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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, 1], [5, 1]], 15, 13], [[[2, -1], [5, -1]], 18, 9], [[[2, 1], [5, -1]], 22, 11], [[[2, -1], [5, 1]], 21, 15]], 'ALdims': [15, 22, 21, 18], 'Nk2': 12800, 'analytic_conductor': 25.552128646809724, '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': [3200, 1, [1151, 901, 2177], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 433, 'dim': 76, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 11, 13], 'hecke_orbit_code': 33557632, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3], 'label': '3200.2.a', 'level': 3200, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 528, 'mf_new_dim': 76, 'num_forms': 48, 'plus_dim': 33, 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mf_subspaces • Show schema
Hide schema
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id: 791333
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '80.2.a', 'sub_level': 80, 'sub_mult': 8, 'weight': 2}
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id: 791331
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, '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': 6, 'weight': 2}
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id: 791323
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, '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': 12, 'weight': 2}
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id: 791326
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, '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': 9, 'weight': 2}
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id: 791328
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 10, 'weight': 2}
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id: 791329
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '50.2.a', 'sub_level': 50, 'sub_mult': 7, 'weight': 2}
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id: 791318
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '100.2.a', 'sub_level': 100, 'sub_mult': 6, 'weight': 2}
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id: 791319
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, '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': 3, 'weight': 2}
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id: 791321
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '160.2.a', 'sub_level': 160, 'sub_mult': 6, 'weight': 2}
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id: 791322
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '200.2.a', 'sub_level': 200, 'sub_mult': 5, 'weight': 2}
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id: 791325
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '320.2.a', 'sub_level': 320, 'sub_mult': 4, 'weight': 2}
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id: 791327
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '400.2.a', 'sub_level': 400, 'sub_mult': 4, 'weight': 2}
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id: 791330
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '640.2.a', 'sub_level': 640, 'sub_mult': 2, 'weight': 2}
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id: 791332
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 19, 'sub_label': '800.2.a', 'sub_level': 800, 'sub_mult': 3, 'weight': 2}
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id: 791320
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 35, 'sub_label': '1600.2.a', 'sub_level': 1600, 'sub_mult': 2, 'weight': 2}
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id: 791324
