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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1]], 1, 1], [[[2, 1], [3, -1]], 3, 3], [[[2, -1], [3, 1]], 3, 3], [[[2, 1], [3, 1]], 1, 1]], 'ALdims': [1, 3, 3, 1], 'Nk2': 1536, 'analytic_conductor': 3.066255437617167, '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': [384, 1, [127, 133, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 49, 'dim': 8, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11], 'hecke_orbit_code': 33554816, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1], 'label': '384.2.a', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 80, 'mf_new_dim': 8, 'num_forms': 8, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 128, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 128, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -224, 0, 0, 0, 0, 0, 0, 0, -208, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, -176, 0, 0, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, -208, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 208, 0, 0, 0, 0, 0, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 128, 0, 0, 0, 0, 0, 0, 0, 272, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 264, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, -256, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, -288, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, -160, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -192, 0, 0, 0, 0, 0, 0, 0, 128, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 288, 0, 0, 0, 0, 0, 0, 0, 160, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -256, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -168, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, -192, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, -112, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, 352, 0, 0, 0, 0, 0, 0, 0, -384, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 0, 296, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, 128, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 200112
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.2.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '48.2.a', 'sub_level': 48, 'sub_mult': 4, 'weight': 2}
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id: 200109
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.2.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 5, 'weight': 2}
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id: 200110
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.2.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 6, 'weight': 2}
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id: 200113
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.2.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '64.2.a', 'sub_level': 64, 'sub_mult': 4, 'weight': 2}
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id: 200114
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.2.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '96.2.a', 'sub_level': 96, 'sub_mult': 3, 'weight': 2}
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id: 200107
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.2.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '128.2.a', 'sub_level': 128, 'sub_mult': 2, 'weight': 2}
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id: 200108
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.2.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '192.2.a', 'sub_level': 192, 'sub_mult': 2, 'weight': 2}
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id: 200111
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.2.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '384.2.a', 'sub_level': 384, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '384.2.a', 'level': 384, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 365000
