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mf_newspaces • Show schema
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{'Nk2': 891, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.4446669262560051, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [891, 2, [650, 244], [2, 1]], 'conrey_index': 406, 'cusp_dim': 2, 'dihedral_dim': 2, 'dim': 2, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_orbit_code': 137455731579, 'hecke_orbit_dims': [1, 1], 'label': '891.1.c', 'level': 891, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 14, 'mf_new_dim': 6, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 2, 's4_dim': 0, 'sturm_bound': 108, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [2, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 2, 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mf_subspaces • Show schema
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{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 406, 'conrey_indexes': [406], 'label': '891.1.c', 'level': 891, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 406, 'sub_conrey_indexes': [406], 'sub_dim': 2, 'sub_label': '891.1.c', 'sub_level': 891, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '891.1.c', 'level': 891, 'portrait': 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', 'weight': 1}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26464000
{'hecke_orbit_code': 137455731579, 'n': 1, 'trace_an': 2}
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id: 26464001
{'hecke_orbit_code': 137455731579, 'n': 2, 'trace_an': 0}
-
id: 26464002
{'hecke_orbit_code': 137455731579, 'n': 3, 'trace_an': 0}
-
id: 26464003
{'hecke_orbit_code': 137455731579, 'n': 4, 'trace_an': 2}
-
id: 26464004
{'hecke_orbit_code': 137455731579, 'n': 5, 'trace_an': 0}
-
id: 26464005
{'hecke_orbit_code': 137455731579, 'n': 6, 'trace_an': 0}
-
id: 26464006
{'hecke_orbit_code': 137455731579, 'n': 7, 'trace_an': 0}
-
id: 26464007
{'hecke_orbit_code': 137455731579, 'n': 8, 'trace_an': 0}
-
id: 26464008
{'hecke_orbit_code': 137455731579, 'n': 9, 'trace_an': 0}
-
id: 26464009
{'hecke_orbit_code': 137455731579, 'n': 10, 'trace_an': 0}
-
id: 26464010
{'hecke_orbit_code': 137455731579, 'n': 11, 'trace_an': 0}
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id: 26464011
{'hecke_orbit_code': 137455731579, 'n': 12, 'trace_an': 0}
-
id: 26464012
{'hecke_orbit_code': 137455731579, 'n': 13, 'trace_an': 0}
-
id: 26464013
{'hecke_orbit_code': 137455731579, 'n': 14, 'trace_an': 0}
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id: 26464014
{'hecke_orbit_code': 137455731579, 'n': 15, 'trace_an': 0}
-
id: 26464015
{'hecke_orbit_code': 137455731579, 'n': 16, 'trace_an': 2}
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id: 26464016
{'hecke_orbit_code': 137455731579, 'n': 17, 'trace_an': 0}
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id: 26464017
{'hecke_orbit_code': 137455731579, 'n': 18, 'trace_an': 0}
-
id: 26464018
{'hecke_orbit_code': 137455731579, 'n': 19, 'trace_an': 0}
-
id: 26464019
{'hecke_orbit_code': 137455731579, 'n': 20, 'trace_an': 0}
-
id: 26464020
{'hecke_orbit_code': 137455731579, 'n': 21, 'trace_an': 0}
-
id: 26464021
{'hecke_orbit_code': 137455731579, 'n': 22, 'trace_an': 0}
-
id: 26464022
{'hecke_orbit_code': 137455731579, 'n': 23, 'trace_an': 0}
-
id: 26464023
{'hecke_orbit_code': 137455731579, 'n': 24, 'trace_an': 0}
-
id: 26464024
{'hecke_orbit_code': 137455731579, 'n': 25, 'trace_an': 0}
-
id: 26464025
{'hecke_orbit_code': 137455731579, 'n': 26, 'trace_an': 0}
-
id: 26464026
{'hecke_orbit_code': 137455731579, 'n': 27, 'trace_an': 0}
-
id: 26464027
{'hecke_orbit_code': 137455731579, 'n': 28, 'trace_an': 0}
-
id: 26464028
{'hecke_orbit_code': 137455731579, 'n': 29, 'trace_an': 0}
-
id: 26464029
{'hecke_orbit_code': 137455731579, 'n': 30, 'trace_an': 0}
-
id: 26464030
{'hecke_orbit_code': 137455731579, 'n': 31, 'trace_an': -2}
-
id: 26464031
{'hecke_orbit_code': 137455731579, 'n': 32, 'trace_an': 0}
-
id: 26464032
{'hecke_orbit_code': 137455731579, 'n': 33, 'trace_an': 0}
-
id: 26464033
{'hecke_orbit_code': 137455731579, 'n': 34, 'trace_an': 0}
-
id: 26464034
{'hecke_orbit_code': 137455731579, 'n': 35, 'trace_an': 0}
-
id: 26464035
{'hecke_orbit_code': 137455731579, 'n': 36, 'trace_an': 0}
-
id: 26464036
{'hecke_orbit_code': 137455731579, 'n': 37, 'trace_an': -2}
-
id: 26464037
{'hecke_orbit_code': 137455731579, 'n': 38, 'trace_an': 0}
