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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1], [23, -1]], 2, 1], [[[2, 1], [5, 1], [23, -1]], 2, 1], [[[2, 1], [5, -1], [23, 1]], 2, 1], [[[2, -1], [5, 1], [23, 1]], 3, 1]], 'Nk2': 920, 'analytic_conductor': 1.836559246489449, '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': [230, 1, [47, 51], [1, 1]], 'conrey_indexes': [1], 'cusp_dim': 33, 'dim': 9, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554662, 'hecke_orbit_dims': [2, 2, 2, 3], 'label': '230.2.a', 'level': 230, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 23], 'level_radical': 230, 'mf_dim': 40, 'mf_new_dim': 9, 'num_forms': 4, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 72, 'trace_bound': 3, 'trace_display': [1, 4, -1, 8], 'traces': [9, 1, 4, 9, -1, 0, 8, 1, 17, -1, 0, 4, 6, 0, 4, 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-36, -13, 48, -35, 136, -30, -10, -40, 72, 8, 41, -2, -104, -80, 82, -40, -44, -1, 128, 130, 28, 30, -16, 0, -16, -40, 2, 26, -120, -40, -72, -4, 16, -24, -176, 44, 48, -80, 82, -48, 28, 0, -58, 160, 88, 24, -34, 48, -128, 4, -54, 48, 96, -14, 50, -40, 4, -22, -152, -22, 152, -16, 128, 14, 176, 13, -50, 24, -16, -34, -80, 32, -40, 88, 108, -46, 32, -32, -22, -24, -56, 1, 50, 58, -256, -16, 0, -68, 104, -34, 110, -57, -68, -80, -72, 112, -12, -32, 0, 138, -200, -10, -130, -56, 120, 48, -24, -56, 160, -13, 62, -24, -96, 6, -30, 64, -16, -32, -48, -16, -72, 32, 15, -62, -120, 20, 25, -152, 64, -22, -8, -6, -18, -96, 94, -72, -80, 8, -70, -8, 52, -32, 48, 88, -8, -24, 82, 122, 108, -8, -184, -88, -104, -46, -142, -12, 0, 24, -122, -64, -152, -12, 98, 245, 44, -52, -96, 40, -40, -8, 24, -18, -80, -32, -144, -112, 20, 0, -40, 66, -104, 17, -20, -168, -152, -6, -14, 28, -72, -96, -26, -8, -96, -48, -24, 74, -8, 18, -64, -24, 104, 9, -188, -98, 32, -132, 10, 120, -48, -26, -174, 48, 48, 42, -48, -8, -16, -58, 58, -40, -80, 40, 2, -72, -10, -28, 100, 72, -60, 96, 68, -8, -96, -8, -78, -126, -72, -24, 128, 48, 156, 4, 37, -84, 0, -86, -2, 8, -24, 53, 60, 58, 80, 20, -144, -152, -16, 10, -54, 0, -96, -41, 66, 44, 8, 4, -6, -36, 160, 24, -16, -32, 12, 0, 48, 128, 16, -32, -10, -68, 208, -1], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 160326
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '230.2.a', 'level': 230, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '23.2.a', 'sub_level': 23, 'sub_mult': 4, 'weight': 2}
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id: 160327
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '230.2.a', 'level': 230, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '46.2.a', 'sub_level': 46, 'sub_mult': 2, 'weight': 2}
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id: 160324
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '230.2.a', 'level': 230, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '115.2.a', 'sub_level': 115, 'sub_mult': 2, 'weight': 2}
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id: 160325
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '230.2.a', 'level': 230, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '230.2.a', 'sub_level': 230, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '230.2.a', 'level': 230, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 211000
{'hecke_orbit_code': 33554662, 'n': 1, 'trace_an': 9}
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id: 211001
{'hecke_orbit_code': 33554662, 'n': 2, 'trace_an': 1}
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id: 211002
{'hecke_orbit_code': 33554662, 'n': 3, 'trace_an': 4}
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id: 211003
{'hecke_orbit_code': 33554662, 'n': 4, 'trace_an': 9}
-
id: 211004
{'hecke_orbit_code': 33554662, 'n': 5, 'trace_an': -1}
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id: 211005
{'hecke_orbit_code': 33554662, 'n': 6, 'trace_an': 0}
-
id: 211006
{'hecke_orbit_code': 33554662, 'n': 7, 'trace_an': 8}
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id: 211007
{'hecke_orbit_code': 33554662, 'n': 8, 'trace_an': 1}
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id: 211008
{'hecke_orbit_code': 33554662, 'n': 9, 'trace_an': 17}
-
id: 211009
{'hecke_orbit_code': 33554662, 'n': 10, 'trace_an': -1}
-
id: 211010
{'hecke_orbit_code': 33554662, 'n': 11, 'trace_an': 0}
-
id: 211011
{'hecke_orbit_code': 33554662, 'n': 12, 'trace_an': 4}
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id: 211012
{'hecke_orbit_code': 33554662, 'n': 13, 'trace_an': 6}
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id: 211013
{'hecke_orbit_code': 33554662, 'n': 14, 'trace_an': 0}
-
id: 211014
{'hecke_orbit_code': 33554662, 'n': 15, 'trace_an': 4}
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id: 211015
{'hecke_orbit_code': 33554662, 'n': 16, 'trace_an': 9}
-
id: 211016
{'hecke_orbit_code': 33554662, 'n': 17, 'trace_an': -6}
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id: 211017
{'hecke_orbit_code': 33554662, 'n': 18, 'trace_an': -3}
-
id: 211018
{'hecke_orbit_code': 33554662, 'n': 19, 'trace_an': 8}
-
id: 211019
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id: 211920
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id: 211921
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id: 211922
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id: 211923
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id: 211924
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id: 211925
