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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [11, 1]], 1, 1], [[[2, -1], [3, -1], [11, -1]], 1, 1], [[[2, -1], [3, 1], [11, 1]], 1, 1]], 'Nk2': 264, 'analytic_conductor': 0.5270126533404506, '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': [66, 1, [23, 13], [1, 1]], 'conrey_indexes': [1], 'cusp_dim': 9, 'dim': 3, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 33554498, 'hecke_orbit_dims': [1, 1, 1], 'label': '66.2.a', 'level': 66, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 11], 'level_radical': 66, 'mf_dim': 16, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 24, 'trace_bound': 3, 'trace_display': [1, 1, -2, -4], 'traces': [3, 1, 1, 3, -2, -1, -4, 1, 3, -2, -1, 1, -6, -8, -6, 3, -6, 1, 0, -2, 4, 1, 4, -1, 5, 2, 1, -4, 22, -6, 0, 1, 1, 6, 0, 3, -6, 8, 6, -2, 2, 0, 16, -1, -2, -8, -20, 1, 3, 15, -10, -6, 6, -1, -6, -8, -8, 10, 12, -6, -14, -16, -4, 3, -28, 3, -12, -6, -4, 0, -4, 1, -10, 14, 7, 0, 0, 14, 20, -2, 3, -10, -4, 4, 12, 0, 10, 1, 14, -2, 8, 4, 0, -8, 8, -1, -2, 9, -1, 5, 22, 2, 0, 2, 16, 6, -20, 1, 10, -6, -18, -4, 14, 0, 32, 22, -6, 12, -16, -6, 3, -30, 14, 0, -36, -8, 4, 1, 8, -28, 4, 1, -24, -4, -6, 6, -18, -16, -8, 0, 4, -16, 14, 3, -28, -14, -15, -6, -26, 17, -4, 8, -6, 4, 32, 6, 10, -8, 2, -2, 8, 1, -20, 2, -2, 20, 0, 0, 29, 12, 0, 16, -10, -2, -28, -1, -12, 26, 44, -2, -22, 24, 14, -8, 20, -16, 2, -20, 4, 8, 28, 1, 38, -30, -4, 3, 22, 1, 0, 15, -20, 10, -32, -10, -20, 8, 4, -6, 0, 16, 16, 6, 20, 4, -8, -1, 32, 18, 2, -6, 4, 2, -32, -8, 5, -22, -12, -8, 2, 32, -8, 10, -14, 2, -16, 12, 28, 8, -24, -6, -18, 1, 1, -14, 30, 2, -8, -16, -12, -36, -12, -4, -16, -24, 4, 3, -10, -8, -40, -28, 22, 28, -40, 3, -12, -8, -6, -12, -18, -6, 44, -6, -40, 18, 17, -4, 18, 0, 0, 0, -6, 16, 16, -4, -8, 6, 32, 1, -7, -28, 26, -10, 30, -9, 24, 14, 1, -14, -72, 7, -8, 16, -6, 0, 4, 6, 32, 0, 0, 32, -12, 14, 46, 6, 0, 20, -2, 2, -2, -2, -28, -16, 32, 3, 70, -12, 22, -10, 40, -2, -12, -4, -6, -24, 56, 4, -2, 23, 10, 12, -16, 8, -8, 0, 16, -22, 20, 10, -30, -8, 6, 1, 6, -12, -32, 14, 0, -4, -32, -2, -25, 22, 1, 8, 12, -2, 0, 4, 2, 20, -16, 0, 10, -10, -12, -8, -20, 0, -28, 8, -20, -8, -4, -1, 16, 10, 16, -2, -50, -4, -16, 9, -4, 10, -48, -1, 66, 8, 8, 5, -26, -12, -64, 22, -2, -56, 2, 2, -58, -20, -22, 0, -48, -8, -8, 2, 0, -8, 12, 16, -38, 0, -20, 6, 6, 8, 88, -20, 2, -8, 32, 1, 22, 0, -52, 10, -8, -2, 4, -6, 3, -44, 28, -18, -20, 0, -6, -4, 14, 15, 2, 14, -12, 12, 80, 0, 22, 46, -10, 32, 38, -4, -24, 22, 32, 22, 28, -6, 0, -16, 30, 12, -8, 0, 16, -16, 6, 0, 16, -6, -4, 2, 40, 3, -20, -1, 32, -30, 20, 30, -4, 14, -44, -40, -6, 0, 56, 12, -28, -36, 0, -12, 48, -8, 20, -4, -17, 