 1], 1]], 'hecke_orbit_code': 33555436, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '1004.2.a.a', 'level': 1004, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 985000
{'hecke_orbit_code': 33555436, 'n': 1, 'trace_an': 7}
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id: 985001
{'hecke_orbit_code': 33555436, 'n': 2, 'trace_an': 0}
-
id: 985002
{'hecke_orbit_code': 33555436, 'n': 3, 'trace_an': -3}
-
id: 985003
{'hecke_orbit_code': 33555436, 'n': 4, 'trace_an': 0}
-
id: 985004
{'hecke_orbit_code': 33555436, 'n': 5, 'trace_an': -2}
-
id: 985005
{'hecke_orbit_code': 33555436, 'n': 6, 'trace_an': 0}
-
id: 985006
{'hecke_orbit_code': 33555436, 'n': 7, 'trace_an': -6}
-
id: 985007
{'hecke_orbit_code': 33555436, 'n': 8, 'trace_an': 0}
-
id: 985008
{'hecke_orbit_code': 33555436, 'n': 9, 'trace_an': 0}
-
id: 985009
{'hecke_orbit_code': 33555436, 'n': 10, 'trace_an': 0}
-
id: 985010
{'hecke_orbit_code': 33555436, 'n': 11, 'trace_an': -5}
-
id: 985011
{'hecke_orbit_code': 33555436, 'n': 12, 'trace_an': 0}
-
id: 985012
{'hecke_orbit_code': 33555436, 'n': 13, 'trace_an': -1}
-
id: 985013
{'hecke_orbit_code': 33555436, 'n': 14, 'trace_an': 0}
-
id: 985014
{'hecke_orbit_code': 33555436, 'n': 15, 'trace_an': -6}
-
id: 985015
{'hecke_orbit_code': 33555436, 'n': 16, 'trace_an': 0}
-
id: 985016
{'hecke_orbit_code': 33555436, 'n': 17, 'trace_an': -8}
-
id: 985017
{'hecke_orbit_code': 33555436, 'n': 18, 'trace_an': 0}
-
id: 985018
{'hecke_orbit_code': 33555436, 'n': 19, 'trace_an': -15}
-
id: 985019
{'hecke_orbit_code': 33555436, 'n': 20, 'trace_an': 0}
-
id: 985020
{'hecke_orbit_code': 33555436, 'n': 21, 'trace_an': -3}
-
id: 985021
{'hecke_orbit_code': 33555436, 'n': 22, 'trace_an': 0}
-
id: 985022
{'hecke_orbit_code': 33555436, 'n': 23, 'trace_an': -5}
-
id: 985023
{'hecke_orbit_code': 33555436, 'n': 24, 'trace_an': 0}
-
id: 985024
{'hecke_orbit_code': 33555436, 'n': 25, 'trace_an': -9}
-
id: 985025
{'hecke_orbit_code': 33555436, 'n': 26, 'trace_an': 0}
-
id: 985026
{'hecke_orbit_code': 33555436, 'n': 27, 'trace_an': -9}
-
id: 985027
{'hecke_orbit_code': 33555436, 'n': 28, 'trace_an': 0}
-
id: 985028
{'hecke_orbit_code': 33555436, 'n': 29, 'trace_an': 0}
-
id: 985029
{'hecke_orbit_code': 33555436, 'n': 30, 'trace_an': 0}
-
id: 985030
{'hecke_orbit_code': 33555436, 'n': 31, 'trace_an': -21}
-
id: 985031
{'hecke_orbit_code': 33555436, 'n': 32, 'trace_an': 0}
-
id: 985032
{'hecke_orbit_code': 33555436, 'n': 33, 'trace_an': 0}
-
id: 985033
{'hecke_orbit_code': 33555436, 'n': 34, 'trace_an': 0}
-
id: 985034
{'hecke_orbit_code': 33555436, 'n': 35, 'trace_an': -7}
-
id: 985035
{'hecke_orbit_code': 33555436, 'n': 36, 'trace_an': 0}
-
id: 985036
{'hecke_orbit_code': 33555436, 'n': 37, 'trace_an': -1}
-
id: 985037
{'hecke_orbit_code': 33555436, 'n': 38, 'trace_an': 0}
-
id: 985038
{'hecke_orbit_code': 33555436, 'n': 39, 'trace_an': -23}
-
id: 985039
{'hecke_orbit_code': 33555436, 'n': 40, 'trace_an': 0}
-
id: 985040
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{'hecke_orbit_code': 33555436, 'n': 935, 'trace_an': 10}
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id: 985935
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id: 985936
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id: 985937
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id: 985938
{'hecke_orbit_code': 33555436, 'n': 939, 'trace_an': 102}
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id: 985939
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id: 985940
{'hecke_orbit_code': 33555436, 'n': 941, 'trace_an': -22}
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id: 985941
{'hecke_orbit_code': 33555436, 'n': 942, 'trace_an': 0}
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id: 985942
{'hecke_orbit_code': 33555436, 'n': 943, 'trace_an': 53}
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id: 985943
{'hecke_orbit_code': 33555436, 'n': 944, 'trace_an': 0}
-
id: 985944
{'hecke_orbit_code': 33555436, 'n': 945, 'trace_an': 26}
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id: 985945
{'hecke_orbit_code': 33555436, 'n': 946, 'trace_an': 0}
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id: 985946
{'hecke_orbit_code': 33555436, 'n': 947, 'trace_an': 27}
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id: 985947
{'hecke_orbit_code': 33555436, 'n': 948, 'trace_an': 0}
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id: 985948
{'hecke_orbit_code': 33555436, 'n': 949, 'trace_an': 51}
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id: 985949
{'hecke_orbit_code': 33555436, 'n': 950, 'trace_an': 0}
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id: 985950
{'hecke_orbit_code': 33555436, 'n': 951, 'trace_an': 50}
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id: 985951
{'hecke_orbit_code': 33555436, 'n': 952, 'trace_an': 0}
-
id: 985952
{'hecke_orbit_code': 33555436, 'n': 953, 'trace_an': -13}
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id: 985953
{'hecke_orbit_code': 33555436, 'n': 954, 'trace_an': 0}
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id: 985954