-
id: 26464038
{'hecke_orbit_code': 137455731579, 'n': 39, 'trace_an': 0}
-
id: 26464039
{'hecke_orbit_code': 137455731579, 'n': 40, 'trace_an': 0}
-
id: 26464040
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{'hecke_orbit_code': 137455731579, 'n': 892, 'trace_an': 4}
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id: 26464892
{'hecke_orbit_code': 137455731579, 'n': 893, 'trace_an': 0}
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id: 26464893
{'hecke_orbit_code': 137455731579, 'n': 894, 'trace_an': 0}
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id: 26464894
{'hecke_orbit_code': 137455731579, 'n': 895, 'trace_an': 2}
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id: 26464895
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id: 26464896
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id: 26464897
{'hecke_orbit_code': 137455731579, 'n': 898, 'trace_an': 0}
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id: 26464898
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id: 26464899
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id: 26464900
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id: 26464901
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id: 26464902
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id: 26464903
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id: 26464904
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id: 26464905
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id: 26464906
{'hecke_orbit_code': 137455731579, 'n': 907, 'trace_an': 4}
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id: 26464907
{'hecke_orbit_code': 137455731579, 'n': 908, 'trace_an': 0}
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id: 26464908
{'hecke_orbit_code': 137455731579, 'n': 909, 'trace_an': 0}
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id: 26464909
{'hecke_orbit_code': 137455731579, 'n': 910, 'trace_an': 0}
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id: 26464910
{'hecke_orbit_code': 137455731579, 'n': 911, 'trace_an': 0}
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id: 26464911
{'hecke_orbit_code': 137455731579, 'n': 912, 'trace_an': 0}
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id: 26464912
{'hecke_orbit_code': 137455731579, 'n': 913, 'trace_an': 0}
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id: 26464913
{'hecke_orbit_code': 137455731579, 'n': 914, 'trace_an': 0}
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id: 26464914
{'hecke_orbit_code': 137455731579, 'n': 915, 'trace_an': 0}
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id: 26464915
{'hecke_orbit_code': 137455731579, 'n': 916, 'trace_an': 4}
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id: 26464916
{'hecke_orbit_code': 137455731579, 'n': 917, 'trace_an': 0}
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id: 26464917
{'hecke_orbit_code': 137455731579, 'n': 918, 'trace_an': 0}
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id: 26464918
{'hecke_orbit_code': 137455731579, 'n': 919, 'trace_an': 0}
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id: 26464919
{'hecke_orbit_code': 137455731579, 'n': 920, 'trace_an': 0}
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id: 26464920
{'hecke_orbit_code': 137455731579, 'n': 921, 'trace_an': 0}
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id: 26464921
{'hecke_orbit_code': 137455731579, 'n': 922, 'trace_an': 0}
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id: 26464922
{'hecke_orbit_code': 137455731579, 'n': 923, 'trace_an': 0}
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id: 26464923
{'hecke_orbit_code': 137455731579, 'n': 924, 'trace_an': 0}
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id: 26464924
{'hecke_orbit_code': 137455731579, 'n': 925, 'trace_an': 0}
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id: 26464925
{'hecke_orbit_code': 137455731579, 'n': 926, 'trace_an': 0}
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id: 26464926
{'hecke_orbit_code': 137455731579, 'n': 927, 'trace_an': 0}
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id: 26464927
{'hecke_orbit_code': 137455731579, 'n': 928, 'trace_an': 0}
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id: 26464928
{'hecke_orbit_code': 137455731579, 'n': 929, 'trace_an': 0}
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id: 26464929