4, -18, 4, 40, 1, -8, 50, -16, 8, 16, 0, 10, -28, -18, 10, 48, 4, -36, -40, -32, 1, 19, -12, 12, -24, 20, 6, 56, -4, 4, 30, -9, -6, -6, 40, -18, 6, -92, -24, -88, -18, -14, 7, 0, -16, 24, 50, -4, -8, 86, -16, -40, 0, 6, 6, -68, 4, 28, 0, -4, -16, 18, -8, -16, 14, 52, 8, -100, 3, -82, -45, 18, -28, -48, -2, 2, -14, -28, 42, -4, -15, -32, 24, 26, -6, -46, 3, -32, -26, 32, -24, 36, 17, 30, -40, -12, -4, -2, -18, 20, 8, 16, 4, 88, -6, -38, -8, 4, 4, -74, 8, 20, 32, -4, 24, -72, 6, 47, -6, 8, 10, 76, 0, -72, -8, 24, -26, 112, 2, -54, 10, -4, -2, 30, -4, 12, 8, -24, -16, -44, 1, -12, 30, 32, -20, 6, 30, -40, 2, -10, 64, -20, -2, 2, -4, 28, 20, -32, 14, 0, 0, -32, 56, -2, 0, 54, -6, 7, 29, 54, -26, 88, 12, -36, 0, -28, 0, 12, 32, -26, 16, 4, 16, 60, -10, 0, -52, -8, -2, -52, -22, -34, -28, 6, 14, 64, -1, 32, 18, -48, -12, 18, -32, 20, 26, 96, 24, -4, 44, -40, -8, 52, -2, -16, -19, -38, -22, 74, -1, 0, 24, 3, 12, -48, 14, -22, -16, -6, -8, -12, -10, 72, 20, 40, -16, 48, -16, 20, -30, -4, 2, -16, -12, 32, -20, -4, 28, 0, 4, -38, -68, -8, 8, 82, -48, -24, 28, 12, -16, -72, 1, -74, 16, -14, 38, 22, 0, -128, -30, 8, -50, -48, -4, 8, 56, 10, 3, -92, 20, -40, 22, 8, -48, 40, 1, 20, 14, -20, 0, -26, 24, 16, 15, 14, -86, -2, -20, -80, 0, -70, 10, -22, -2, -8, -32, 4, -18, -56, -10, -16, 10, 8, -20, -58, 14, -8, 8, 15, -48, -76, 4, 90, -8, -34, -6, 42, 8, 48, 0, 0, -36, 60, 16, 85, -18, 38, 16, 34, -8, -4, 6, 8, -54, -24, 20, 26, 56, 8, 4, 58, -6, 4, -8, -16, 32, 116, -1, 4, -30, 19, 32, 0, -52, -56, 18, -2, 40, 96, 2, 18, 24, -14, -6, -82, 9, 20, 4, -24, 76, -48, 2, 24, -20, -1, -32, -24, 6, 40, -8, -24, 2, -32, 5, -4, 14, 24, -22, -12, 8, 36, -12, 22, 80, -28, -8, 12, 42, 60, 2, -64, 2, -12, 32, 24, -46, 56, -8, 22, -16, 0, 10, 102, 32, 48, -14, -20, 52, 4, 2, -2, 16, -6, -16, -18, 26, 0, 12, 16, 8, 52, 28, 4, -24, -38, 8, -54, 6, -112, -24, 10, 64, -40, -6, 35, -84, -20, -18, -36, 16, -52, 1, 16, -20, 44, 1, 8, -8, 58, -14, 118, 28, 6, 30, 10, -28, 20, 2, -76, 28, -56, -8, 40, -6, 80, -16, -52, 32, -112, -12, -22, -20, -18, -36], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 117027
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '66.2.a', 'level': 66, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 4, 'weight': 2}
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id: 117028
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '66.2.a', 'level': 66, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '33.2.a', 'sub_level': 33, 'sub_mult': 2, 'weight': 2}
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id: 117029
