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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 6, 6], [[[2, -1], [3, -1], [5, -1]], 5, 4], [[[2, 1], [3, -1], [5, -1]], 7, 6], [[[2, -1], [3, 1], [5, 1]], 6, 5], [[[2, -1], [3, 1], [5, -1]], 7, 6], [[[2, 1], [3, 1], [5, -1]], 5, 4], [[[2, 1], [3, 1], [5, 1]], 6, 6], [[[2, -1], [3, -1], [5, 1]], 6, 5]], 'ALdims': [6, 5, 6, 7, 6, 7, 6, 5], 'Nk2': 15360, 'analytic_conductor': 56.64183360551099, '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': [960, 1, [511, 901, 641, 577], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 552, 'dim': 48, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 67109824, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 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, 2], 'label': '960.4.a', 'level': 960, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 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mf_subspaces • Show schema
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id: 340986
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 14, 'weight': 4}
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id: 340987
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, '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': 12, 'weight': 4}
-
id: 340988
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, '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': 16, 'weight': 4}
-
id: 340965
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '10.4.a', 'sub_level': 10, 'sub_mult': 12, 'weight': 4}
-
id: 340967
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, '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': 10, 'weight': 4}
-
id: 340968
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '15.4.a', 'sub_level': 15, 'sub_mult': 7, 'weight': 4}
-
id: 340970
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, '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': 12, 'weight': 4}
-
id: 340972
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.4.a', 'sub_level': 20, 'sub_mult': 10, 'weight': 4}
-
id: 340974
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, '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': 8, 'weight': 4}
-
id: 340975
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '30.4.a', 'sub_level': 30, 'sub_mult': 6, 'weight': 4}
-
id: 340977
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, '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': 8, 'weight': 4}
-
id: 340978
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '40.4.a', 'sub_level': 40, 'sub_mult': 8, 'weight': 4}
-
id: 340980
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, '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': 6, 'weight': 4}
-
id: 340981
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '60.4.a', 'sub_level': 60, 'sub_mult': 5, 'weight': 4}
-
id: 340982
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, '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}
-
id: 340983
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '80.4.a', 'sub_level': 80, 'sub_mult': 6, 'weight': 4}
-
id: 340985
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, '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': 4, 'weight': 4}
-
id: 340966
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '120.4.a', 'sub_level': 120, 'sub_mult': 4, 'weight': 4}
-
id: 340969
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '160.4.a', 'sub_level': 160, 'sub_mult': 4, 'weight': 4}
-
id: 340971
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, '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}
-
id: 340973
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '240.4.a', 'sub_level': 240, 'sub_mult': 3, 'weight': 4}
-
id: 340976
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '320.4.a', 'sub_level': 320, 'sub_mult': 2, 'weight': 4}
-
id: 340979
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '480.4.a', 'sub_level': 480, 'sub_mult': 2, 'weight': 4}
-
id: 340984
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '960.4.a', 'level': 960, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 48, 'sub_label': '960.4.a', 'sub_level': 960, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '960.4.a', 'level': 960, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10937000
{'hecke_orbit_code': 67109824, 'n': 1, 'trace_an': 48}
-
id: 10937001
{'hecke_orbit_code': 67109824, 'n': 2, 'trace_an': 0}
-
id: 10937002
{'hecke_orbit_code': 67109824, 'n': 3, 'trace_an': 0}
-
id: 10937003
{'hecke_orbit_code': 67109824, 'n': 4, 'trace_an': 0}
-
id: 10937004
{'hecke_orbit_code': 67109824, 'n': 5, 'trace_an': 0}
-
id: 10937005
{'hecke_orbit_code': 67109824, 'n': 6, 'trace_an': 0}
-
id: 10937006
{'hecke_orbit_code': 67109824, 'n': 7, 'trace_an': 0}
-
id: 10937007
{'hecke_orbit_code': 67109824, 'n': 8, 'trace_an': 0}