{'hecke_orbit_code': 137455731579, 'n': 930, 'trace_an': 0}
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id: 26464930
{'hecke_orbit_code': 137455731579, 'n': 931, 'trace_an': 0}
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id: 26464931
{'hecke_orbit_code': 137455731579, 'n': 932, 'trace_an': 0}
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id: 26464932
{'hecke_orbit_code': 137455731579, 'n': 933, 'trace_an': 0}
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id: 26464933
{'hecke_orbit_code': 137455731579, 'n': 934, 'trace_an': 0}
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id: 26464934
{'hecke_orbit_code': 137455731579, 'n': 935, 'trace_an': 0}
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id: 26464935
{'hecke_orbit_code': 137455731579, 'n': 936, 'trace_an': 0}
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id: 26464936
{'hecke_orbit_code': 137455731579, 'n': 937, 'trace_an': 0}
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id: 26464937
{'hecke_orbit_code': 137455731579, 'n': 938, 'trace_an': 0}
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id: 26464938
{'hecke_orbit_code': 137455731579, 'n': 939, 'trace_an': 0}
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id: 26464939
{'hecke_orbit_code': 137455731579, 'n': 940, 'trace_an': 2}
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id: 26464940
{'hecke_orbit_code': 137455731579, 'n': 941, 'trace_an': 0}
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id: 26464941
{'hecke_orbit_code': 137455731579, 'n': 942, 'trace_an': 0}
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id: 26464942
{'hecke_orbit_code': 137455731579, 'n': 943, 'trace_an': 0}
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id: 26464943
{'hecke_orbit_code': 137455731579, 'n': 944, 'trace_an': 0}
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id: 26464944
{'hecke_orbit_code': 137455731579, 'n': 945, 'trace_an': 0}
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id: 26464945
{'hecke_orbit_code': 137455731579, 'n': 946, 'trace_an': 0}
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id: 26464946
{'hecke_orbit_code': 137455731579, 'n': 947, 'trace_an': 0}
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id: 26464947
{'hecke_orbit_code': 137455731579, 'n': 948, 'trace_an': 0}
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id: 26464948
{'hecke_orbit_code': 137455731579, 'n': 949, 'trace_an': 0}
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id: 26464949
{'hecke_orbit_code': 137455731579, 'n': 950, 'trace_an': 0}
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id: 26464950
{'hecke_orbit_code': 137455731579, 'n': 951, 'trace_an': 0}
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id: 26464951
{'hecke_orbit_code': 137455731579, 'n': 952, 'trace_an': 0}
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id: 26464952
{'hecke_orbit_code': 137455731579, 'n': 953, 'trace_an': 0}
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id: 26464953
{'hecke_orbit_code': 137455731579, 'n': 954, 'trace_an': 0}
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id: 26464954
{'hecke_orbit_code': 137455731579, 'n': 955, 'trace_an': 2}
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id: 26464955
{'hecke_orbit_code': 137455731579, 'n': 956, 'trace_an': 0}
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id: 26464956
{'hecke_orbit_code': 137455731579, 'n': 957, 'trace_an': 0}
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id: 26464957
{'hecke_orbit_code': 137455731579, 'n': 958, 'trace_an': 0}
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id: 26464958
{'hecke_orbit_code': 137455731579, 'n': 959, 'trace_an': 0}
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id: 26464959
{'hecke_orbit_code': 137455731579, 'n': 960, 'trace_an': 0}
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id: 26464960
{'hecke_orbit_code': 137455731579, 'n': 961, 'trace_an': 0}
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id: 26464961
{'hecke_orbit_code': 137455731579, 'n': 962, 'trace_an': 0}
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id: 26464962
{'hecke_orbit_code': 137455731579, 'n': 963, 'trace_an': 0}
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id: 26464963
{'hecke_orbit_code': 137455731579, 'n': 964, 'trace_an': 0}
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id: 26464964
