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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1]], 7, 4], [[[2, 1], [3, -1]], 5, 4], [[[2, -1], [3, 1]], 5, 4], [[[2, 1], [3, 1]], 7, 4]], 'ALdims': [7, 5, 5, 7], 'Nk2': 6144, 'analytic_conductor': 22.656733442204395, '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': 176, 'dim': 24, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 67109248, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '384.4.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': 208, 'mf_new_dim': 24, 'num_forms': 16, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 24, 'sturm_bound': 256, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [24, 0, 0, 0, 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mf_subspaces • Show schema
Hide schema
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id: 200208
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.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': '6.4.a', 'sub_level': 6, 'sub_mult': 7, 'weight': 4}
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id: 200209
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.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': '8.4.a', 'sub_level': 8, 'sub_mult': 10, 'weight': 4}
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id: 200198
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.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': '12.4.a', 'sub_level': 12, 'sub_mult': 6, 'weight': 4}
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id: 200200
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.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': '16.4.a', 'sub_level': 16, 'sub_mult': 8, 'weight': 4}
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id: 200202
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.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': '24.4.a', 'sub_level': 24, 'sub_mult': 5, 'weight': 4}
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id: 200203
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '32.4.a', 'sub_level': 32, 'sub_mult': 6, 'weight': 4}
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id: 200205
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '48.4.a', 'sub_level': 48, 'sub_mult': 4, 'weight': 4}
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id: 200206
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '64.4.a', 'sub_level': 64, 'sub_mult': 4, 'weight': 4}
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id: 200207
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '96.4.a', 'sub_level': 96, 'sub_mult': 3, 'weight': 4}
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id: 200199
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '128.4.a', 'sub_level': 128, 'sub_mult': 2, 'weight': 4}
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id: 200201
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '192.4.a', 'sub_level': 192, 'sub_mult': 2, 'weight': 4}
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id: 200204
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '384.4.a', 'level': 384, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '384.4.a', 'sub_level': 384, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '384.4.a', 'level': 384, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 10361000
{'hecke_orbit_code': 67109248, 'n': 1, 'trace_an': 24}
-
id: 10361001
{'hecke_orbit_code': 67109248, 'n': 2, 'trace_an': 0}
-
id: 10361002
{'hecke_orbit_code': 67109248, 'n': 3, 'trace_an': 0}
-
id: 10361003
{'hecke_orbit_code': 67109248, 'n': 4, 'trace_an': 0}
-
id: 10361004
{'hecke_orbit_code': 67109248, 'n': 5, 'trace_an': 0}
-
id: 10361005
{'hecke_orbit_code': 67109248, 'n': 6, 'trace_an': 0}
-
id: 10361006
{'hecke_orbit_code': 67109248, 'n': 7, 'trace_an': 0}
-
id: 10361007
{'hecke_orbit_code': 67109248, 'n': 8, 'trace_an': 0}
-
id: 10361008
{'hecke_orbit_code': 67109248, 'n': 9, 'trace_an': 216}
-
id: 10361009
{'hecke_orbit_code': 67109248, 'n': 10, 'trace_an': 0}
-
id: 10361010
