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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1], [13, -1]], 15, 4], [[[3, -1], [7, -1], [13, 1]], 6, 4], [[[3, 1], [7, 1], [13, 1]], 7, 2], [[[3, 1], [7, -1], [13, -1]], 9, 5], [[[3, -1], [7, 1], [13, 1]], 15, 3], [[[3, -1], [7, 1], [13, -1]], 5, 2], [[[3, 1], [7, 1], [13, -1]], 13, 2], [[[3, 1], [7, -1], [13, 1]], 12, 3]], 'ALdims': [7, 13, 12, 9, 15, 5, 6, 15], 'Nk2': 7644, 'analytic_conductor': 15.259411826266682, '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': [1911, 1, [638, 1522, 1471], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 245, 'dim': 82, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 33556343, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 5, 5, 5, 5, 10, 10], 'label': '1911.2.a', 'level': 1911, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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-432, 1624, 128, -88, -208, -28, 0, 224, 192, -440, 160, -364, 72, 0, 20, 712, 152, -392], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 547867
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1911.2.a', 'level': 1911, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 4, 'weight': 2}
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id: 547869
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1911.2.a', 'level': 1911, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '39.2.a', 'sub_level': 39, 'sub_mult': 3, 'weight': 2}
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id: 547870
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1911.2.a', 'level': 1911, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 4, 'weight': 2}
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id: 547872
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1911.2.a', 'level': 1911, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '91.2.a', 'sub_level': 91, 'sub_mult': 4, 'weight': 2}
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id: 547865
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1911.2.a', 'level': 1911, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '147.2.a', 'sub_level': 147, 'sub_mult': 2, 'weight': 2}
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id: 547868
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1911.2.a', 'level': 1911, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '273.2.a', 'sub_level': 273, 'sub_mult': 2, 'weight': 2}
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id: 547871
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1911.2.a', 'level': 1911, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 41, 'sub_label': '637.2.a', 'sub_level': 637, 'sub_mult': 2, 'weight': 2}
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id: 547866
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1911.2.a', 'level': 1911, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 82, 'sub_label': '1911.2.a', 'sub_level': 1911, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1911.2.a', 'level': 1911, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1892000
{'hecke_orbit_code': 33556343, 'n': 1, 'trace_an': 82}
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id: 1892001
{'hecke_orbit_code': 33556343, 'n': 2, 'trace_an': 4}
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id: 1892002
{'hecke_orbit_code': 33556343, 'n': 3, 'trace_an': 0}
-
id: 1892003
{'hecke_orbit_code': 33556343, 'n': 4, 'trace_an': 82}
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id: 1892004
{'hecke_orbit_code': 33556343, 'n': 5, 'trace_an': 4}
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id: 1892005
{'hecke_orbit_code': 33556343, 'n': 6, 'trace_an': -2}
-
id: 1892006
{'hecke_orbit_code': 33556343, 'n': 7, 'trace_an': 0}
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id: 1892007
{'hecke_orbit_code': 33556343, 'n': 8, 'trace_an': 24}
-
id: 1892008
{'hecke_orbit_code': 33556343, 'n': 9, 'trace_an': 82}
-
id: 1892009
{'hecke_orbit_code': 33556343, 'n': 10, 'trace_an': 8}
-
id: 1892010
{'hecke_orbit_code': 33556343, 'n': 11, 'trace_an': 12}
-
id: 1892011
{'hecke_orbit_code': 33556343, 'n': 12, 'trace_an': -4}
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id: 1892012
{'hecke_orbit_code': 33556343, 'n': 13, 'trace_an': 2}
-
id: 1892013
{'hecke_orbit_code': 33556343, 'n': 14, 'trace_an': 0}
-
id: 1892014
{'hecke_orbit_code': 33556343, 'n': 15, 'trace_an': 0}
-
id: 1892015
{'hecke_orbit_code': 33556343, 'n': 16, 'trace_an': 78}
-
id: 1892016
{'hecke_orbit_code': 33556343, 'n': 17, 'trace_an': 4}
-
id: 1892017
{'hecke_orbit_code': 33556343, 'n': 18, 'trace_an': 4}
