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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, -1], [3, -1]], 12, 4], [[[2, 1], [3, -1]], 20, 6], [[[2, -1], [3, 1]], 16, 5], [[[2, 1], [3, 1]], 16, 5]], 'ALdims': [16, 20, 16, 12], 'Nk2': 12288, 'analytic_conductor': 24.530043500937335, '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': [3072, 1, [2047, 2053, 1025], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 465, 'dim': 64, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11, 19], 'hecke_orbit_code': 33557504, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4], 'label': '3072.2.a', 'level': 3072, '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': 560, 'mf_new_dim': 64, 'num_forms': 20, 'plus_dim': 28, 'prim_orbit_index': 1, 'relative_dim': 64, 'sturm_bound': 1024, 'trace_bound': 17, 'trace_display': 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mf_subspaces • Show schema
Hide schema
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id: 768860
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, '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': 8, 'weight': 2}
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id: 768863
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, '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': 12, 'weight': 2}
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id: 768865
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, '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': 7, 'weight': 2}
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id: 768867
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, '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': 10, 'weight': 2}
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id: 768869
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, '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': 6, 'weight': 2}
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id: 768857
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, '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': 8, 'weight': 2}
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id: 768859
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, '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': 5, 'weight': 2}
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id: 768861
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '256.2.a', 'sub_level': 256, 'sub_mult': 6, 'weight': 2}
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id: 768864
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, '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': 4, 'weight': 2}
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id: 768866
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '512.2.a', 'sub_level': 512, 'sub_mult': 4, 'weight': 2}
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id: 768868
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '768.2.a', 'sub_level': 768, 'sub_mult': 3, 'weight': 2}
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id: 768856
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 28, 'sub_label': '1024.2.a', 'sub_level': 1024, 'sub_mult': 2, 'weight': 2}
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id: 768858
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '1536.2.a', 'sub_level': 1536, 'sub_mult': 2, 'weight': 2}
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id: 768862
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3072.2.a', 'level': 3072, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 64, 'sub_label': '3072.2.a', 'sub_level': 3072, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '3072.2.a', 'level': 3072, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 3053000
{'hecke_orbit_code': 33557504, 'n': 1, 'trace_an': 64}
-
id: 3053001
{'hecke_orbit_code': 33557504, 'n': 2, 'trace_an': 0}
-
id: 3053002
{'hecke_orbit_code': 33557504, 'n': 3, 'trace_an': 0}
-
id: 3053003
{'hecke_orbit_code': 33557504, 'n': 4, 'trace_an': 0}
-
id: 3053004
{'hecke_orbit_code': 33557504, 'n': 5, 'trace_an': 0}
-
id: 3053005
{'hecke_orbit_code': 33557504, 'n': 6, 'trace_an': 0}
-
id: 3053006
{'hecke_orbit_code': 33557504, 'n': 7, 'trace_an': 0}
-
id: 3053007
{'hecke_orbit_code': 33557504, 'n': 8, 'trace_an': 0}
-
id: 3053008
{'hecke_orbit_code': 33557504, 'n': 9, 'trace_an': 64}
-
id: 3053009
{'hecke_orbit_code': 33557504, 'n': 10, 'trace_an': 0}
-
id: 3053010
{'hecke_orbit_code': 33557504, 'n': 11, 'trace_an': 0}
-
id: 3053011
{'hecke_orbit_code': 33557504, 'n': 12, 'trace_an': 0}
-
id: 3053012
{'hecke_orbit_code': 33557504, 'n': 13, 'trace_an': 0}
-
id: 3053013
{'hecke_orbit_code': 33557504, 'n': 14, 'trace_an': 0}
-
id: 3053014
{'hecke_orbit_code': 33557504, 'n': 15, 'trace_an': 0}
-
id: 3053015
{'hecke_orbit_code': 33557504, 'n': 16, 'trace_an': 0}
-
id: 3053016
{'hecke_orbit_code': 33557504, 'n': 17, 'trace_an': 0}
-
id: 3053017
{'hecke_orbit_code': 33557504, 'n': 18, 'trace_an': 0}
-
id: 3053018
{'hecke_orbit_code': 33557504, 'n': 19, 'trace_an': 0}
-
id: 3053019
{'hecke_orbit_code': 33557504, 'n': 20, 'trace_an': 0}
-
id: 3053020
{'hecke_orbit_code': 33557504, 'n': 21, 'trace_an': 0}
-
id: 3053021
{'hecke_orbit_code': 33557504, 'n': 22, 'trace_an': 0}
-
