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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1], [13, -1]], 16, 3], [[[2, -1], [5, -1], [13, 1]], 9, 7], [[[2, -1], [5, 1], [13, 1]], 16, 6], [[[2, -1], [5, 1], [13, -1]], 10, 3]], 'ALdims': [0, 0, 0, 0, 16, 10, 9, 16], 'Nk2': 13520, 'analytic_conductor': 26.98943588319277, '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': [3380, 1, [1691, 677, 1861], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 505, 'dim': 51, 'eis_dim': 83, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 19], 'hecke_orbit_code': 33557812, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3, 3, 3, 3, 3, 4, 4, 9, 9], 'label': '3380.2.a', 'level': 3380, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 13], 'level_radical': 130, 'mf_dim': 588, 'mf_new_dim': 51, 'num_forms': 19, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 51, 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mf_subspaces • Show schema
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id: 822823
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 3, 'weight': 2}
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id: 822825
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '26.2.a', 'sub_level': 26, 'sub_mult': 8, 'weight': 2}
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id: 822828
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '52.2.a', 'sub_level': 52, 'sub_mult': 4, 'weight': 2}
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id: 822829
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '65.2.a', 'sub_level': 65, 'sub_mult': 6, 'weight': 2}
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id: 822820
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '130.2.a', 'sub_level': 130, 'sub_mult': 4, 'weight': 2}
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id: 822822
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '169.2.a', 'sub_level': 169, 'sub_mult': 6, 'weight': 2}
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id: 822824
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '260.2.a', 'sub_level': 260, 'sub_mult': 2, 'weight': 2}
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id: 822827
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '338.2.a', 'sub_level': 338, 'sub_mult': 4, 'weight': 2}
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id: 822830
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '676.2.a', 'sub_level': 676, 'sub_mult': 2, 'weight': 2}
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id: 822831
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 51, 'sub_label': '845.2.a', 'sub_level': 845, 'sub_mult': 3, 'weight': 2}
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id: 822821
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 53, 'sub_label': '1690.2.a', 'sub_level': 1690, 'sub_mult': 2, 'weight': 2}
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id: 822826
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3380.2.a', 'level': 3380, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 51, 'sub_label': '3380.2.a', 'sub_level': 3380, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '3380.2.a', 'level': 3380, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 3361000
{'hecke_orbit_code': 33557812, 'n': 1, 'trace_an': 51}
-
id: 3361001
{'hecke_orbit_code': 33557812, 'n': 2, 'trace_an': 0}
-
id: 3361002
{'hecke_orbit_code': 33557812, 'n': 3, 'trace_an': -2}
-
id: 3361003
{'hecke_orbit_code': 33557812, 'n': 4, 'trace_an': 0}
-
id: 3361004
{'hecke_orbit_code': 33557812, 'n': 5, 'trace_an': -1}
-
id: 3361005
{'hecke_orbit_code': 33557812, 'n': 6, 'trace_an': 0}
-
id: 3361006
{'hecke_orbit_code': 33557812, 'n': 7, 'trace_an': -2}
-
id: 3361007
{'hecke_orbit_code': 33557812, 'n': 8, 'trace_an': 0}
-
id: 3361008
{'hecke_orbit_code': 33557812, 'n': 9, 'trace_an': 43}
-
id: 3361009
{'hecke_orbit_code': 33557812, 'n': 10, 'trace_an': 0}
-
id: 3361010
{'hecke_orbit_code': 33557812, 'n': 11, 'trace_an': -4}
-
id: 3361011
{'hecke_orbit_code': 33557812, 'n': 12, 'trace_an': 0}
-
id: 3361012
{'hecke_orbit_code': 33557812, 'n': 13, 'trace_an': 0}
-
id: 3361013
{'hecke_orbit_code': 33557812, 'n': 14, 'trace_an': 0}
-
id: 3361014
{'hecke_orbit_code': 33557812, 'n': 15, 'trace_an': -2}
-
id: 3361015
{'hecke_orbit_code': 33557812, 'n': 16, 'trace_an': 0}
-
id: 3361016
{'hecke_orbit_code': 33557812, 'n': 17, 'trace_an': 6}
-
id: 3361017
{'hecke_orbit_code': 33557812, 'n': 18, 'trace_an': 0}
-
id: 3361018
{'hecke_orbit_code': 33557812, 'n': 19, 'trace_an': -4}
-
id: 3361019
{'hecke_orbit_code': 33557812, 'n': 20, 'trace_an': 0}
-
id: 3361020
{'hecke_orbit_code': 33557812, 'n': 21, 'trace_an': 8}
-
id: 3361021
{'hecke_orbit_code': 33557812, 'n': 22, 'trace_an': 0}
-
id: 3361022
{'hecke_orbit_code': 33557812, 'n': 23, 'trace_an': 10}
-
id: 3361023
{'hecke_orbit_code': 33557812, 'n': 24, 'trace_an': 0}
-
id: 3361024
{'hecke_orbit_code': 33557812, 'n': 25, 'trace_an': 51}
-
id: 3361025
{'hecke_orbit_code': 33557812, 'n': 26, 'trace_an': 0}
-
id: 3361026
{'hecke_orbit_code': 33557812, 'n': 27, 'trace_an': -8}
-
id: 3361027
{'hecke_orbit_code': 33557812, 'n': 28, 'trace_an': 0}
-
id: 3361028