{'hecke_orbit_code': 67109248, 'n': 11, 'trace_an': 0}
-
id: 10361011
{'hecke_orbit_code': 67109248, 'n': 12, 'trace_an': 0}
-
id: 10361012
{'hecke_orbit_code': 67109248, 'n': 13, 'trace_an': 0}
-
id: 10361013
{'hecke_orbit_code': 67109248, 'n': 14, 'trace_an': 0}
-
id: 10361014
{'hecke_orbit_code': 67109248, 'n': 15, 'trace_an': 0}
-
id: 10361015
{'hecke_orbit_code': 67109248, 'n': 16, 'trace_an': 0}
-
id: 10361016
{'hecke_orbit_code': 67109248, 'n': 17, 'trace_an': -208}
-
id: 10361017
{'hecke_orbit_code': 67109248, 'n': 18, 'trace_an': 0}
-
id: 10361018
{'hecke_orbit_code': 67109248, 'n': 19, 'trace_an': 0}
-
id: 10361019
{'hecke_orbit_code': 67109248, 'n': 20, 'trace_an': 0}
-
id: 10361020
{'hecke_orbit_code': 67109248, 'n': 21, 'trace_an': 0}
-
id: 10361021
{'hecke_orbit_code': 67109248, 'n': 22, 'trace_an': 0}
-
id: 10361022
{'hecke_orbit_code': 67109248, 'n': 23, 'trace_an': 0}
-
id: 10361023
{'hecke_orbit_code': 67109248, 'n': 24, 'trace_an': 0}
-
id: 10361024
{'hecke_orbit_code': 67109248, 'n': 25, 'trace_an': 776}
-
id: 10361025
{'hecke_orbit_code': 67109248, 'n': 26, 'trace_an': 0}
-
id: 10361026
{'hecke_orbit_code': 67109248, 'n': 27, 'trace_an': 0}
-
id: 10361027
{'hecke_orbit_code': 67109248, 'n': 28, 'trace_an': 0}
-
id: 10361028
{'hecke_orbit_code': 67109248, 'n': 29, 'trace_an': 0}
-
id: 10361029
{'hecke_orbit_code': 67109248, 'n': 30, 'trace_an': 0}
-
id: 10361030
{'hecke_orbit_code': 67109248, 'n': 31, 'trace_an': 0}
-
id: 10361031
{'hecke_orbit_code': 67109248, 'n': 32, 'trace_an': 0}
-
id: 10361032
{'hecke_orbit_code': 67109248, 'n': 33, 'trace_an': 0}
-
id: 10361033
{'hecke_orbit_code': 67109248, 'n': 34, 'trace_an': 0}
-
id: 10361034
{'hecke_orbit_code': 67109248, 'n': 35, 'trace_an': 0}
-
id: 10361035
{'hecke_orbit_code': 67109248, 'n': 36, 'trace_an': 0}
-
id: 10361036
{'hecke_orbit_code': 67109248, 'n': 37, 'trace_an': 0}
-
id: 10361037
{'hecke_orbit_code': 67109248, 'n': 38, 'trace_an': 0}
-
id: 10361038
{'hecke_orbit_code': 67109248, 'n': 39, 'trace_an': 0}
-
id: 10361039
{'hecke_orbit_code': 67109248, 'n': 40, 'trace_an': 0}
-
id: 10361040
{'hecke_orbit_code': 67109248, 'n': 41, 'trace_an': 944}
-
id: 10361041
{'hecke_orbit_code': 67109248, 'n': 42, 'trace_an': 0}
-
id: 10361042
{'hecke_orbit_code': 67109248, 'n': 43, 'trace_an': 0}
-
id: 10361043
{'hecke_orbit_code': 67109248, 'n': 44, 'trace_an': 0}
-
id: 10361044
{'hecke_orbit_code': 67109248, 'n': 45, 'trace_an': 0}
-
id: 10361045
{'hecke_orbit_code': 67109248, 'n': 46, 'trace_an': 0}
-
id: 10361046
{'hecke_orbit_code': 67109248, 'n': 47, 'trace_an': 0}
-
id: 10361047
{'hecke_orbit_code': 67109248, 'n': 48, 'trace_an': 0}
-
id: 10361048
{'hecke_orbit_code': 67109248, 'n': 49, 'trace_an': 2616}
-
id: 10361049
{'hecke_orbit_code': 67109248, 'n': 50, 'trace_an': 0}
-
id: 10361050
{'hecke_orbit_code': 67109248, 'n': 51, 'trace_an': 0}
-
id: 10361051
{'hecke_orbit_code': 67109248, 'n': 52, 'trace_an': 0}
-
id: 10361052
{'hecke_orbit_code': 67109248, 'n': 53, 'trace_an': 0}
-
id: 10361053
{'hecke_orbit_code': 67109248, 'n': 54, 'trace_an': 0}
-
id: 10361054
{'hecke_orbit_code': 67109248, 'n': 55, 'trace_an': 0}
-
id: 10361055
{'hecke_orbit_code': 67109248, 'n': 56, 'trace_an': 0}
-
id: 10361056
{'hecke_orbit_code': 67109248, 'n': 57, 'trace_an': 672}
-
id: 10361057
{'hecke_orbit_code': 67109248, 'n': 58, 'trace_an': 0}
-
id: 10361058
{'hecke_orbit_code': 67109248, 'n': 59, 'trace_an': 0}
-
id: 10361059
{'hecke_orbit_code': 67109248, 'n': 60, 'trace_an': 0}
-
id: 10361060
{'hecke_orbit_code': 67109248, 'n': 61, 'trace_an': 0}
-
id: 10361061
{'hecke_orbit_code': 67109248, 'n': 62, 'trace_an': 0}
-
id: 10361062
{'hecke_orbit_code': 67109248, 'n': 63, 'trace_an': 0}
-
id: 10361063
{'hecke_orbit_code': 67109248, 'n': 64, 'trace_an': 0}
-
id: 10361064
{'hecke_orbit_code': 67109248, 'n': 65, 'trace_an': 5024}
-
id: 10361065
{'hecke_orbit_code': 67109248, 'n': 66, 'trace_an': 0}
-
id: 10361066
{'hecke_orbit_code': 67109248, 'n': 67, 'trace_an': 0}
-
id: 10361067
{'hecke_orbit_code': 67109248, 'n': 68, 'trace_an': 0}
-