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '66.2.a', 'level': 66, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '66.2.a', 'sub_level': 66, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '66.2.a', 'level': 66, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 47000
{'hecke_orbit_code': 33554498, 'n': 1, 'trace_an': 3}
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id: 47001
{'hecke_orbit_code': 33554498, 'n': 2, 'trace_an': 1}
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id: 47002
{'hecke_orbit_code': 33554498, 'n': 3, 'trace_an': 1}
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id: 47003
{'hecke_orbit_code': 33554498, 'n': 4, 'trace_an': 3}
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id: 47004
{'hecke_orbit_code': 33554498, 'n': 5, 'trace_an': -2}
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id: 47005
{'hecke_orbit_code': 33554498, 'n': 6, 'trace_an': -1}
-
id: 47006
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id: 47895
{'hecke_orbit_code': 33554498, 'n': 896, 'trace_an': -8}
-
id: 47896
{'hecke_orbit_code': 33554498, 'n': 897, 'trace_an': -24}
-
id: 47897
{'hecke_orbit_code': 33554498, 'n': 898, 'trace_an': 2}
-
id: 47898
{'hecke_orbit_code': 33554498, 'n': 899, 'trace_an': -32}
-
id: 47899
{'hecke_orbit_code': 33554498, 'n': 900, 'trace_an': 5}
-
id: 47900
{'hecke_orbit_code': 33554498, 'n': 901, 'trace_an': -4}
-
id: 47901
{'hecke_orbit_code': 33554498, 'n': 902, 'trace_an': 14}
-
id: 47902
{'hecke_orbit_code': 33554498, 'n': 903, 'trace_an': 24}
-
id: 47903
{'hecke_orbit_code': 33554498, 'n': 904, 'trace_an': -22}
-
id: 47904
{'hecke_orbit_code': 33554498, 'n': 905, 'trace_an': -12}
-
id: 47905
{'hecke_orbit_code': 33554498, 'n': 906, 'trace_an': 8}
-
id: 47906
{'hecke_orbit_code': 33554498, 'n': 907, 'trace_an': 36}
-
id: 47907
{'hecke_orbit_code': 33554498, 'n': 908, 'trace_an': -12}
-
id: 47908
{'hecke_orbit_code': 33554498, 'n': 909, 'trace_an': 22}
-
id: 47909
{'hecke_orbit_code': 33554498, 'n': 910, 'trace_an': 80}
-
id: 47910
{'hecke_orbit_code': 33554498, 'n': 911, 'trace_an': -28}
-
id: 47911
{'hecke_orbit_code': 33554498, 'n': 912, 'trace_an': -8}
-
id: 47912
{'hecke_orbit_code': 33554498, 'n': 913, 'trace_an': 12}
-
id: 47913
{'hecke_orbit_code': 33554498, 'n': 914, 'trace_an': 42}
-
id: 47914
{'hecke_orbit_code': 33554498, 'n': 915, 'trace_an': 60}
-
id: 47915
{'hecke_orbit_code': 33554498, 'n': 916, 'trace_an': 2}
-
id: 47916
{'hecke_orbit_code': 33554498, 'n': 917, 'trace_an': -64}
-
id: 47917
{'hecke_orbit_code': 33554498, 'n': 918, 'trace_an': 2}
-
id: 47918
{'hecke_orbit_code': 33554498, 'n': 919, 'trace_an': -12}
-
id: 47919
{'hecke_orbit_code': 33554498, 'n': 920, 'trace_an': 32}
-
id: 47920
{'hecke_orbit_code': 33554498, 'n': 921, 'trace_an': 24}
-
id: 47921
{'hecke_orbit_code': 33554498, 'n': 922, 'trace_an': -46}