id: 3053022
{'hecke_orbit_code': 33557504, 'n': 23, 'trace_an': 0}
-
id: 3053023
{'hecke_orbit_code': 33557504, 'n': 24, 'trace_an': 0}
-
id: 3053024
{'hecke_orbit_code': 33557504, 'n': 25, 'trace_an': 64}
-
id: 3053025
{'hecke_orbit_code': 33557504, 'n': 26, 'trace_an': 0}
-
id: 3053026
{'hecke_orbit_code': 33557504, 'n': 27, 'trace_an': 0}
-
id: 3053027
{'hecke_orbit_code': 33557504, 'n': 28, 'trace_an': 0}
-
id: 3053028
{'hecke_orbit_code': 33557504, 'n': 29, 'trace_an': 0}
-
id: 3053029
{'hecke_orbit_code': 33557504, 'n': 30, 'trace_an': 0}
-
id: 3053030
{'hecke_orbit_code': 33557504, 'n': 31, 'trace_an': 0}
-
id: 3053031
{'hecke_orbit_code': 33557504, 'n': 32, 'trace_an': 0}
-
id: 3053032
{'hecke_orbit_code': 33557504, 'n': 33, 'trace_an': 0}
-
id: 3053033
{'hecke_orbit_code': 33557504, 'n': 34, 'trace_an': 0}
-
id: 3053034
{'hecke_orbit_code': 33557504, 'n': 35, 'trace_an': 0}
-
id: 3053035
{'hecke_orbit_code': 33557504, 'n': 36, 'trace_an': 0}
-
id: 3053036
{'hecke_orbit_code': 33557504, 'n': 37, 'trace_an': 0}
-
id: 3053037
{'hecke_orbit_code': 33557504, 'n': 38, 'trace_an': 0}
-
id: 3053038
{'hecke_orbit_code': 33557504, 'n': 39, 'trace_an': 0}
-
id: 3053039
{'hecke_orbit_code': 33557504, 'n': 40, 'trace_an': 0}
-
id: 3053040
{'hecke_orbit_code': 33557504, 'n': 41, 'trace_an': 0}
-
id: 3053041
{'hecke_orbit_code': 33557504, 'n': 42, 'trace_an': 0}
-
id: 3053042
{'hecke_orbit_code': 33557504, 'n': 43, 'trace_an': 0}
-
id: 3053043
{'hecke_orbit_code': 33557504, 'n': 44, 'trace_an': 0}
-
id: 3053044
{'hecke_orbit_code': 33557504, 'n': 45, 'trace_an': 0}
-
id: 3053045
{'hecke_orbit_code': 33557504, 'n': 46, 'trace_an': 0}
-
id: 3053046
{'hecke_orbit_code': 33557504, 'n': 47, 'trace_an': 0}
-
id: 3053047
{'hecke_orbit_code': 33557504, 'n': 48, 'trace_an': 0}
-
id: 3053048
{'hecke_orbit_code': 33557504, 'n': 49, 'trace_an': 64}
-
id: 3053049
{'hecke_orbit_code': 33557504, 'n': 50, 'trace_an': 0}
-
id: 3053050
{'hecke_orbit_code': 33557504, 'n': 51, 'trace_an': 0}
-
id: 3053051
{'hecke_orbit_code': 33557504, 'n': 52, 'trace_an': 0}
-
id: 3053052
{'hecke_orbit_code': 33557504, 'n': 53, 'trace_an': 0}
-
id: 3053053
{'hecke_orbit_code': 33557504, 'n': 54, 'trace_an': 0}
-
id: 3053054
{'hecke_orbit_code': 33557504, 'n': 55, 'trace_an': 0}
-
id: 3053055
{'hecke_orbit_code': 33557504, 'n': 56, 'trace_an': 0}
-
id: 3053056
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id: 3053956
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id: 3053958
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id: 3053959
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id: 3053960
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id: 3053961
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id: 3053962
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id: 3053963
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id: 3053964
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id: 3053965
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id: 3053966
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id: 3053967
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id: 3053968
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id: 3053969
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id: 3053970
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id: 3053971
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id: 3053972
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id: 3053973
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id: 3053974
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id: 3053975
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id: 3053976
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id: 3053977
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id: 3053978
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id: 3053979
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id: 3053980
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id: 3053981
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id: 3053982
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id: 3053983
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id: 3053984
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id: 3053985
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id: 3053986
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id: 3053987
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id: 3053988
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id: 3053989
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id: 3053990
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id: 3053991
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id: 3053992
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id: 3053993
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id: 3053994
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id: 3053995
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id: 3053996
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id: 3053997
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id: 3053998
{'hecke_orbit_code': 33557504, 'n': 999, 'trace_an': 0}
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id: 3053999
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