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mf_newspaces • Show schema
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{'AL_dims': [[[[7, -1], [13, -1]], 15, 3], [[[7, -1], [13, 1]], 24, 6], [[[7, 1], [13, 1]], 17, 6], [[[7, 1], [13, -1]], 21, 3]], 'ALdims': [17, 21, 24, 15], 'Nk2': 4732, 'analytic_conductor': 9.44630255911747, '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': [1183, 1, [339, 1016], [1, 1]], 'conrey_index': 1, 'cusp_dim': 107, 'dim': 77, 'eis_dim': 27, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11], 'hecke_orbit_code': 33555615, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 4, 4, 6, 6, 6, 6, 12, 12], 'label': '1183.2.a', 'level': 1183, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [7, 13], 'level_radical': 91, 'mf_dim': 134, 'mf_new_dim': 77, 'num_forms': 18, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 77, 'sturm_bound': 242, 'trace_bound': 6, 'trace_display': [1, 4, -2, 1], 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mf_subspaces • Show schema
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id: 392824
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1183.2.a', 'level': 1183, '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': 2, 'weight': 2}
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id: 392823
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1183.2.a', 'level': 1183, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '169.2.a', 'sub_level': 169, 'sub_mult': 2, 'weight': 2}
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id: 392822
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1183.2.a', 'level': 1183, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 77, 'sub_label': '1183.2.a', 'sub_level': 1183, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1183.2.a', 'level': 1183, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1164000
{'hecke_orbit_code': 33555615, 'n': 1, 'trace_an': 77}
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id: 1164001
{'hecke_orbit_code': 33555615, 'n': 2, 'trace_an': 1}
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id: 1164002
{'hecke_orbit_code': 33555615, 'n': 3, 'trace_an': 4}
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id: 1164003
{'hecke_orbit_code': 33555615, 'n': 4, 'trace_an': 81}
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id: 1164004
{'hecke_orbit_code': 33555615, 'n': 5, 'trace_an': -2}
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id: 1164005
{'hecke_orbit_code': 33555615, 'n': 6, 'trace_an': 0}
-
id: 1164006
{'hecke_orbit_code': 33555615, 'n': 7, 'trace_an': 1}
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id: 1164007
{'hecke_orbit_code': 33555615, 'n': 8, 'trace_an': -3}
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id: 1164008
{'hecke_orbit_code': 33555615, 'n': 9, 'trace_an': 81}
-
id: 1164009
{'hecke_orbit_code': 33555615, 'n': 10, 'trace_an': -10}
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id: 1164010
{'hecke_orbit_code': 33555615, 'n': 11, 'trace_an': 4}
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id: 1164011
{'hecke_orbit_code': 33555615, 'n': 12, 'trace_an': 0}
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id: 1164012
{'hecke_orbit_code': 33555615, 'n': 13, 'trace_an': 0}
-
id: 1164013
{'hecke_orbit_code': 33555615, 'n': 14, 'trace_an': -1}
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id: 1164014
{'hecke_orbit_code': 33555615, 'n': 15, 'trace_an': 4}
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id: 1164015
{'hecke_orbit_code': 33555615, 'n': 16, 'trace_an': 85}
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id: 1164016
{'hecke_orbit_code': 33555615, 'n': 17, 'trace_an': -2}
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id: 1164017
{'hecke_orbit_code': 33555615, 'n': 18, 'trace_an': 9}
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id: 1164018
{'hecke_orbit_code': 33555615, 'n': 19, 'trace_an': 12}
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id: 1164019
{'hecke_orbit_code': 33555615, 'n': 20, 'trace_an': 2}
-
id: 1164020
{'hecke_orbit_code': 33555615, 'n': 21, 'trace_an': 0}
-
id: 1164021
{'hecke_orbit_code': 33555615, 'n': 22, 'trace_an': -4}
-
id: 1164022
{'hecke_orbit_code': 33555615, 'n': 23, 'trace_an': -12}
-
id: 1164023
{'hecke_orbit_code': 33555615, 'n': 24, 'trace_an': 4}
-
id: 1164024
{'hecke_orbit_code': 33555615, 'n': 25, 'trace_an': 67}
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id: 1164025
{'hecke_orbit_code': 33555615, 'n': 26, 'trace_an': 0}
-
id: 1164026
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id: 1164915