-
id: 1892018
{'hecke_orbit_code': 33556343, 'n': 19, 'trace_an': -4}
-
id: 1892019
{'hecke_orbit_code': 33556343, 'n': 20, 'trace_an': 28}
-
id: 1892020
{'hecke_orbit_code': 33556343, 'n': 21, 'trace_an': 0}
-
id: 1892021
{'hecke_orbit_code': 33556343, 'n': 22, 'trace_an': 20}
-
id: 1892022
{'hecke_orbit_code': 33556343, 'n': 23, 'trace_an': 24}
-
id: 1892023
{'hecke_orbit_code': 33556343, 'n': 24, 'trace_an': -6}
-
id: 1892024
{'hecke_orbit_code': 33556343, 'n': 25, 'trace_an': 110}
-
id: 1892025
{'hecke_orbit_code': 33556343, 'n': 26, 'trace_an': 0}
-
id: 1892026
{'hecke_orbit_code': 33556343, 'n': 27, 'trace_an': 0}
-
id: 1892027
{'hecke_orbit_code': 33556343, 'n': 28, 'trace_an': 0}
-
id: 1892028
{'hecke_orbit_code': 33556343, 'n': 29, 'trace_an': 28}
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id: 1892923
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id: 1892924
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id: 1892925
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id: 1892926
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id: 1892927
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id: 1892928
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id: 1892929
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id: 1892930
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id: 1892931
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id: 1892932
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id: 1892933
{'hecke_orbit_code': 33556343, 'n': 934, 'trace_an': 144}
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id: 1892934
{'hecke_orbit_code': 33556343, 'n': 935, 'trace_an': -568}
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id: 1892935
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id: 1892936
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id: 1892937
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id: 1892938
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id: 1892939
{'hecke_orbit_code': 33556343, 'n': 940, 'trace_an': -320}
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id: 1892940
{'hecke_orbit_code': 33556343, 'n': 941, 'trace_an': 36}
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id: 1892941
{'hecke_orbit_code': 33556343, 'n': 942, 'trace_an': 180}
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id: 1892942
{'hecke_orbit_code': 33556343, 'n': 943, 'trace_an': 16}
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id: 1892943
{'hecke_orbit_code': 33556343, 'n': 944, 'trace_an': 28}
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id: 1892944
{'hecke_orbit_code': 33556343, 'n': 945, 'trace_an': 0}
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id: 1892945
{'hecke_orbit_code': 33556343, 'n': 946, 'trace_an': 240}
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id: 1892946
{'hecke_orbit_code': 33556343, 'n': 947, 'trace_an': -204}
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id: 1892947
{'hecke_orbit_code': 33556343, 'n': 948, 'trace_an': -248}
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id: 1892948
{'hecke_orbit_code': 33556343, 'n': 949, 'trace_an': 52}
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id: 1892949
{'hecke_orbit_code': 33556343, 'n': 950, 'trace_an': -132}
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id: 1892950
{'hecke_orbit_code': 33556343, 'n': 951, 'trace_an': 80}
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id: 1892951
{'hecke_orbit_code': 33556343, 'n': 952, 'trace_an': 0}
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id: 1892952
{'hecke_orbit_code': 33556343, 'n': 953, 'trace_an': -196}
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id: 1892953
{'hecke_orbit_code': 33556343, 'n': 954, 'trace_an': -128}
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id: 1892954
{'hecke_orbit_code': 33556343, 'n': 955, 'trace_an': 144}
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id: 1892955
{'hecke_orbit_code': 33556343, 'n': 956, 'trace_an': -428}
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id: 1892956
{'hecke_orbit_code': 33556343, 'n': 957, 'trace_an': -72}
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id: 1892957
{'hecke_orbit_code': 33556343, 'n': 958, 'trace_an': 276}
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id: 1892958
{'hecke_orbit_code': 33556343, 'n': 959, 'trace_an': 0}
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id: 1892959
{'hecke_orbit_code': 33556343, 'n': 960, 'trace_an': -200}
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id: 1892960