-
id: 47922
{'hecke_orbit_code': 33554498, 'n': 923, 'trace_an': 56}
-
id: 47923
{'hecke_orbit_code': 33554498, 'n': 924, 'trace_an': -8}
-
id: 47924
{'hecke_orbit_code': 33554498, 'n': 925, 'trace_an': 22}
-
id: 47925
{'hecke_orbit_code': 33554498, 'n': 926, 'trace_an': -16}
-
id: 47926
{'hecke_orbit_code': 33554498, 'n': 927, 'trace_an': 0}
-
id: 47927
{'hecke_orbit_code': 33554498, 'n': 928, 'trace_an': 10}
-
id: 47928
{'hecke_orbit_code': 33554498, 'n': 929, 'trace_an': 102}
-
id: 47929
{'hecke_orbit_code': 33554498, 'n': 930, 'trace_an': 32}
-
id: 47930
{'hecke_orbit_code': 33554498, 'n': 931, 'trace_an': 48}
-
id: 47931
{'hecke_orbit_code': 33554498, 'n': 932, 'trace_an': -14}
-
id: 47932
{'hecke_orbit_code': 33554498, 'n': 933, 'trace_an': -20}
-
id: 47933
{'hecke_orbit_code': 33554498, 'n': 934, 'trace_an': 52}
-
id: 47934
{'hecke_orbit_code': 33554498, 'n': 935, 'trace_an': 4}
-
id: 47935
{'hecke_orbit_code': 33554498, 'n': 936, 'trace_an': 2}
-
id: 47936
{'hecke_orbit_code': 33554498, 'n': 937, 'trace_an': -2}
-
id: 47937
{'hecke_orbit_code': 33554498, 'n': 938, 'trace_an': 16}
-
id: 47938
{'hecke_orbit_code': 33554498, 'n': 939, 'trace_an': -6}
-
id: 47939
{'hecke_orbit_code': 33554498, 'n': 940, 'trace_an': -16}
-
id: 47940
{'hecke_orbit_code': 33554498, 'n': 941, 'trace_an': -18}
-
id: 47941
{'hecke_orbit_code': 33554498, 'n': 942, 'trace_an': 26}
-
id: 47942
{'hecke_orbit_code': 33554498, 'n': 943, 'trace_an': 0}
-
id: 47943
{'hecke_orbit_code': 33554498, 'n': 944, 'trace_an': 12}
-
id: 47944
{'hecke_orbit_code': 33554498, 'n': 945, 'trace_an': 16}
-
id: 47945
{'hecke_orbit_code': 33554498, 'n': 946, 'trace_an': 8}
-
id: 47946
{'hecke_orbit_code': 33554498, 'n': 947, 'trace_an': 52}
-
id: 47947
{'hecke_orbit_code': 33554498, 'n': 948, 'trace_an': 28}
-
id: 47948
{'hecke_orbit_code': 33554498, 'n': 949, 'trace_an': 4}
-
id: 47949
{'hecke_orbit_code': 33554498, 'n': 950, 'trace_an': -24}
-
id: 47950
{'hecke_orbit_code': 33554498, 'n': 951, 'trace_an': -38}
-
id: 47951
{'hecke_orbit_code': 33554498, 'n': 952, 'trace_an': 8}
-
id: 47952
{'hecke_orbit_code': 33554498, 'n': 953, 'trace_an': -54}
-
id: 47953
{'hecke_orbit_code': 33554498, 'n': 954, 'trace_an': 6}
-
id: 47954
{'hecke_orbit_code': 33554498, 'n': 955, 'trace_an': -112}
-
id: 47955
{'hecke_orbit_code': 33554498, 'n': 956, 'trace_an': -24}
-
id: 47956
{'hecke_orbit_code': 33554498, 'n': 957, 'trace_an': 10}
-
id: 47957
{'hecke_orbit_code': 33554498, 'n': 958, 'trace_an': 64}
-
id: 47958
{'hecke_orbit_code': 33554498, 'n': 959, 'trace_an': -40}
-
id: 47959
{'hecke_orbit_code': 33554498, 'n': 960, 'trace_an': -6}
-
id: 47960
{'hecke_orbit_code': 33554498, 'n': 961, 'trace_an': 35}
