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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [19, -1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [19, -1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [19, 1]], 2, 1], [[[2, 1], [3, 1], [5, -1], [19, -1]], 1, 1], [[[2, 1], [3, -1], [5, -1], [19, 1]], 1, 1], [[[2, 1], [3, 1], [5, -1], [19, 1]], 2, 1], [[[2, -1], [3, 1], [5, -1], [19, 1]], 1, 1], [[[2, 1], [3, 1], [5, 1], [19, 1]], 1, 1], [[[2, -1], [3, 1], [5, -1], [19, -1]], 2, 1], [[[2, 1], [3, 1], [5, 1], [19, -1]], 2, 1], [[[2, 1], [3, -1], [5, -1], [19, -1]], 3, 3], [[[2, 1], [3, -1], [5, 1], [19, -1]], 3, 3], [[[2, -1], [3, -1], [5, 1], [19, -1]], 2, 2], [[[2, 1], [3, -1], [5, 1], [19, 1]], 2, 2], [[[2, -1], [3, -1], [5, -1], [19, 1]], 3, 3], [[[2, -1], [3, -1], [5, 1], [19, 1]], 3, 2]], 'ALdims': [1, 2, 2, 1, 2, 3, 1, 3, 2, 1, 1, 2, 3, 2, 3, 1], 'Nk2': 6840, 'analytic_conductor': 13.654418745638946, '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': [1710, 1, [191, 1027, 1351], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 345, 'dim': 30, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13, 53], 'hecke_orbit_code': 33556142, 'hecke_orbit_dims': [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], 'label': '1710.2.a', 'level': 1710, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'mf_dim': 376, 'mf_new_dim': 30, 'num_forms': 25, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 30, 'sturm_bound': 720, 'trace_bound': 13, 'trace_display': [0, 0, -2, 0], 'traces': [30, 0, 0, 30, -2, 0, 0, 0, 0, 0, 0, 0, 8, -4, 0, 30, 0, 0, 0, -2, 0, 0, -16, 0, 30, -16, 0, 0, -4, 0, -8, 0, 0, -8, 4, 0, -16, -6, 0, 0, -4, 0, -20, 0, 0, -12, 20, 0, 50, 0, 0, 8, 16, 0, -24, -4, 0, -20, 48, 0, -12, -8, 0, 30, 0, 0, 0, 0, 0, 12, 8, 0, -8, 12, 0, 0, 0, 0, 0, -2, 0, 16, 36, 0, 36, -12, 0, 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'weight_parity': 1}
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mf_subspaces • Show schema
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id: 508756
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '114.2.a', 'sub_level': 114, 'sub_mult': 4, 'weight': 2}
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id: 508757
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 8, 'weight': 2}
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id: 508761
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 12, 'weight': 2}
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id: 508763
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 4, 'weight': 2}
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id: 508765
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '38.2.a', 'sub_level': 38, 'sub_mult': 6, 'weight': 2}
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id: 508766
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '45.2.a', 'sub_level': 45, 'sub_mult': 4, 'weight': 2}
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id: 508768
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '57.2.a', 'sub_level': 57, 'sub_mult': 8, 'weight': 2}
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id: 508770
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '90.2.a', 'sub_level': 90, 'sub_mult': 2, 'weight': 2}
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id: 508771
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '95.2.a', 'sub_level': 95, 'sub_mult': 6, 'weight': 2}
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id: 508759
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '171.2.a', 'sub_level': 171, 'sub_mult': 4, 'weight': 2}
-
id: 508760
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '190.2.a', 'sub_level': 190, 'sub_mult': 3, 'weight': 2}
-
id: 508762
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '285.2.a', 'sub_level': 285, 'sub_mult': 4, 'weight': 2}
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id: 508764
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '342.2.a', 'sub_level': 342, 'sub_mult': 2, 'weight': 2}
-
id: 508767
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '570.2.a', 'sub_level': 570, 'sub_mult': 2, 'weight': 2}
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id: 508769
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 30, 'sub_label': '855.2.a', 'sub_level': 855, 'sub_mult': 2, 'weight': 2}
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id: 508758
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1710.2.a', 'level': 1710, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 30, 'sub_label': '1710.2.a', 'sub_level': 1710, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1710.2.a', 'level': 1710, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1691000
{'hecke_orbit_code': 33556142, 'n': 1, 'trace_an': 30}
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id: 1691001
{'hecke_orbit_code': 33556142, 'n': 2, 'trace_an': 0}
-
id: 1691002
{'hecke_orbit_code': 33556142, 'n': 3, 'trace_an': 0}
-
id: 1691003
{'hecke_orbit_code': 33556142, 'n': 4, 'trace_an': 30}
-
id: 1691004
{'hecke_orbit_code': 33556142, 'n': 5, 'trace_an': -2}
-
id: 1691005
{'hecke_orbit_code': 33556142, 'n': 6, 'trace_an': 0}
-
id: 1691006
{'hecke_orbit_code': 33556142, 'n': 7, 'trace_an': 0}
-
id: 1691007
{'hecke_orbit_code': 33556142, 'n': 8, 'trace_an': 0}
-
id: 1691008
{'hecke_orbit_code': 33556142, 'n': 9, 'trace_an': 0}
-
id: 1691009
{'hecke_orbit_code': 33556142, 'n': 10, 'trace_an': 0}
-
id: 1691010
{'hecke_orbit_code': 33556142, 'n': 11, 'trace_an': 0}
-
id: 1691011
{'hecke_orbit_code': 33556142, 'n': 12, 'trace_an': 0}
-
id: 1691012
{'hecke_orbit_code': 33556142, 'n': 13, 'trace_an': 8}
-
id: 1691013
{'hecke_orbit_code': 33556142, 'n': 14, 'trace_an': -4}
-
id: 1691014
{'hecke_orbit_code': 33556142, 'n': 15, 'trace_an': 0}
-
id: 1691015
{'hecke_orbit_code': 33556142, 'n': 16, 'trace_an': 30}
-
id: 1691016
{'hecke_orbit_code': 33556142, 'n': 17, 'trace_an': 0}
-
id: 1691017
{'hecke_orbit_code': 33556142, 'n': 18, 'trace_an': 0}