{'hecke_orbit_code': 33556343, 'n': 961, 'trace_an': -14}
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id: 1892961
{'hecke_orbit_code': 33556343, 'n': 962, 'trace_an': -56}
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id: 1892962
{'hecke_orbit_code': 33556343, 'n': 963, 'trace_an': -8}
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id: 1892963
{'hecke_orbit_code': 33556343, 'n': 964, 'trace_an': -228}
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id: 1892964
{'hecke_orbit_code': 33556343, 'n': 965, 'trace_an': 96}
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id: 1892965
{'hecke_orbit_code': 33556343, 'n': 966, 'trace_an': 0}
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id: 1892966
{'hecke_orbit_code': 33556343, 'n': 967, 'trace_an': -428}
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id: 1892967
{'hecke_orbit_code': 33556343, 'n': 968, 'trace_an': 136}
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id: 1892968
{'hecke_orbit_code': 33556343, 'n': 969, 'trace_an': 40}
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id: 1892969
{'hecke_orbit_code': 33556343, 'n': 970, 'trace_an': 272}
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id: 1892970
{'hecke_orbit_code': 33556343, 'n': 971, 'trace_an': 160}
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id: 1892971
{'hecke_orbit_code': 33556343, 'n': 972, 'trace_an': -4}
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id: 1892972
{'hecke_orbit_code': 33556343, 'n': 973, 'trace_an': 0}
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id: 1892973
{'hecke_orbit_code': 33556343, 'n': 974, 'trace_an': 68}
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id: 1892974
{'hecke_orbit_code': 33556343, 'n': 975, 'trace_an': -4}
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id: 1892975
{'hecke_orbit_code': 33556343, 'n': 976, 'trace_an': 116}
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id: 1892976
{'hecke_orbit_code': 33556343, 'n': 977, 'trace_an': 100}
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id: 1892977
{'hecke_orbit_code': 33556343, 'n': 978, 'trace_an': 28}
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id: 1892978
{'hecke_orbit_code': 33556343, 'n': 979, 'trace_an': 16}
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id: 1892979
{'hecke_orbit_code': 33556343, 'n': 980, 'trace_an': 0}
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id: 1892980
{'hecke_orbit_code': 33556343, 'n': 981, 'trace_an': 28}
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id: 1892981
{'hecke_orbit_code': 33556343, 'n': 982, 'trace_an': 248}
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id: 1892982
{'hecke_orbit_code': 33556343, 'n': 983, 'trace_an': -100}
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id: 1892983
{'hecke_orbit_code': 33556343, 'n': 984, 'trace_an': 36}
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id: 1892984
{'hecke_orbit_code': 33556343, 'n': 985, 'trace_an': 32}
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id: 1892985
{'hecke_orbit_code': 33556343, 'n': 986, 'trace_an': 96}
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id: 1892986
{'hecke_orbit_code': 33556343, 'n': 987, 'trace_an': 0}
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id: 1892987
{'hecke_orbit_code': 33556343, 'n': 988, 'trace_an': -28}
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id: 1892988
{'hecke_orbit_code': 33556343, 'n': 989, 'trace_an': 208}
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id: 1892989
{'hecke_orbit_code': 33556343, 'n': 990, 'trace_an': -104}
-
id: 1892990
{'hecke_orbit_code': 33556343, 'n': 991, 'trace_an': 32}
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id: 1892991
{'hecke_orbit_code': 33556343, 'n': 992, 'trace_an': -20}
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id: 1892992
{'hecke_orbit_code': 33556343, 'n': 993, 'trace_an': 4}
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id: 1892993
{'hecke_orbit_code': 33556343, 'n': 994, 'trace_an': 0}
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id: 1892994
{'hecke_orbit_code': 33556343, 'n': 995, 'trace_an': -456}
-
id: 1892995
{'hecke_orbit_code': 33556343, 'n': 996, 'trace_an': 68}
-
id: 1892996
{'hecke_orbit_code': 33556343, 'n': 997, 'trace_an': -220}
-
id: 1892997
{'hecke_orbit_code': 33556343, 'n': 998, 'trace_an': 156}
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id: 1892998
{'hecke_orbit_code': 33556343, 'n': 999, 'trace_an': -8}
-
id: 1892999
{'hecke_orbit_code': 33556343, 'n': 1000, 'trace_an': 224}