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3200.2.a', 'level': 3200, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 76, 'sub_label': '3200.2.a', 'sub_level': 3200, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '3200.2.a', 'level': 3200, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 3181000
{'hecke_orbit_code': 33557632, 'n': 1, 'trace_an': 76}
-
id: 3181001
{'hecke_orbit_code': 33557632, 'n': 2, 'trace_an': 0}
-
id: 3181002
{'hecke_orbit_code': 33557632, 'n': 3, 'trace_an': 0}
-
id: 3181003
{'hecke_orbit_code': 33557632, 'n': 4, 'trace_an': 0}
-
id: 3181004
{'hecke_orbit_code': 33557632, 'n': 5, 'trace_an': 0}
-
id: 3181005
{'hecke_orbit_code': 33557632, 'n': 6, 'trace_an': 0}
-
id: 3181006
{'hecke_orbit_code': 33557632, 'n': 7, 'trace_an': 0}
-
id: 3181007
{'hecke_orbit_code': 33557632, 'n': 8, 'trace_an': 0}
-
id: 3181008
{'hecke_orbit_code': 33557632, 'n': 9, 'trace_an': 76}
-
id: 3181009
{'hecke_orbit_code': 33557632, 'n': 10, 'trace_an': 0}
-
id: 3181010
{'hecke_orbit_code': 33557632, 'n': 11, 'trace_an': 0}
-
id: 3181011
{'hecke_orbit_code': 33557632, 'n': 12, 'trace_an': 0}
-
id: 3181012
{'hecke_orbit_code': 33557632, 'n': 13, 'trace_an': 0}
-
id: 3181013
{'hecke_orbit_code': 33557632, 'n': 14, 'trace_an': 0}
-
id: 3181014
{'hecke_orbit_code': 33557632, 'n': 15, 'trace_an': 0}
-
id: 3181015
{'hecke_orbit_code': 33557632, 'n': 16, 'trace_an': 0}
-
id: 3181016
{'hecke_orbit_code': 33557632, 'n': 17, 'trace_an': 8}
-
id: 3181017
{'hecke_orbit_code': 33557632, 'n': 18, 'trace_an': 0}
-
id: 3181018
{'hecke_orbit_code': 33557632, 'n': 19, 'trace_an': 0}
-
id: 3181019
{'hecke_orbit_code': 33557632, 'n': 20, 'trace_an': 0}
-
id: 3181020
{'hecke_orbit_code': 33557632, 'n': 21, 'trace_an': 0}
-
id: 3181021
{'hecke_orbit_code': 33557632, 'n': 22, 'trace_an': 0}
-
id: 3181022
{'hecke_orbit_code': 33557632, 'n': 23, 'trace_an': 0}
-
id: 3181023
{'hecke_orbit_code': 33557632, 'n': 24, 'trace_an': 0}
-
id: 3181024
{'hecke_orbit_code': 33557632, 'n': 25, 'trace_an': 0}
-
id: 3181025
{'hecke_orbit_code': 33557632, 'n': 26, 'trace_an': 0}
-
id: 3181026
{'hecke_orbit_code': 33557632, 'n': 27, 'trace_an': 0}
-
id: 3181027
{'hecke_orbit_code': 33557632, 'n': 28, 'trace_an': 0}
-
id: 3181028
{'hecke_orbit_code': 33557632, 'n': 29, 'trace_an': 0}
-
id: 3181029
{'hecke_orbit_code': 33557632, 'n': 30, 'trace_an': 0}
-
id: 3181030
{'hecke_orbit_code': 33557632, 'n': 31, 'trace_an': 0}
-
id: 3181031
{'hecke_orbit_code': 33557632, 'n': 32, 'trace_an': 0}
-
id: 3181032
{'hecke_orbit_code': 33557632, 'n': 33, 'trace_an': -16}
-
id: 3181033
{'hecke_orbit_code': 33557632, 'n': 34, 'trace_an': 0}
-
id: 3181034
{'hecke_orbit_code': 33557632, 'n': 35, 'trace_an': 0}
-
id: 3181035
{'hecke_orbit_code': 33557632, 'n': 36, 'trace_an': 0}
-
id: 3181036
{'hecke_orbit_code': 33557632, 'n': 37, 'trace_an': 0}
-
id: 3181037
{'hecke_orbit_code': 33557632, 'n': 38, 'trace_an': 0}
-
id: 3181038
{'hecke_orbit_code': 33557632, 'n': 39, 'trace_an': 0}
-
id: 3181039
{'hecke_orbit_code': 33557632, 'n': 40, 'trace_an': 0}
-
id: 3181040
{'hecke_orbit_code': 33557632, 'n': 41, 'trace_an': -8}
-
id: 3181041
{'hecke_orbit_code': 33557632, 'n': 42, 'trace_an': 0}
-
id: 3181042
{'hecke_orbit_code': 33557632, 'n': 43, 'trace_an': 0}
-
id: 3181043
{'hecke_orbit_code': 33557632, 'n': 44, 'trace_an': 0}
-
id: 3181044
{'hecke_orbit_code': 33557632, 'n': 45, 'trace_an': 0}
-
id: 3181045
{'hecke_orbit_code': 33557632, 'n': 46, 'trace_an': 0}
-
id: 3181046
{'hecke_orbit_code': 33557632, 'n': 47, 'trace_an': 0}
-
id: 3181047
{'hecke_orbit_code': 33557632, 'n': 48, 'trace_an': 0}
-
id: 3181048
{'hecke_orbit_code': 33557632, 'n': 49, 'trace_an': 108}
-
id: 3181049
{'hecke_orbit_code': 33557632, 'n': 50, 'trace_an': 0}
-
id: 3181050
