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mf_newspaces • Show schema
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{'Nk2': 975, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.48658838731717735, 'char_conductor': 39, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 27, 'char_orbit_label': 'ba', 'char_order': 6, 'char_parity': -1, 'char_values': [975, 6, [326, 352, 301], [3, 6, 4]], 'conrey_index': 776, 'cusp_dim': 4, 'dihedral_dim': 4, 'dim': 4, 'eis_dim': 24, 'eis_new_dim': 12, 'hecke_orbit_code': 1786723173327, 'hecke_orbit_dims': [2, 2], 'label': '975.1.ba', 'level': 975, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'mf_dim': 28, 'mf_new_dim': 16, 'num_forms': 2, 'prim_orbit_index': 9, 'relative_dim': 2, 's4_dim': 0, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, -2, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, -2, 0, 0, 2, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, -2, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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mf_subspaces • Show schema
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{'char_orbit_index': 27, 'char_orbit_label': 'ba', 'conrey_index': 776, 'conrey_indexes': [776, 926], 'label': '975.1.ba', 'level': 975, 'sub_char_orbit_index': 27, 'sub_char_orbit_label': 'ba', 'sub_conrey_index': 776, 'sub_conrey_indexes': [776, 926], 'sub_dim': 4, 'sub_label': '975.1.ba', 'sub_level': 975, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 27, 'label': '975.1.ba', 'level': 975, 'portrait': 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', 'weight': 1}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 179507000
{'hecke_orbit_code': 1786723173327, 'n': 1, 'trace_an': 4}
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id: 179507001
{'hecke_orbit_code': 1786723173327, 'n': 2, 'trace_an': 0}
-
id: 179507002
{'hecke_orbit_code': 1786723173327, 'n': 3, 'trace_an': 0}
-
id: 179507003
{'hecke_orbit_code': 1786723173327, 'n': 4, 'trace_an': -2}
-
id: 179507004
{'hecke_orbit_code': 1786723173327, 'n': 5, 'trace_an': 0}
-
id: 179507005
{'hecke_orbit_code': 1786723173327, 'n': 6, 'trace_an': 0}
-
id: 179507006
{'hecke_orbit_code': 1786723173327, 'n': 7, 'trace_an': 0}
-
id: 179507007
{'hecke_orbit_code': 1786723173327, 'n': 8, 'trace_an': 0}
-
id: 179507008
{'hecke_orbit_code': 1786723173327, 'n': 9, 'trace_an': -2}
-
id: 179507009
{'hecke_orbit_code': 1786723173327, 'n': 10, 'trace_an': 0}
-
id: 179507010
{'hecke_orbit_code': 1786723173327, 'n': 11, 'trace_an': 0}
-
id: 179507011
{'hecke_orbit_code': 1786723173327, 'n': 12, 'trace_an': 0}
-
id: 179507012
{'hecke_orbit_code': 1786723173327, 'n': 13, 'trace_an': 0}
-
id: 179507013
{'hecke_orbit_code': 1786723173327, 'n': 14, 'trace_an': 0}
-
id: 179507014
{'hecke_orbit_code': 1786723173327, 'n': 15, 'trace_an': 0}
-
id: 179507015
{'hecke_orbit_code': 1786723173327, 'n': 16, 'trace_an': -2}
-
id: 179507016
{'hecke_orbit_code': 1786723173327, 'n': 17, 'trace_an': 0}
-
id: 179507017
{'hecke_orbit_code': 1786723173327, 'n': 18, 'trace_an': 0}
-
id: 179507018
{'hecke_orbit_code': 1786723173327, 'n': 19, 'trace_an': 2}
-
id: 179507019
{'hecke_orbit_code': 1786723173327, 'n': 20, 'trace_an': 0}
-
id: 179507020
{'hecke_orbit_code': 1786723173327, 'n': 21, 'trace_an': -4}
-
id: 179507021
{'hecke_orbit_code': 1786723173327, 'n': 22, 'trace_an': 0}
-
id: 179507022
{'hecke_orbit_code': 1786723173327, 'n': 23, 'trace_an': 0}
-
id: 179507023
{'hecke_orbit_code': 1786723173327, 'n': 24, 'trace_an': 0}
-
id: 179507024
{'hecke_orbit_code': 1786723173327, 'n': 25, 'trace_an': 0}
-
id: 179507025
{'hecke_orbit_code': 1786723173327, 'n': 26, 'trace_an': 0}
-
id: 179507026
{'hecke_orbit_code': 1786723173327, 'n': 27, 'trace_an': 0}
-
id: 179507027
{'hecke_orbit_code': 1786723173327, 'n': 28, 'trace_an': 0}
-
id: 179507028
{'hecke_orbit_code': 1786723173327, 'n': 29, 'trace_an': 0}
-
id: 179507029
{'hecke_orbit_code': 1786723173327, 'n': 30, 'trace_an': 0}
-
id: 179507030
{'hecke_orbit_code': 1786723173327, 'n': 31, 'trace_an': 8}
-
id: 179507031
{'hecke_orbit_code': 1786723173327, 'n': 32, 'trace_an': 0}
-
id: 179507032
{'hecke_orbit_code': 1786723173327, 'n': 33, 'trace_an': 0}
-
id: 179507033
{'hecke_orbit_code': 1786723173327, 'n': 34, 'trace_an': 0}
-
id: 179507034
{'hecke_orbit_code': 1786723173327, 'n': 35, 'trace_an': 0}
-
id: 179507035
{'hecke_orbit_code': 1786723173327, 'n': 36, 'trace_an': -2}
-
id: 179507036
{'hecke_orbit_code': 1786723173327, 'n': 37, 'trace_an': 0}
-
id: 179507037
{'hecke_orbit_code': 1786723173327, 'n': 38, 'trace_an': 0}
-
id: 179507038
{'hecke_orbit_code': 1786723173327, 'n': 39, 'trace_an': -2}
-
id: 179507039
{'hecke_orbit_code': 1786723173327, 'n': 40, 'trace_an': 0}
-
id: 179507040
{'hecke_orbit_code': 1786723173327, 'n': 41, 'trace_an': 0}
-
id: 179507041
{'hecke_orbit_code': 1786723173327, 'n': 42, 'trace_an': 0}
-
id: 179507042
{'hecke_orbit_code': 1786723173327, 'n': 43, 'trace_an': 0}
-
id: 179507043
{'hecke_orbit_code': 1786723173327, 'n': 44, 'trace_an': 0}
-
id: 179507044
{'hecke_orbit_code': 1786723173327, 'n': 45, 'trace_an': 0}
-
id: 179507045
{'hecke_orbit_code': 1786723173327, 'n': 46, 'trace_an': 0}
-
id: 179507046
{'hecke_orbit_code': 1786723173327, 'n': 47, 'trace_an': 0}
-
id: 179507047
{'hecke_orbit_code': 1786723173327, 'n': 48, 'trace_an': 0}
-
id: 179507048
{'hecke_orbit_code': 1786723173327, 'n': 49, 'trace_an': 0}
-
id: 179507049
{'hecke_orbit_code': 1786723173327, 'n': 50, 'trace_an': 0}
-
id: 179507050
{'hecke_orbit_code': 1786723173327, 'n': 51, 'trace_an': 0}
-
id: 179507051
{'hecke_orbit_code': 1786723173327, 'n': 52, 'trace_an': 0}
-
id: 179507052
{'hecke_orbit_code': 1786723173327, 'n': 53, 'trace_an': 0}
-
id: 179507053
{'hecke_orbit_code': 1786723173327, 'n': 54, 'trace_an': 0}
-
id: 179507054
{'hecke_orbit_code': 1786723173327, 'n': 55, 'trace_an': 0}
-
id: 179507055
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id: 179507897
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id: 179507900
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id: 179507901
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id: 179507902
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id: 179507903
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id: 179507904
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id: 179507905