-
id: 1691018
{'hecke_orbit_code': 33556142, 'n': 19, 'trace_an': 0}
-
id: 1691019
{'hecke_orbit_code': 33556142, 'n': 20, 'trace_an': -2}
-
id: 1691020
{'hecke_orbit_code': 33556142, 'n': 21, 'trace_an': 0}
-
id: 1691021
{'hecke_orbit_code': 33556142, 'n': 22, 'trace_an': 0}
-
id: 1691022
{'hecke_orbit_code': 33556142, 'n': 23, 'trace_an': -16}
-
id: 1691023
{'hecke_orbit_code': 33556142, 'n': 24, 'trace_an': 0}
-
id: 1691024
{'hecke_orbit_code': 33556142, 'n': 25, 'trace_an': 30}
-
id: 1691025
{'hecke_orbit_code': 33556142, 'n': 26, 'trace_an': -16}
-
id: 1691026
{'hecke_orbit_code': 33556142, 'n': 27, 'trace_an': 0}
-
id: 1691027
{'hecke_orbit_code': 33556142, 'n': 28, 'trace_an': 0}
-
id: 1691028
{'hecke_orbit_code': 33556142, 'n': 29, 'trace_an': -4}
-
id: 1691029
{'hecke_orbit_code': 33556142, 'n': 30, 'trace_an': 0}
-
id: 1691030
{'hecke_orbit_code': 33556142, 'n': 31, 'trace_an': -8}
-
id: 1691031
{'hecke_orbit_code': 33556142, 'n': 32, 'trace_an': 0}
-
id: 1691032
{'hecke_orbit_code': 33556142, 'n': 33, 'trace_an': 0}
-
id: 1691033
{'hecke_orbit_code': 33556142, 'n': 34, 'trace_an': -8}
-
id: 1691034
{'hecke_orbit_code': 33556142, 'n': 35, 'trace_an': 4}
-
id: 1691035
{'hecke_orbit_code': 33556142, 'n': 36, 'trace_an': 0}
-
id: 1691036
{'hecke_orbit_code': 33556142, 'n': 37, 'trace_an': -16}
-
id: 1691037
{'hecke_orbit_code': 33556142, 'n': 38, 'trace_an': -6}
-
id: 1691038
{'hecke_orbit_code': 33556142, 'n': 39, 'trace_an': 0}
-
id: 1691039
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id: 1691932
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id: 1691933
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id: 1691934
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id: 1691935
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id: 1691936
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id: 1691937
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id: 1691938
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id: 1691939
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id: 1691940
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id: 1691941
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id: 1691942
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id: 1691943
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id: 1691944
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id: 1691945
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id: 1691946
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id: 1691947
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id: 1691948
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id: 1691949
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id: 1691950
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id: 1691951
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id: 1691952
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id: 1691953
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id: 1691954
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id: 1691955
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id: 1691956
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id: 1691957
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id: 1691958
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id: 1691959
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id: 1691960
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id: 1691961
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id: 1691962
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id: 1691963
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id: 1691964
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id: 1691965
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id: 1691966
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id: 1691967
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id: 1691968
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id: 1691969
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id: 1691970
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id: 1691971
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id: 1691972
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id: 1691973
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id: 1691974
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id: 1691975
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id: 1691976
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id: 1691977
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id: 1691978
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id: 1691979
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id: 1691980
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id: 1691981
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id: 1691982
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id: 1691983
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id: 1691984
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id: 1691985
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id: 1691986
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id: 1691987
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id: 1691988
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id: 1691989
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id: 1691990
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id: 1691991
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id: 1691992
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id: 1691993
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id: 1691994
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id: 1691995
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id: 1691996
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id: 1691997
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id: 1691998
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id: 1691999
{'hecke_orbit_code': 33556142, 'n': 1000, 'trace_an': 0}