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id: 1164916
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id: 1164917
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id: 1164918
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id: 1164919
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id: 1164920
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id: 1164921
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id: 1164922
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id: 1164923
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id: 1164924
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id: 1164925
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id: 1164926
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id: 1164927
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id: 1164928
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id: 1164929
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id: 1164930
{'hecke_orbit_code': 33555615, 'n': 931, 'trace_an': 12}
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id: 1164931
{'hecke_orbit_code': 33555615, 'n': 932, 'trace_an': 154}
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id: 1164932
{'hecke_orbit_code': 33555615, 'n': 933, 'trace_an': -196}
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id: 1164933
{'hecke_orbit_code': 33555615, 'n': 934, 'trace_an': -136}
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id: 1164934
{'hecke_orbit_code': 33555615, 'n': 935, 'trace_an': -320}
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id: 1164935
{'hecke_orbit_code': 33555615, 'n': 936, 'trace_an': 0}
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id: 1164936
{'hecke_orbit_code': 33555615, 'n': 937, 'trace_an': -98}
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id: 1164937
{'hecke_orbit_code': 33555615, 'n': 938, 'trace_an': -52}
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id: 1164938
{'hecke_orbit_code': 33555615, 'n': 939, 'trace_an': -240}
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id: 1164939
{'hecke_orbit_code': 33555615, 'n': 940, 'trace_an': 416}
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id: 1164940
{'hecke_orbit_code': 33555615, 'n': 941, 'trace_an': -234}
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id: 1164941
{'hecke_orbit_code': 33555615, 'n': 942, 'trace_an': 108}
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id: 1164942
{'hecke_orbit_code': 33555615, 'n': 943, 'trace_an': 80}
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id: 1164943
{'hecke_orbit_code': 33555615, 'n': 944, 'trace_an': 76}
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id: 1164944
{'hecke_orbit_code': 33555615, 'n': 945, 'trace_an': -72}
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id: 1164945
{'hecke_orbit_code': 33555615, 'n': 946, 'trace_an': -86}
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id: 1164946
{'hecke_orbit_code': 33555615, 'n': 947, 'trace_an': -140}
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id: 1164947
{'hecke_orbit_code': 33555615, 'n': 948, 'trace_an': -460}
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id: 1164948
{'hecke_orbit_code': 33555615, 'n': 949, 'trace_an': 0}
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id: 1164949
{'hecke_orbit_code': 33555615, 'n': 950, 'trace_an': -216}
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id: 1164950
{'hecke_orbit_code': 33555615, 'n': 951, 'trace_an': 56}
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id: 1164951
{'hecke_orbit_code': 33555615, 'n': 952, 'trace_an': -6}
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id: 1164952
{'hecke_orbit_code': 33555615, 'n': 953, 'trace_an': 6}
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id: 1164953
{'hecke_orbit_code': 33555615, 'n': 954, 'trace_an': 2}
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id: 1164954
{'hecke_orbit_code': 33555615, 'n': 955, 'trace_an': -92}
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id: 1164955
{'hecke_orbit_code': 33555615, 'n': 956, 'trace_an': 32}
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id: 1164956
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id: 1164957
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id: 1164958
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id: 1164959
{'hecke_orbit_code': 33555615, 'n': 960, 'trace_an': 88}
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id: 1164960
{'hecke_orbit_code': 33555615, 'n': 961, 'trace_an': 69}
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id: 1164961
{'hecke_orbit_code': 33555615, 'n': 962, 'trace_an': 0}
