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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1]], 1, 1], [[[2, -1], [5, -1]], 1, 1], [[[2, 1], [5, -1]], 3, 3], [[[2, -1], [5, 1]], 3, 2]], 'Nk2': 1280, 'analytic_conductor': 2.555212864680972, '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': [320, 1, [191, 261, 257], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 37, 'dim': 8, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 33554752, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2], 'label': '320.2.a', 'level': 320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 60, 'mf_new_dim': 8, 'num_forms': 7, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 96, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 8, 0, 0, 0, -16, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, -16, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, -24, 0, 0, 0, -16, 0, 0, 0, -16, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -16, 0, 0, 0, 32, 0, 0, 0, 16, 0, 0, 0, 16, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 48, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 48, 0, 0, 0, -16, 0, 0, 0, 32, 0, 0, 0, 64, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 8, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 48, 0, 0, 0, -32, 0, 0, 0, 32, 0, 0, 0, -48, 0, 0, 0, -48, 0, 0, 0, -80, 0, 0, 0, 32, 0, 0, 0, -64, 0, 0, 0, -32, 0, 0, 0, 32, 0, 0, 0, -48, 0, 0, 0, -16, 0, 0, 0, -40, 0, 0, 0, 96, 0, 0, 0, -96, 0, 0, 0, -80, 0, 0, 0, -16, 0, 0, 0, -16, 0, 0, 0, -16, 0, 0, 0, -16, 0, 0, 0, -32, 0, 0, 0, 16, 0, 0, 0, -32, 0, 0, 0, 128, 0, 0, 0, -16, 0, 0, 0, 160, 0, 0, 0, 16, 0, 0, 0, -48, 0, 0, 0, -80, 0, 0, 0, -32, 0, 0, 0, 40, 0, 0, 0, 48, 0, 0, 0, 48, 0, 0, 0, -160, 0, 0, 0, 32, 0, 0, 0, 48, 0, 0, 0, -16, 0, 0, 0, -64, 0, 0, 0, 16, 0, 0, 0, 16, 0, 0, 0, 16, 0, 0, 0, -64, 0, 0, 0, -16, 0, 0, 0, -16, 0, 0, 0, 144, 0, 0, 0, -160, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, -64, 0, 0, 0, 112, 0, 0, 0, -56, 0, 0, 0, -32, 0, 0, 0, 144, 0, 0, 0, 256, 0, 0, 0, 16, 0, 0, 0, -48, 0, 0, 0, 32, 0, 0, 0, 16, 0, 0, 0, 48, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 96, 0, 0, 0, 64, 0, 0, 0, -32, 0, 0, 0, 208, 0, 0, 0, -32, 0, 0, 0, 80, 0, 0, 0, 32, 0, 0, 0, -80, 0, 0, 0, 16, 0, 0, 0, 16, 0, 0, 0, 8, 0, 0, 0, -160, 0, 0, 0, 112, 0, 0, 0, 16, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, -32, 0, 0, 0, -64, 0, 0, 0, 48, 0, 0, 0, -160, 0, 0, 0, -144, 0, 0, 0, -176, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 144, 0, 0, 0, 96, 0, 0, 0, -48, 0, 0, 0, -64, 0, 0, 0, -160, 0, 0, 0, 176, 0, 0, 0, -64, 0, 0, 0, -32, 0, 0, 0, 8, 0, 0, 0, 32, 0, 0, 0, -48, 0, 0, 0, 16, 0, 0, 0, -16, 0, 0, 0, 96, 0, 0, 0, -160, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 16, 0, 0, 0, 16, 0, 0, 0, -32, 0, 0, 0, -208, 0, 0, 0, 64, 0, 0, 0, 32, 0, 0, 0, -96, 0, 0, 0, -272, 0, 0, 0, -128, 0, 0, 0, 96, 0, 0, 0, -48, 0, 0, 0, -16, 0, 0, 0, -128, 0, 0, 0, -64, 0, 0, 0, -64, 0, 0, 0, -16, 0, 0, 0, -88, 0, 0, 0, -96, 0, 0, 0, 144, 0, 0, 0, -224, 0, 0, 0, -48, 0, 0, 0, -80, 0, 0, 0, 48, 0, 0, 0, 64, 0, 0, 0, 144, 0, 0, 0, -16, 0, 0, 0, 48, 0, 0, 0, 208, 0, 0, 0, 160, 0, 0, 0, -32, 0, 0, 0, -16, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 112, 0, 0, 0, 96, 0, 0, 0, 144, 0, 0, 0, 96, 0, 0, 0, -16, 0, 0, 0, 160, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, -64, 0, 0, 0, -72, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, -240, 0, 0, 0, -48, 0, 0, 0, 160, 0, 0, 0, 48, 0, 0, 0, 64, 0, 0, 0, 128, 0, 0, 0, -160, 0, 0, 0, 16, 0, 0, 0, -112, 0, 0, 0, 96, 0, 0, 0, -48, 0, 0, 0, -224, 0, 0, 0, -128, 0, 0, 0, 64, 0, 0, 0, 16, 0, 0, 0, -80, 0, 0, 0, 144, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 320, 0, 0, 0, -32, 0, 0, 0, -208, 0, 0, 0, -32, 0, 0, 0, 64, 0, 0, 0, 80, 0, 0, 0, 224, 0, 0, 0, 8, 0, 0, 0, 48, 0, 0, 0, -160, 0, 0, 0, 112, 0, 0, 0, 160, 0, 0, 0, 288, 0, 0, 0, 64, 0, 0, 0, 208, 0, 0, 0, -16, 0, 0, 0, 16, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 183919
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '320.2.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 5, 'weight': 2}
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id: 183921
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '320.2.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 4, 'weight': 2}
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id: 183922