-
id: 47961
{'hecke_orbit_code': 33554498, 'n': 962, 'trace_an': -84}
-
id: 47962
{'hecke_orbit_code': 33554498, 'n': 963, 'trace_an': -20}
-
id: 47963
{'hecke_orbit_code': 33554498, 'n': 964, 'trace_an': -18}
-
id: 47964
{'hecke_orbit_code': 33554498, 'n': 965, 'trace_an': -36}
-
id: 47965
{'hecke_orbit_code': 33554498, 'n': 966, 'trace_an': 16}
-
id: 47966
{'hecke_orbit_code': 33554498, 'n': 967, 'trace_an': -52}
-
id: 47967
{'hecke_orbit_code': 33554498, 'n': 968, 'trace_an': 1}
-
id: 47968
{'hecke_orbit_code': 33554498, 'n': 969, 'trace_an': 16}
-
id: 47969
{'hecke_orbit_code': 33554498, 'n': 970, 'trace_an': -20}
-
id: 47970
{'hecke_orbit_code': 33554498, 'n': 971, 'trace_an': 44}
-
id: 47971
{'hecke_orbit_code': 33554498, 'n': 972, 'trace_an': 1}
-
id: 47972
{'hecke_orbit_code': 33554498, 'n': 973, 'trace_an': 8}
-
id: 47973
{'hecke_orbit_code': 33554498, 'n': 974, 'trace_an': -8}
-
id: 47974
{'hecke_orbit_code': 33554498, 'n': 975, 'trace_an': 58}
-
id: 47975
{'hecke_orbit_code': 33554498, 'n': 976, 'trace_an': -14}
-
id: 47976
{'hecke_orbit_code': 33554498, 'n': 977, 'trace_an': 118}
-
id: 47977
{'hecke_orbit_code': 33554498, 'n': 978, 'trace_an': 28}
-
id: 47978
{'hecke_orbit_code': 33554498, 'n': 979, 'trace_an': 6}
-
id: 47979
{'hecke_orbit_code': 33554498, 'n': 980, 'trace_an': 30}
-
id: 47980
{'hecke_orbit_code': 33554498, 'n': 981, 'trace_an': 10}
-
id: 47981
{'hecke_orbit_code': 33554498, 'n': 982, 'trace_an': -28}
-
id: 47982
{'hecke_orbit_code': 33554498, 'n': 983, 'trace_an': 20}
-
id: 47983
{'hecke_orbit_code': 33554498, 'n': 984, 'trace_an': 2}
-
id: 47984
{'hecke_orbit_code': 33554498, 'n': 985, 'trace_an': -76}
-
id: 47985
{'hecke_orbit_code': 33554498, 'n': 986, 'trace_an': 28}
-
id: 47986
{'hecke_orbit_code': 33554498, 'n': 987, 'trace_an': -56}
-
id: 47987
{'hecke_orbit_code': 33554498, 'n': 988, 'trace_an': -8}
-
id: 47988
{'hecke_orbit_code': 33554498, 'n': 989, 'trace_an': 40}
-
id: 47989
{'hecke_orbit_code': 33554498, 'n': 990, 'trace_an': -6}
-
id: 47990
{'hecke_orbit_code': 33554498, 'n': 991, 'trace_an': 80}
-
id: 47991
{'hecke_orbit_code': 33554498, 'n': 992, 'trace_an': -16}
-
id: 47992
{'hecke_orbit_code': 33554498, 'n': 993, 'trace_an': -52}
-
id: 47993
{'hecke_orbit_code': 33554498, 'n': 994, 'trace_an': 32}
-
id: 47994
{'hecke_orbit_code': 33554498, 'n': 995, 'trace_an': -112}
-
id: 47995
{'hecke_orbit_code': 33554498, 'n': 996, 'trace_an': -12}
-
id: 47996
{'hecke_orbit_code': 33554498, 'n': 997, 'trace_an': -22}
-
id: 47997
{'hecke_orbit_code': 33554498, 'n': 998, 'trace_an': -20}
-
id: 47998
{'hecke_orbit_code': 33554498, 'n': 999, 'trace_an': -18}
-
id: 47999
{'hecke_orbit_code': 33554498, 'n': 1000, 'trace_an': -36}