id: 10361068
{'hecke_orbit_code': 67109248, 'n': 69, 'trace_an': 0}
-
id: 10361069
{'hecke_orbit_code': 67109248, 'n': 70, 'trace_an': 0}
-
id: 10361070
{'hecke_orbit_code': 67109248, 'n': 71, 'trace_an': 0}
-
id: 10361071
{'hecke_orbit_code': 67109248, 'n': 72, 'trace_an': 0}
-
id: 10361072
{'hecke_orbit_code': 67109248, 'n': 73, 'trace_an': 912}
-
id: 10361073
{'hecke_orbit_code': 67109248, 'n': 74, 'trace_an': 0}
-
id: 10361074
{'hecke_orbit_code': 67109248, 'n': 75, 'trace_an': 0}
-
id: 10361075
{'hecke_orbit_code': 67109248, 'n': 76, 'trace_an': 0}
-
id: 10361076
{'hecke_orbit_code': 67109248, 'n': 77, 'trace_an': 0}
-
id: 10361077
{'hecke_orbit_code': 67109248, 'n': 78, 'trace_an': 0}
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id: 10361950
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id: 10361951
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id: 10361952
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id: 10361953
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id: 10361954
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id: 10361955
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id: 10361956
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id: 10361957
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id: 10361958
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id: 10361959
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id: 10361960
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id: 10361961
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id: 10361962
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id: 10361963
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id: 10361964
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id: 10361965
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id: 10361966
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id: 10361967
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id: 10361968
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id: 10361969
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id: 10361970
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id: 10361971
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id: 10361972
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id: 10361973
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id: 10361974
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id: 10361975
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id: 10361976
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id: 10361977
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id: 10361978
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id: 10361979
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id: 10361980
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id: 10361981
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id: 10361982
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id: 10361983
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id: 10361984
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id: 10361985
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id: 10361986
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id: 10361987
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id: 10361988
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id: 10361989
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id: 10361990
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id: 10361991
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id: 10361992
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id: 10361993
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id: 10361994
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id: 10361995
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id: 10361996
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id: 10361997
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id: 10361998
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id: 10361999
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