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id: 211926
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id: 211927
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id: 211928
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id: 211929
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id: 211930
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id: 211931
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id: 211932
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id: 211933
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id: 211934
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id: 211935
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id: 211936
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id: 211937
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id: 211938
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id: 211939
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id: 211940
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id: 211941
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id: 211942
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id: 211943
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id: 211944
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id: 211945
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id: 211946
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id: 211947
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id: 211948
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id: 211949
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id: 211950
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id: 211951
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id: 211952
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id: 211953
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id: 211954
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id: 211955
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id: 211956
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id: 211957
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id: 211958
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id: 211959
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id: 211960
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id: 211961
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id: 211962
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id: 211963
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id: 211964
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id: 211965
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id: 211966
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id: 211967
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id: 211968
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id: 211969
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id: 211970
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id: 211971
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id: 211972
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id: 211973
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id: 211974
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id: 211975
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id: 211976
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id: 211977
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id: 211978
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id: 211979
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id: 211980
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id: 211981
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id: 211982
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id: 211983
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id: 211984
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id: 211985
{'hecke_orbit_code': 33554662, 'n': 986, 'trace_an': -36}
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id: 211986
{'hecke_orbit_code': 33554662, 'n': 987, 'trace_an': 160}
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id: 211987
{'hecke_orbit_code': 33554662, 'n': 988, 'trace_an': 24}
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id: 211988
{'hecke_orbit_code': 33554662, 'n': 989, 'trace_an': -16}
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id: 211989
{'hecke_orbit_code': 33554662, 'n': 990, 'trace_an': -32}
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id: 211990
{'hecke_orbit_code': 33554662, 'n': 991, 'trace_an': 12}
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id: 211991
{'hecke_orbit_code': 33554662, 'n': 992, 'trace_an': 0}
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id: 211992
{'hecke_orbit_code': 33554662, 'n': 993, 'trace_an': 48}
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id: 211993
{'hecke_orbit_code': 33554662, 'n': 994, 'trace_an': 128}
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id: 211994
{'hecke_orbit_code': 33554662, 'n': 995, 'trace_an': 16}
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id: 211995
{'hecke_orbit_code': 33554662, 'n': 996, 'trace_an': -32}
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id: 211996
{'hecke_orbit_code': 33554662, 'n': 997, 'trace_an': -10}
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id: 211997
{'hecke_orbit_code': 33554662, 'n': 998, 'trace_an': -68}
-
id: 211998
{'hecke_orbit_code': 33554662, 'n': 999, 'trace_an': 208}
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id: 211999
{'hecke_orbit_code': 33554662, 'n': 1000, 'trace_an': -1}