{'hecke_orbit_code': 33554816, 'n': 1, 'trace_an': 8}
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id: 365001
{'hecke_orbit_code': 33554816, 'n': 2, 'trace_an': 0}
-
id: 365002
{'hecke_orbit_code': 33554816, 'n': 3, 'trace_an': 0}
-
id: 365003
{'hecke_orbit_code': 33554816, 'n': 4, 'trace_an': 0}
-
id: 365004
{'hecke_orbit_code': 33554816, 'n': 5, 'trace_an': 0}
-
id: 365005
{'hecke_orbit_code': 33554816, 'n': 6, 'trace_an': 0}
-
id: 365006
{'hecke_orbit_code': 33554816, 'n': 7, 'trace_an': 0}
-
id: 365007
{'hecke_orbit_code': 33554816, 'n': 8, 'trace_an': 0}
-
id: 365008
{'hecke_orbit_code': 33554816, 'n': 9, 'trace_an': 8}
-
id: 365009
{'hecke_orbit_code': 33554816, 'n': 10, 'trace_an': 0}
-
id: 365010
{'hecke_orbit_code': 33554816, 'n': 11, 'trace_an': 0}
-
id: 365011
{'hecke_orbit_code': 33554816, 'n': 12, 'trace_an': 0}
-
id: 365012
{'hecke_orbit_code': 33554816, 'n': 13, 'trace_an': 0}
-
id: 365013
{'hecke_orbit_code': 33554816, 'n': 14, 'trace_an': 0}
-
id: 365014
{'hecke_orbit_code': 33554816, 'n': 15, 'trace_an': 0}
-
id: 365015
{'hecke_orbit_code': 33554816, 'n': 16, 'trace_an': 0}
-
id: 365016
{'hecke_orbit_code': 33554816, 'n': 17, 'trace_an': 16}
-
id: 365017
{'hecke_orbit_code': 33554816, 'n': 18, 'trace_an': 0}
-
id: 365018
{'hecke_orbit_code': 33554816, 'n': 19, 'trace_an': 0}
-
id: 365019
{'hecke_orbit_code': 33554816, 'n': 20, 'trace_an': 0}
-
id: 365020
{'hecke_orbit_code': 33554816, 'n': 21, 'trace_an': 0}
-
id: 365021
{'hecke_orbit_code': 33554816, 'n': 22, 'trace_an': 0}
-
id: 365022
{'hecke_orbit_code': 33554816, 'n': 23, 'trace_an': 0}
-
id: 365023
{'hecke_orbit_code': 33554816, 'n': 24, 'trace_an': 0}
-
id: 365024
{'hecke_orbit_code': 33554816, 'n': 25, 'trace_an': 24}
-
id: 365025
{'hecke_orbit_code': 33554816, 'n': 26, 'trace_an': 0}
-
id: 365026
{'hecke_orbit_code': 33554816, 'n': 27, 'trace_an': 0}
-
id: 365027
{'hecke_orbit_code': 33554816, 'n': 28, 'trace_an': 0}
-
id: 365028
{'hecke_orbit_code': 33554816, 'n': 29, 'trace_an': 0}
-
id: 365029
{'hecke_orbit_code': 33554816, 'n': 30, 'trace_an': 0}
-
id: 365030
{'hecke_orbit_code': 33554816, 'n': 31, 'trace_an': 0}
-
id: 365031
{'hecke_orbit_code': 33554816, 'n': 32, 'trace_an': 0}
-
id: 365032
{'hecke_orbit_code': 33554816, 'n': 33, 'trace_an': 0}
-
id: 365033
{'hecke_orbit_code': 33554816, 'n': 34, 'trace_an': 0}
-
id: 365034
{'hecke_orbit_code': 33554816, 'n': 35, 'trace_an': 0}
-
id: 365035
{'hecke_orbit_code': 33554816, 'n': 36, 'trace_an': 0}
-
id: 365036
{'hecke_orbit_code': 33554816, 'n': 37, 'trace_an': 0}
-
id: 365037
{'hecke_orbit_code': 33554816, 'n': 38, 'trace_an': 0}
-
id: 365038
{'hecke_orbit_code': 33554816, 'n': 39, 'trace_an': 0}
-
id: 365039
{'hecke_orbit_code': 33554816, 'n': 40, 'trace_an': 0}
-
id: 365040
{'hecke_orbit_code': 33554816, 'n': 41, 'trace_an': 16}
-
id: 365041
{'hecke_orbit_code': 33554816, 'n': 42, 'trace_an': 0}
-
id: 365042
{'hecke_orbit_code': 33554816, 'n': 43, 'trace_an': 0}
-
id: 365043
{'hecke_orbit_code': 33554816, 'n': 44, 'trace_an': 0}
-
id: 365044
{'hecke_orbit_code': 33554816, 'n': 45, 'trace_an': 0}
-
id: 365045
{'hecke_orbit_code': 33554816, 'n': 46, 'trace_an': 0}
-
id: 365046
{'hecke_orbit_code': 33554816, 'n': 47, 'trace_an': 0}
-
id: 365047
{'hecke_orbit_code': 33554816, 'n': 48, 'trace_an': 0}
-
id: 365048
{'hecke_orbit_code': 33554816, 'n': 49, 'trace_an': -24}
-
id: 365049
{'hecke_orbit_code': 33554816, 'n': 50, 'trace_an': 0}
-
id: 365050
{'hecke_orbit_code': 33554816, 'n': 51, 'trace_an': 0}
-
id: 365051
{'hecke_orbit_code': 33554816, 'n': 52, 'trace_an': 0}
-
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id: 365944
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-
id: 365945