{'hecke_orbit_code': 33555436, 'n': 955, 'trace_an': 47}
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id: 985955
{'hecke_orbit_code': 33555436, 'n': 956, 'trace_an': 0}
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id: 985956
{'hecke_orbit_code': 33555436, 'n': 957, 'trace_an': -29}
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id: 985957
{'hecke_orbit_code': 33555436, 'n': 958, 'trace_an': 0}
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id: 985958
{'hecke_orbit_code': 33555436, 'n': 959, 'trace_an': 28}
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id: 985959
{'hecke_orbit_code': 33555436, 'n': 960, 'trace_an': 0}
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id: 985960
{'hecke_orbit_code': 33555436, 'n': 961, 'trace_an': 12}
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id: 985961
{'hecke_orbit_code': 33555436, 'n': 962, 'trace_an': 0}
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id: 985962
{'hecke_orbit_code': 33555436, 'n': 963, 'trace_an': -14}
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id: 985963
{'hecke_orbit_code': 33555436, 'n': 964, 'trace_an': 0}
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id: 985964
{'hecke_orbit_code': 33555436, 'n': 965, 'trace_an': 14}
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id: 985965
{'hecke_orbit_code': 33555436, 'n': 966, 'trace_an': 0}
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id: 985966
{'hecke_orbit_code': 33555436, 'n': 967, 'trace_an': -24}
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id: 985967
{'hecke_orbit_code': 33555436, 'n': 968, 'trace_an': 0}
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id: 985968
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id: 985969
{'hecke_orbit_code': 33555436, 'n': 970, 'trace_an': 0}
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id: 985970
{'hecke_orbit_code': 33555436, 'n': 971, 'trace_an': 72}
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id: 985971
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id: 985972
{'hecke_orbit_code': 33555436, 'n': 973, 'trace_an': 122}
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id: 985973
{'hecke_orbit_code': 33555436, 'n': 974, 'trace_an': 0}
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id: 985974
{'hecke_orbit_code': 33555436, 'n': 975, 'trace_an': 116}
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id: 985975
{'hecke_orbit_code': 33555436, 'n': 976, 'trace_an': 0}
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id: 985976
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id: 985977
{'hecke_orbit_code': 33555436, 'n': 978, 'trace_an': 0}
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id: 985978
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id: 985979
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id: 985980
{'hecke_orbit_code': 33555436, 'n': 981, 'trace_an': -39}
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id: 985981
{'hecke_orbit_code': 33555436, 'n': 982, 'trace_an': 0}
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id: 985982
{'hecke_orbit_code': 33555436, 'n': 983, 'trace_an': 97}
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id: 985983
{'hecke_orbit_code': 33555436, 'n': 984, 'trace_an': 0}
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id: 985984
{'hecke_orbit_code': 33555436, 'n': 985, 'trace_an': 16}
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id: 985985
{'hecke_orbit_code': 33555436, 'n': 986, 'trace_an': 0}
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id: 985986
{'hecke_orbit_code': 33555436, 'n': 987, 'trace_an': -43}
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id: 985987
{'hecke_orbit_code': 33555436, 'n': 988, 'trace_an': 0}
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id: 985988
{'hecke_orbit_code': 33555436, 'n': 989, 'trace_an': 76}
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id: 985989
{'hecke_orbit_code': 33555436, 'n': 990, 'trace_an': 0}
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id: 985990
{'hecke_orbit_code': 33555436, 'n': 991, 'trace_an': -77}
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id: 985991
{'hecke_orbit_code': 33555436, 'n': 992, 'trace_an': 0}
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id: 985992
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id: 985993
{'hecke_orbit_code': 33555436, 'n': 994, 'trace_an': 0}
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id: 985994
{'hecke_orbit_code': 33555436, 'n': 995, 'trace_an': -133}
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id: 985995
{'hecke_orbit_code': 33555436, 'n': 996, 'trace_an': 0}
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id: 985996
{'hecke_orbit_code': 33555436, 'n': 997, 'trace_an': 76}
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id: 985997
{'hecke_orbit_code': 33555436, 'n': 998, 'trace_an': 0}
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id: 985998
{'hecke_orbit_code': 33555436, 'n': 999, 'trace_an': 30}
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id: 985999
{'hecke_orbit_code': 33555436, 'n': 1000, 'trace_an': 0}