{'hecke_orbit_code': 33557812, 'n': 29, 'trace_an': -2}
-
id: 3361029
{'hecke_orbit_code': 33557812, 'n': 30, 'trace_an': 0}
-
id: 3361030
{'hecke_orbit_code': 33557812, 'n': 31, 'trace_an': 16}
-
id: 3361031
{'hecke_orbit_code': 33557812, 'n': 32, 'trace_an': 0}
-
id: 3361032
{'hecke_orbit_code': 33557812, 'n': 33, 'trace_an': 4}
-
id: 3361033
{'hecke_orbit_code': 33557812, 'n': 34, 'trace_an': 0}
-
id: 3361034
{'hecke_orbit_code': 33557812, 'n': 35, 'trace_an': 6}
-
id: 3361035
{'hecke_orbit_code': 33557812, 'n': 36, 'trace_an': 0}
-
id: 3361036
{'hecke_orbit_code': 33557812, 'n': 37, 'trace_an': -10}
-
id: 3361037
{'hecke_orbit_code': 33557812, 'n': 38, 'trace_an': 0}
-
id: 3361038
{'hecke_orbit_code': 33557812, 'n': 39, 'trace_an': 0}
-
id: 3361039
{'hecke_orbit_code': 33557812, 'n': 40, 'trace_an': 0}
-
id: 3361040
{'hecke_orbit_code': 33557812, 'n': 41, 'trace_an': -2}
-
id: 3361041
{'hecke_orbit_code': 33557812, 'n': 42, 'trace_an': 0}
-
id: 3361042
{'hecke_orbit_code': 33557812, 'n': 43, 'trace_an': 10}
-
id: 3361043
{'hecke_orbit_code': 33557812, 'n': 44, 'trace_an': 0}
-
id: 3361044
{'hecke_orbit_code': 33557812, 'n': 45, 'trace_an': -9}
-
id: 3361045
{'hecke_orbit_code': 33557812, 'n': 46, 'trace_an': 0}
-
id: 3361046
{'hecke_orbit_code': 33557812, 'n': 47, 'trace_an': 22}
-
id: 3361047
{'hecke_orbit_code': 33557812, 'n': 48, 'trace_an': 0}
-
id: 3361048
{'hecke_orbit_code': 33557812, 'n': 49, 'trace_an': 39}
-
id: 3361049
{'hecke_orbit_code': 33557812, 'n': 50, 'trace_an': 0}
-
id: 3361050
{'hecke_orbit_code': 33557812, 'n': 51, 'trace_an': 16}
-
id: 3361051
{'hecke_orbit_code': 33557812, 'n': 52, 'trace_an': 0}
-
id: 3361052
{'hecke_orbit_code': 33557812, 'n': 53, 'trace_an': 26}
-
id: 3361053
{'hecke_orbit_code': 33557812, 'n': 54, 'trace_an': 0}
-
id: 3361054
{'hecke_orbit_code': 33557812, 'n': 55, 'trace_an': 0}
-
id: 3361055
{'hecke_orbit_code': 33557812, 'n': 56, 'trace_an': 0}
-
id: 3361056
{'hecke_orbit_code': 33557812, 'n': 57, 'trace_an': 12}
-
id: 3361057
{'hecke_orbit_code': 33557812, 'n': 58, 'trace_an': 0}
-
id: 3361058
{'hecke_orbit_code': 33557812, 'n': 59, 'trace_an': 12}
-
id: 3361059
{'hecke_orbit_code': 33557812, 'n': 60, 'trace_an': 0}
-
id: 3361060
{'hecke_orbit_code': 33557812, 'n': 61, 'trace_an': -18}
-
id: 3361061
{'hecke_orbit_code': 33557812, 'n': 62, 'trace_an': 0}
-
id: 3361062
{'hecke_orbit_code': 33557812, 'n': 63, 'trace_an': 46}
-
id: 3361063
{'hecke_orbit_code': 33557812, 'n': 64, 'trace_an': 0}
-
id: 3361064
{'hecke_orbit_code': 33557812, 'n': 65, 'trace_an': 0}
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id: 3361960
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id: 3361961
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id: 3361962
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id: 3361963
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id: 3361964
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id: 3361965
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id: 3361966
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id: 3361967
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id: 3361968
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id: 3361969
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id: 3361970
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id: 3361971
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id: 3361972
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id: 3361973
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id: 3361974
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id: 3361975
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id: 3361976
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id: 3361977
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id: 3361978
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id: 3361979
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id: 3361980
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id: 3361981
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id: 3361982
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id: 3361983
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id: 3361984
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id: 3361985
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id: 3361986
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id: 3361987
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id: 3361988
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id: 3361989
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id: 3361990
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id: 3361991
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id: 3361992
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id: 3361993
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id: 3361994
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id: 3361995
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id: 3361996
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id: 3361997
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id: 3361998
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id: 3361999
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