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '320.2.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 4, 'weight': 2}
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id: 183923
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '320.2.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '64.2.a', 'sub_level': 64, 'sub_mult': 2, 'weight': 2}
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id: 183924
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '320.2.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '80.2.a', 'sub_level': 80, 'sub_mult': 3, 'weight': 2}
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id: 183918
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '320.2.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '160.2.a', 'sub_level': 160, 'sub_mult': 2, 'weight': 2}
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id: 183920
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '320.2.a', 'level': 320, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '320.2.a', 'sub_level': 320, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '320.2.a', 'level': 320, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 301000
{'hecke_orbit_code': 33554752, 'n': 1, 'trace_an': 8}
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id: 301001
{'hecke_orbit_code': 33554752, 'n': 2, 'trace_an': 0}
-
id: 301002
{'hecke_orbit_code': 33554752, 'n': 3, 'trace_an': 0}
-
id: 301003
{'hecke_orbit_code': 33554752, 'n': 4, 'trace_an': 0}
-
id: 301004
{'hecke_orbit_code': 33554752, 'n': 5, 'trace_an': 0}
-
id: 301005
{'hecke_orbit_code': 33554752, 'n': 6, 'trace_an': 0}
-
id: 301006
{'hecke_orbit_code': 33554752, 'n': 7, 'trace_an': 0}
-
id: 301007
{'hecke_orbit_code': 33554752, 'n': 8, 'trace_an': 0}
-
id: 301008
{'hecke_orbit_code': 33554752, 'n': 9, 'trace_an': 8}
-
id: 301009
{'hecke_orbit_code': 33554752, 'n': 10, 'trace_an': 0}
-
id: 301010
{'hecke_orbit_code': 33554752, 'n': 11, 'trace_an': 0}
-
id: 301011
{'hecke_orbit_code': 33554752, 'n': 12, 'trace_an': 0}
-
id: 301012
{'hecke_orbit_code': 33554752, 'n': 13, 'trace_an': 16}
-
id: 301013
{'hecke_orbit_code': 33554752, 'n': 14, 'trace_an': 0}
-
id: 301014
{'hecke_orbit_code': 33554752, 'n': 15, 'trace_an': 0}
-
id: 301015
{'hecke_orbit_code': 33554752, 'n': 16, 'trace_an': 0}
-
id: 301016
{'hecke_orbit_code': 33554752, 'n': 17, 'trace_an': 0}
-
id: 301017
{'hecke_orbit_code': 33554752, 'n': 18, 'trace_an': 0}
-
id: 301018
{'hecke_orbit_code': 33554752, 'n': 19, 'trace_an': 0}
-
id: 301019
{'hecke_orbit_code': 33554752, 'n': 20, 'trace_an': 0}
-
id: 301020
{'hecke_orbit_code': 33554752, 'n': 21, 'trace_an': 16}
-
id: 301021
{'hecke_orbit_code': 33554752, 'n': 22, 'trace_an': 0}
-
id: 301022
{'hecke_orbit_code': 33554752, 'n': 23, 'trace_an': 0}
-
id: 301023
{'hecke_orbit_code': 33554752, 'n': 24, 'trace_an': 0}
-
id: 301024
{'hecke_orbit_code': 33554752, 'n': 25, 'trace_an': 8}
-
id: 301025
{'hecke_orbit_code': 33554752, 'n': 26, 'trace_an': 0}
-
id: 301026
{'hecke_orbit_code': 33554752, 'n': 27, 'trace_an': 0}
-
id: 301027
{'hecke_orbit_code': 33554752, 'n': 28, 'trace_an': 0}
-
id: 301028
{'hecke_orbit_code': 33554752, 'n': 29, 'trace_an': -16}
-
id: 301029
{'hecke_orbit_code': 33554752, 'n': 30, 'trace_an': 0}
-
id: 301030
{'hecke_orbit_code': 33554752, 'n': 31, 'trace_an': 0}
-
id: 301031
{'hecke_orbit_code': 33554752, 'n': 32, 'trace_an': 0}
-
id: 301032
{'hecke_orbit_code': 33554752, 'n': 33, 'trace_an': -16}
-
id: 301033
{'hecke_orbit_code': 33554752, 'n': 34, 'trace_an': 0}
-
id: 301034
{'hecke_orbit_code': 33554752, 'n': 35, 'trace_an': 0}
-
id: 301035
{'hecke_orbit_code': 33554752, 'n': 36, 'trace_an': 0}
-
id: 301036
{'hecke_orbit_code': 33554752, 'n': 37, 'trace_an': 0}
-
id: 301037
{'hecke_orbit_code': 33554752, 'n': 38, 'trace_an': 0}
-
id: 301038
{'hecke_orbit_code': 33554752, 'n': 39, 'trace_an': 0}
-
id: 301039
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{'hecke_orbit_code': 33554752, 'n': 951, 'trace_an': 0}
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id: 301951
{'hecke_orbit_code': 33554752, 'n': 952, 'trace_an': 0}
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id: 301952
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id: 301953
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id: 301954
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id: 301955