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id: 1164962
{'hecke_orbit_code': 33555615, 'n': 963, 'trace_an': 108}
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id: 1164963
{'hecke_orbit_code': 33555615, 'n': 964, 'trace_an': 38}
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id: 1164964
{'hecke_orbit_code': 33555615, 'n': 965, 'trace_an': 328}
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id: 1164965
{'hecke_orbit_code': 33555615, 'n': 966, 'trace_an': -32}
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id: 1164966
{'hecke_orbit_code': 33555615, 'n': 967, 'trace_an': -64}
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id: 1164967
{'hecke_orbit_code': 33555615, 'n': 968, 'trace_an': 25}
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id: 1164968
{'hecke_orbit_code': 33555615, 'n': 969, 'trace_an': 68}
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id: 1164969
{'hecke_orbit_code': 33555615, 'n': 970, 'trace_an': 48}
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id: 1164970
{'hecke_orbit_code': 33555615, 'n': 971, 'trace_an': 180}
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id: 1164971
{'hecke_orbit_code': 33555615, 'n': 972, 'trace_an': 644}
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id: 1164972
{'hecke_orbit_code': 33555615, 'n': 973, 'trace_an': -36}
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id: 1164973
{'hecke_orbit_code': 33555615, 'n': 974, 'trace_an': 612}
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id: 1164974
{'hecke_orbit_code': 33555615, 'n': 975, 'trace_an': 0}
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id: 1164975
{'hecke_orbit_code': 33555615, 'n': 976, 'trace_an': 370}
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id: 1164976
{'hecke_orbit_code': 33555615, 'n': 977, 'trace_an': -54}
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id: 1164977
{'hecke_orbit_code': 33555615, 'n': 978, 'trace_an': 764}
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id: 1164978
{'hecke_orbit_code': 33555615, 'n': 979, 'trace_an': -92}
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id: 1164979
{'hecke_orbit_code': 33555615, 'n': 980, 'trace_an': 2}
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id: 1164980
{'hecke_orbit_code': 33555615, 'n': 981, 'trace_an': -58}
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id: 1164981
{'hecke_orbit_code': 33555615, 'n': 982, 'trace_an': 48}
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id: 1164982
{'hecke_orbit_code': 33555615, 'n': 983, 'trace_an': -152}
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id: 1164983
{'hecke_orbit_code': 33555615, 'n': 984, 'trace_an': 616}
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id: 1164984
{'hecke_orbit_code': 33555615, 'n': 985, 'trace_an': -248}
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id: 1164985
{'hecke_orbit_code': 33555615, 'n': 986, 'trace_an': -176}
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id: 1164986
{'hecke_orbit_code': 33555615, 'n': 987, 'trace_an': 24}
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id: 1164987
{'hecke_orbit_code': 33555615, 'n': 988, 'trace_an': 0}
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id: 1164988
{'hecke_orbit_code': 33555615, 'n': 989, 'trace_an': -352}
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id: 1164989
{'hecke_orbit_code': 33555615, 'n': 990, 'trace_an': -44}
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id: 1164990
{'hecke_orbit_code': 33555615, 'n': 991, 'trace_an': -236}
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id: 1164991
{'hecke_orbit_code': 33555615, 'n': 992, 'trace_an': 780}
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id: 1164992
{'hecke_orbit_code': 33555615, 'n': 993, 'trace_an': -80}
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id: 1164993
{'hecke_orbit_code': 33555615, 'n': 994, 'trace_an': 16}
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id: 1164994
{'hecke_orbit_code': 33555615, 'n': 995, 'trace_an': 0}
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id: 1164995
{'hecke_orbit_code': 33555615, 'n': 996, 'trace_an': -60}
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id: 1164996
{'hecke_orbit_code': 33555615, 'n': 997, 'trace_an': -6}
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id: 1164997
{'hecke_orbit_code': 33555615, 'n': 998, 'trace_an': -10}
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id: 1164998
{'hecke_orbit_code': 33555615, 'n': 999, 'trace_an': -80}
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id: 1164999
{'hecke_orbit_code': 33555615, 'n': 1000, 'trace_an': 280}