{'hecke_orbit_code': 33557632, 'n': 51, 'trace_an': 0}
-
id: 3181051
{'hecke_orbit_code': 33557632, 'n': 52, 'trace_an': 0}
-
id: 3181052
{'hecke_orbit_code': 33557632, 'n': 53, 'trace_an': 0}
-
id: 3181053
{'hecke_orbit_code': 33557632, 'n': 54, 'trace_an': 0}
-
id: 3181054
{'hecke_orbit_code': 33557632, 'n': 55, 'trace_an': 0}
-
id: 3181055
{'hecke_orbit_code': 33557632, 'n': 56, 'trace_an': 0}
-
id: 3181056
{'hecke_orbit_code': 33557632, 'n': 57, 'trace_an': 16}
-
id: 3181057
{'hecke_orbit_code': 33557632, 'n': 58, 'trace_an': 0}
-
id: 3181058
{'hecke_orbit_code': 33557632, 'n': 59, 'trace_an': 0}
-
id: 3181059
{'hecke_orbit_code': 33557632, 'n': 60, 'trace_an': 0}
-
id: 3181060
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id: 3181958
{'hecke_orbit_code': 33557632, 'n': 959, 'trace_an': 0}
-
id: 3181959
{'hecke_orbit_code': 33557632, 'n': 960, 'trace_an': 0}
-
id: 3181960
{'hecke_orbit_code': 33557632, 'n': 961, 'trace_an': 204}
-
id: 3181961
{'hecke_orbit_code': 33557632, 'n': 962, 'trace_an': 0}
-
id: 3181962
{'hecke_orbit_code': 33557632, 'n': 963, 'trace_an': 0}
-
id: 3181963
{'hecke_orbit_code': 33557632, 'n': 964, 'trace_an': 0}
-
id: 3181964
{'hecke_orbit_code': 33557632, 'n': 965, 'trace_an': 0}
-
id: 3181965
{'hecke_orbit_code': 33557632, 'n': 966, 'trace_an': 0}
-
id: 3181966
{'hecke_orbit_code': 33557632, 'n': 967, 'trace_an': 0}
-
id: 3181967
{'hecke_orbit_code': 33557632, 'n': 968, 'trace_an': 0}
-
id: 3181968
{'hecke_orbit_code': 33557632, 'n': 969, 'trace_an': -704}
-
id: 3181969
{'hecke_orbit_code': 33557632, 'n': 970, 'trace_an': 0}
-
id: 3181970
{'hecke_orbit_code': 33557632, 'n': 971, 'trace_an': 0}
-
id: 3181971
{'hecke_orbit_code': 33557632, 'n': 972, 'trace_an': 0}
-
id: 3181972
{'hecke_orbit_code': 33557632, 'n': 973, 'trace_an': 0}
-
id: 3181973
{'hecke_orbit_code': 33557632, 'n': 974, 'trace_an': 0}
-
id: 3181974
{'hecke_orbit_code': 33557632, 'n': 975, 'trace_an': 0}
-
id: 3181975
{'hecke_orbit_code': 33557632, 'n': 976, 'trace_an': 0}
-
id: 3181976
{'hecke_orbit_code': 33557632, 'n': 977, 'trace_an': -56}
-
id: 3181977
{'hecke_orbit_code': 33557632, 'n': 978, 'trace_an': 0}
-
id: 3181978
{'hecke_orbit_code': 33557632, 'n': 979, 'trace_an': 0}
-
id: 3181979
{'hecke_orbit_code': 33557632, 'n': 980, 'trace_an': 0}
-
id: 3181980
{'hecke_orbit_code': 33557632, 'n': 981, 'trace_an': 0}
-
id: 3181981
{'hecke_orbit_code': 33557632, 'n': 982, 'trace_an': 0}
-
id: 3181982
{'hecke_orbit_code': 33557632, 'n': 983, 'trace_an': 0}
-
id: 3181983
{'hecke_orbit_code': 33557632, 'n': 984, 'trace_an': 0}
-
id: 3181984
{'hecke_orbit_code': 33557632, 'n': 985, 'trace_an': 0}
-
id: 3181985
{'hecke_orbit_code': 33557632, 'n': 986, 'trace_an': 0}
-
id: 3181986
{'hecke_orbit_code': 33557632, 'n': 987, 'trace_an': 0}
-
id: 3181987
{'hecke_orbit_code': 33557632, 'n': 988, 'trace_an': 0}
-
id: 3181988
{'hecke_orbit_code': 33557632, 'n': 989, 'trace_an': 0}
-
id: 3181989
{'hecke_orbit_code': 33557632, 'n': 990, 'trace_an': 0}
-
id: 3181990
{'hecke_orbit_code': 33557632, 'n': 991, 'trace_an': 0}
-
id: 3181991
{'hecke_orbit_code': 33557632, 'n': 992, 'trace_an': 0}
-
id: 3181992
{'hecke_orbit_code': 33557632, 'n': 993, 'trace_an': -464}
-
id: 3181993
{'hecke_orbit_code': 33557632, 'n': 994, 'trace_an': 0}
-
id: 3181994
{'hecke_orbit_code': 33557632, 'n': 995, 'trace_an': 0}
-
id: 3181995
{'hecke_orbit_code': 33557632, 'n': 996, 'trace_an': 0}
-
id: 3181996
{'hecke_orbit_code': 33557632, 'n': 997, 'trace_an': 0}
-
id: 3181997
{'hecke_orbit_code': 33557632, 'n': 998, 'trace_an': 0}
-
id: 3181998
{'hecke_orbit_code': 33557632, 'n': 999, 'trace_an': 0}
-
id: 3181999
{'hecke_orbit_code': 33557632, 'n': 1000, 'trace_an': 0}