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id: 301956
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id: 301957
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id: 301958
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id: 301959
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id: 301960
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id: 301961
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id: 301962
{'hecke_orbit_code': 33554752, 'n': 963, 'trace_an': 0}
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id: 301963
{'hecke_orbit_code': 33554752, 'n': 964, 'trace_an': 0}
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id: 301964
{'hecke_orbit_code': 33554752, 'n': 965, 'trace_an': 48}
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id: 301965
{'hecke_orbit_code': 33554752, 'n': 966, 'trace_an': 0}
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id: 301966
{'hecke_orbit_code': 33554752, 'n': 967, 'trace_an': 0}
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id: 301967
{'hecke_orbit_code': 33554752, 'n': 968, 'trace_an': 0}
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id: 301968
{'hecke_orbit_code': 33554752, 'n': 969, 'trace_an': -160}
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id: 301969
{'hecke_orbit_code': 33554752, 'n': 970, 'trace_an': 0}
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id: 301970
{'hecke_orbit_code': 33554752, 'n': 971, 'trace_an': 0}
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id: 301971
{'hecke_orbit_code': 33554752, 'n': 972, 'trace_an': 0}
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id: 301972
{'hecke_orbit_code': 33554752, 'n': 973, 'trace_an': 112}
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id: 301973
{'hecke_orbit_code': 33554752, 'n': 974, 'trace_an': 0}
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id: 301974
{'hecke_orbit_code': 33554752, 'n': 975, 'trace_an': 0}
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id: 301975
{'hecke_orbit_code': 33554752, 'n': 976, 'trace_an': 0}
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id: 301976
{'hecke_orbit_code': 33554752, 'n': 977, 'trace_an': 160}
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id: 301977
{'hecke_orbit_code': 33554752, 'n': 978, 'trace_an': 0}
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id: 301978
{'hecke_orbit_code': 33554752, 'n': 979, 'trace_an': 0}
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id: 301979
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id: 301980
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id: 301981
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id: 301982
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id: 301983
{'hecke_orbit_code': 33554752, 'n': 984, 'trace_an': 0}
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id: 301984
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id: 301985
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id: 301986
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id: 301987
{'hecke_orbit_code': 33554752, 'n': 988, 'trace_an': 0}
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id: 301988
{'hecke_orbit_code': 33554752, 'n': 989, 'trace_an': 208}
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id: 301989
{'hecke_orbit_code': 33554752, 'n': 990, 'trace_an': 0}
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id: 301990
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id: 301991
{'hecke_orbit_code': 33554752, 'n': 992, 'trace_an': 0}
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id: 301992
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id: 301993
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id: 301994
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id: 301995
{'hecke_orbit_code': 33554752, 'n': 996, 'trace_an': 0}
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id: 301996
{'hecke_orbit_code': 33554752, 'n': 997, 'trace_an': 16}
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id: 301997
{'hecke_orbit_code': 33554752, 'n': 998, 'trace_an': 0}
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id: 301998
{'hecke_orbit_code': 33554752, 'n': 999, 'trace_an': 0}
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id: 301999
{'hecke_orbit_code': 33554752, 'n': 1000, 'trace_an': 0}