{'hecke_orbit_code': 137455731579, 'n': 965, 'trace_an': 0}
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id: 26464965
{'hecke_orbit_code': 137455731579, 'n': 966, 'trace_an': 0}
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id: 26464966
{'hecke_orbit_code': 137455731579, 'n': 967, 'trace_an': 0}
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id: 26464967
{'hecke_orbit_code': 137455731579, 'n': 968, 'trace_an': 0}
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id: 26464968
{'hecke_orbit_code': 137455731579, 'n': 969, 'trace_an': 0}
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id: 26464969
{'hecke_orbit_code': 137455731579, 'n': 970, 'trace_an': 0}
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id: 26464970
{'hecke_orbit_code': 137455731579, 'n': 971, 'trace_an': 0}
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id: 26464971
{'hecke_orbit_code': 137455731579, 'n': 972, 'trace_an': 0}
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id: 26464972
{'hecke_orbit_code': 137455731579, 'n': 973, 'trace_an': 0}
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id: 26464973
{'hecke_orbit_code': 137455731579, 'n': 974, 'trace_an': 0}
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id: 26464974
{'hecke_orbit_code': 137455731579, 'n': 975, 'trace_an': 0}
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id: 26464975
{'hecke_orbit_code': 137455731579, 'n': 976, 'trace_an': 0}
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id: 26464976
{'hecke_orbit_code': 137455731579, 'n': 977, 'trace_an': 0}
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id: 26464977
{'hecke_orbit_code': 137455731579, 'n': 978, 'trace_an': 0}
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id: 26464978
{'hecke_orbit_code': 137455731579, 'n': 979, 'trace_an': 4}
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id: 26464979
{'hecke_orbit_code': 137455731579, 'n': 980, 'trace_an': 0}
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id: 26464980
{'hecke_orbit_code': 137455731579, 'n': 981, 'trace_an': 0}
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id: 26464981
{'hecke_orbit_code': 137455731579, 'n': 982, 'trace_an': 0}
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id: 26464982
{'hecke_orbit_code': 137455731579, 'n': 983, 'trace_an': 0}
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id: 26464983
{'hecke_orbit_code': 137455731579, 'n': 984, 'trace_an': 0}
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id: 26464984
{'hecke_orbit_code': 137455731579, 'n': 985, 'trace_an': 0}
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id: 26464985
{'hecke_orbit_code': 137455731579, 'n': 986, 'trace_an': 0}
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id: 26464986
{'hecke_orbit_code': 137455731579, 'n': 987, 'trace_an': 0}
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id: 26464987
{'hecke_orbit_code': 137455731579, 'n': 988, 'trace_an': 0}
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id: 26464988
{'hecke_orbit_code': 137455731579, 'n': 989, 'trace_an': 0}
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id: 26464989
{'hecke_orbit_code': 137455731579, 'n': 990, 'trace_an': 0}
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id: 26464990
{'hecke_orbit_code': 137455731579, 'n': 991, 'trace_an': 4}
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id: 26464991
{'hecke_orbit_code': 137455731579, 'n': 992, 'trace_an': 0}
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id: 26464992
{'hecke_orbit_code': 137455731579, 'n': 993, 'trace_an': 0}
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id: 26464993
{'hecke_orbit_code': 137455731579, 'n': 994, 'trace_an': 0}
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id: 26464994
{'hecke_orbit_code': 137455731579, 'n': 995, 'trace_an': 0}
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id: 26464995
{'hecke_orbit_code': 137455731579, 'n': 996, 'trace_an': 0}
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id: 26464996
{'hecke_orbit_code': 137455731579, 'n': 997, 'trace_an': 0}
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id: 26464997
{'hecke_orbit_code': 137455731579, 'n': 998, 'trace_an': 0}
-
id: 26464998
{'hecke_orbit_code': 137455731579, 'n': 999, 'trace_an': 0}
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id: 26464999
{'hecke_orbit_code': 137455731579, 'n': 1000, 'trace_an': 0}