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id: 179507906
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id: 179507907
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id: 179507908
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id: 179507909
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id: 179507910
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id: 179507911
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id: 179507912
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id: 179507913
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id: 179507914
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id: 179507915
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id: 179507916
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id: 179507917
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id: 179507918
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id: 179507919
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id: 179507920
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id: 179507921
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id: 179507922
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id: 179507923
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id: 179507924
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id: 179507925
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id: 179507926
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id: 179507927
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id: 179507928
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id: 179507929
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id: 179507930
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id: 179507931
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id: 179507932
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id: 179507933
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id: 179507934
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id: 179507935
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id: 179507936
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id: 179507937
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id: 179507938
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id: 179507939
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id: 179507940
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id: 179507941
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id: 179507942
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id: 179507943
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id: 179507944
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id: 179507945
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id: 179507946
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id: 179507947
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id: 179507948
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id: 179507949
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id: 179507950
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id: 179507951
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id: 179507952
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id: 179507953
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id: 179507954
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id: 179507955
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id: 179507956
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id: 179507957
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id: 179507958
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id: 179507959
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id: 179507960
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id: 179507961
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id: 179507962
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id: 179507963
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id: 179507964
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id: 179507965
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id: 179507966
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id: 179507967
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id: 179507968
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id: 179507969
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id: 179507970
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id: 179507971
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id: 179507972
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id: 179507973
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id: 179507974
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id: 179507975
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id: 179507976
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id: 179507977
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id: 179507978
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id: 179507979
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id: 179507980
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id: 179507981
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id: 179507982
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id: 179507983
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id: 179507984
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id: 179507985
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id: 179507986
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id: 179507987
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id: 179507988
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id: 179507989
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id: 179507990
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id: 179507991
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id: 179507992
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id: 179507993
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id: 179507994
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id: 179507995
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id: 179507996
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id: 179507997
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id: 179507998
{'hecke_orbit_code': 1786723173327, 'n': 999, 'trace_an': -4}
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id: 179507999
{'hecke_orbit_code': 1786723173327, 'n': 1000, 'trace_an': 0}