{'hecke_orbit_code': 33554816, 'n': 946, 'trace_an': 0}
-
id: 365946
{'hecke_orbit_code': 33554816, 'n': 947, 'trace_an': 0}
-
id: 365947
{'hecke_orbit_code': 33554816, 'n': 948, 'trace_an': 0}
-
id: 365948
{'hecke_orbit_code': 33554816, 'n': 949, 'trace_an': 0}
-
id: 365949
{'hecke_orbit_code': 33554816, 'n': 950, 'trace_an': 0}
-
id: 365950
{'hecke_orbit_code': 33554816, 'n': 951, 'trace_an': 0}
-
id: 365951
{'hecke_orbit_code': 33554816, 'n': 952, 'trace_an': 0}
-
id: 365952
{'hecke_orbit_code': 33554816, 'n': 953, 'trace_an': 80}
-
id: 365953
{'hecke_orbit_code': 33554816, 'n': 954, 'trace_an': 0}
-
id: 365954
{'hecke_orbit_code': 33554816, 'n': 955, 'trace_an': 0}
-
id: 365955
{'hecke_orbit_code': 33554816, 'n': 956, 'trace_an': 0}
-
id: 365956
{'hecke_orbit_code': 33554816, 'n': 957, 'trace_an': 0}
-
id: 365957
{'hecke_orbit_code': 33554816, 'n': 958, 'trace_an': 0}
-
id: 365958
{'hecke_orbit_code': 33554816, 'n': 959, 'trace_an': 0}
-
id: 365959
{'hecke_orbit_code': 33554816, 'n': 960, 'trace_an': 0}
-
id: 365960
{'hecke_orbit_code': 33554816, 'n': 961, 'trace_an': 296}
-
id: 365961
{'hecke_orbit_code': 33554816, 'n': 962, 'trace_an': 0}
-
id: 365962
{'hecke_orbit_code': 33554816, 'n': 963, 'trace_an': 0}
-
id: 365963
{'hecke_orbit_code': 33554816, 'n': 964, 'trace_an': 0}
-
id: 365964
{'hecke_orbit_code': 33554816, 'n': 965, 'trace_an': 0}
-
id: 365965
{'hecke_orbit_code': 33554816, 'n': 966, 'trace_an': 0}
-
id: 365966
{'hecke_orbit_code': 33554816, 'n': 967, 'trace_an': 0}
-
id: 365967
{'hecke_orbit_code': 33554816, 'n': 968, 'trace_an': 0}
-
id: 365968
{'hecke_orbit_code': 33554816, 'n': 969, 'trace_an': 64}
-
id: 365969
{'hecke_orbit_code': 33554816, 'n': 970, 'trace_an': 0}
-
id: 365970
{'hecke_orbit_code': 33554816, 'n': 971, 'trace_an': 0}
-
id: 365971
{'hecke_orbit_code': 33554816, 'n': 972, 'trace_an': 0}
-
id: 365972
{'hecke_orbit_code': 33554816, 'n': 973, 'trace_an': 0}
-
id: 365973
{'hecke_orbit_code': 33554816, 'n': 974, 'trace_an': 0}
-
id: 365974
{'hecke_orbit_code': 33554816, 'n': 975, 'trace_an': 0}
-
id: 365975
{'hecke_orbit_code': 33554816, 'n': 976, 'trace_an': 0}
-
id: 365976
{'hecke_orbit_code': 33554816, 'n': 977, 'trace_an': 144}
-
id: 365977
{'hecke_orbit_code': 33554816, 'n': 978, 'trace_an': 0}
-
id: 365978
{'hecke_orbit_code': 33554816, 'n': 979, 'trace_an': 0}
-
id: 365979
{'hecke_orbit_code': 33554816, 'n': 980, 'trace_an': 0}
-
id: 365980
{'hecke_orbit_code': 33554816, 'n': 981, 'trace_an': 0}
-
id: 365981
{'hecke_orbit_code': 33554816, 'n': 982, 'trace_an': 0}
-
id: 365982
{'hecke_orbit_code': 33554816, 'n': 983, 'trace_an': 0}
-
id: 365983
{'hecke_orbit_code': 33554816, 'n': 984, 'trace_an': 0}
-
id: 365984
{'hecke_orbit_code': 33554816, 'n': 985, 'trace_an': 128}
-
id: 365985
{'hecke_orbit_code': 33554816, 'n': 986, 'trace_an': 0}
-
id: 365986
{'hecke_orbit_code': 33554816, 'n': 987, 'trace_an': 0}
-
id: 365987
{'hecke_orbit_code': 33554816, 'n': 988, 'trace_an': 0}
-
id: 365988
{'hecke_orbit_code': 33554816, 'n': 989, 'trace_an': 0}
-
id: 365989
{'hecke_orbit_code': 33554816, 'n': 990, 'trace_an': 0}
-
id: 365990
{'hecke_orbit_code': 33554816, 'n': 991, 'trace_an': 0}
-
id: 365991
{'hecke_orbit_code': 33554816, 'n': 992, 'trace_an': 0}
-
id: 365992
{'hecke_orbit_code': 33554816, 'n': 993, 'trace_an': 32}
-
id: 365993
{'hecke_orbit_code': 33554816, 'n': 994, 'trace_an': 0}
-
id: 365994
{'hecke_orbit_code': 33554816, 'n': 995, 'trace_an': 0}
-
id: 365995
{'hecke_orbit_code': 33554816, 'n': 996, 'trace_an': 0}
-
id: 365996
{'hecke_orbit_code': 33554816, 'n': 997, 'trace_an': 0}
-
id: 365997
{'hecke_orbit_code': 33554816, 'n': 998, 'trace_an': 0}
-
id: 365998
{'hecke_orbit_code': 33554816, 'n': 999, 'trace_an': 0}
-
id: 365999
{'hecke_orbit_code': 33554816, 'n': 1000, 'trace_an': 0}