-
id: 10937008
{'hecke_orbit_code': 67109824, 'n': 9, 'trace_an': 432}
-
id: 10937009
{'hecke_orbit_code': 67109824, 'n': 10, 'trace_an': 0}
-
id: 10937010
{'hecke_orbit_code': 67109824, 'n': 11, 'trace_an': 0}
-
id: 10937011
{'hecke_orbit_code': 67109824, 'n': 12, 'trace_an': 0}
-
id: 10937012
{'hecke_orbit_code': 67109824, 'n': 13, 'trace_an': 144}
-
id: 10937013
{'hecke_orbit_code': 67109824, 'n': 14, 'trace_an': 0}
-
id: 10937014
{'hecke_orbit_code': 67109824, 'n': 15, 'trace_an': 0}
-
id: 10937015
{'hecke_orbit_code': 67109824, 'n': 16, 'trace_an': 0}
-
id: 10937016
{'hecke_orbit_code': 67109824, 'n': 17, 'trace_an': 0}
-
id: 10937017
{'hecke_orbit_code': 67109824, 'n': 18, 'trace_an': 0}
-
id: 10937018
{'hecke_orbit_code': 67109824, 'n': 19, 'trace_an': 0}
-
id: 10937019
{'hecke_orbit_code': 67109824, 'n': 20, 'trace_an': 0}
-
id: 10937020
{'hecke_orbit_code': 67109824, 'n': 21, 'trace_an': -240}
-
id: 10937021
{'hecke_orbit_code': 67109824, 'n': 22, 'trace_an': 0}
-
id: 10937022
{'hecke_orbit_code': 67109824, 'n': 23, 'trace_an': 0}
-
id: 10937023
{'hecke_orbit_code': 67109824, 'n': 24, 'trace_an': 0}
-
id: 10937024
{'hecke_orbit_code': 67109824, 'n': 25, 'trace_an': 1200}
-
id: 10937025
{'hecke_orbit_code': 67109824, 'n': 26, 'trace_an': 0}
-
id: 10937026
{'hecke_orbit_code': 67109824, 'n': 27, 'trace_an': 0}
-
id: 10937027
{'hecke_orbit_code': 67109824, 'n': 28, 'trace_an': 0}
-
id: 10937028
{'hecke_orbit_code': 67109824, 'n': 29, 'trace_an': -800}
-
id: 10937029
{'hecke_orbit_code': 67109824, 'n': 30, 'trace_an': 0}
-
id: 10937030
{'hecke_orbit_code': 67109824, 'n': 31, 'trace_an': 0}
-
id: 10937031
{'hecke_orbit_code': 67109824, 'n': 32, 'trace_an': 0}
-
id: 10937032
{'hecke_orbit_code': 67109824, 'n': 33, 'trace_an': 0}
-
id: 10937033
{'hecke_orbit_code': 67109824, 'n': 34, 'trace_an': 0}
-
id: 10937034
{'hecke_orbit_code': 67109824, 'n': 35, 'trace_an': 0}
-
id: 10937035
{'hecke_orbit_code': 67109824, 'n': 36, 'trace_an': 0}
-
id: 10937036
{'hecke_orbit_code': 67109824, 'n': 37, 'trace_an': -1040}
-
id: 10937037
{'hecke_orbit_code': 67109824, 'n': 38, 'trace_an': 0}
-
id: 10937038
{'hecke_orbit_code': 67109824, 'n': 39, 'trace_an': 0}
-
id: 10937039
{'hecke_orbit_code': 67109824, 'n': 40, 'trace_an': 0}
-
id: 10937040
{'hecke_orbit_code': 67109824, 'n': 41, 'trace_an': 0}
-
id: 10937041
{'hecke_orbit_code': 67109824, 'n': 42, 'trace_an': 0}
-
id: 10937042
{'hecke_orbit_code': 67109824, 'n': 43, 'trace_an': 0}
-
id: 10937043
{'hecke_orbit_code': 67109824, 'n': 44, 'trace_an': 0}
-
id: 10937044
{'hecke_orbit_code': 67109824, 'n': 45, 'trace_an': 0}
-
id: 10937045
{'hecke_orbit_code': 67109824, 'n': 46, 'trace_an': 0}
-
id: 10937046
{'hecke_orbit_code': 67109824, 'n': 47, 'trace_an': 0}
-
id: 10937047
{'hecke_orbit_code': 67109824, 'n': 48, 'trace_an': 0}
-
id: 10937048
{'hecke_orbit_code': 67109824, 'n': 49, 'trace_an': 2352}
-
id: 10937049
{'hecke_orbit_code': 67109824, 'n': 50, 'trace_an': 0}
-
id: 10937050
{'hecke_orbit_code': 67109824, 'n': 51, 'trace_an': 0}
-
id: 10937051
{'hecke_orbit_code': 67109824, 'n': 52, 'trace_an': 0}
-
id: 10937052
{'hecke_orbit_code': 67109824, 'n': 53, 'trace_an': 1504}
-
id: 10937053
{'hecke_orbit_code': 67109824, 'n': 54, 'trace_an': 0}
-
id: 10937054
{'hecke_orbit_code': 67109824, 'n': 55, 'trace_an': 0}
-
id: 10937055
{'hecke_orbit_code': 67109824, 'n': 56, 'trace_an': 0}
-
id: 10937056
{'hecke_orbit_code': 67109824, 'n': 57, 'trace_an': 0}
-
id: 10937057
{'hecke_orbit_code': 67109824, 'n': 58, 'trace_an': 0}
-
id: 10937058
{'hecke_orbit_code': 67109824, 'n': 59, 'trace_an': 0}
-
id: 10937059
{'hecke_orbit_code': 67109824, 'n': 60, 'trace_an': 0}
-
id: 10937060
{'hecke_orbit_code': 67109824, 'n': 61, 'trace_an': -3072}
-
id: 10937061
{'hecke_orbit_code': 67109824, 'n': 62, 'trace_an': 0}
-
id: 10937062
{'hecke_orbit_code': 67109824, 'n': 63, 'trace_an': 0}
-
id: 10937063
{'hecke_orbit_code': 67109824, 'n': 64, 'trace_an': 0}
-
id: 10937064
{'hecke_orbit_code': 67109824, 'n': 65, 'trace_an': 0}
-
id: 10937065
{'hecke_orbit_code': 67109824, 'n': 66, 'trace_an': 0}
-
id: 10937066
{'hecke_orbit_code': 67109824, 'n': 67, 'trace_an': 0}
-
id: 10937067
{'hecke_orbit_code': 67109824, 'n': 68, 'trace_an': 0}
-
id: 10937068
{'hecke_orbit_code': 67109824, 'n': 69, 'trace_an': -528}
-
id: 10937069
{'hecke_orbit_code': 67109824, 'n': 70, 'trace_an': 0}
-
id: 10937070
{'hecke_orbit_code': 67109824, 'n': 71, 'trace_an': 0}
-
id: 10937071
{'hecke_orbit_code': 67109824, 'n': 72, 'trace_an': 0}
-
id: 10937072
{'hecke_orbit_code': 67109824, 'n': 73, 'trace_an': 0}
-
id: 10937073
{'hecke_orbit_code': 67109824, 'n': 74, 'trace_an': 0}
-
id: 10937074
{'hecke_orbit_code': 67109824, 'n': 75, 'trace_an': 0}
-
id: 10937075
{'hecke_orbit_code': 67109824, 'n': 76, 'trace_an': 0}
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