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mf_newspaces • Show schema
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{'Nk2': 72, 'analytic_conductor': 0.1437307236383047, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [18, 3, [11], [2]], 'conrey_index': 7, 'cusp_dim': 2, 'dim': 2, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137472507922, 'hecke_orbit_dims': [2], 'label': '18.2.c', 'level': 18, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 10, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 1, 'sturm_bound': 6, 'trace_bound': 0, 'trace_display': [-1, -3, 0, -2], 'traces': [2, -1, -3, -1, 0, 3, -2, 2, 3, 0, 3, 0, -2, -2, 0, -1, -6, -6, -2, 0, 6, 3, 6, -3, 5, 4, 0, 4, -6, 0, 4, -1, -9, 3, 0, 3, -8, 1, 0, 0, -9, 0, 1, -6, 0, -12, 6, 3, 3, 5, 9, -2, 24, 9, 0, -2, 3, -6, -3, 0, -8, -8, -12, 2, 0, 0, -5, 3, 0, 0, -24, 3, 22, 4, -15, 1, 6, -6, 4, 0, -9, 18, -12, -6, 0, 1, 18, 3, 12, 0, 8, 6, 0, 6, 0, 0, -5, -6, 18, -10, 0, -9, -14, -2, 0, -12, 6, -9, -32, 0, 12, -2, -6, -3, 0, 12, 6, 6, 6, 0, 2, -8, 0, 4, 0, 6, 4, -1, -3, 0, 0, 9, 2, 10, 0, -6, 3, 18, 19, 0, -18, 12, -12, -6, 0, -11, 0, 4, 6, 0, 10, -2, -9, -12, 0, 6, 4, 4, -36, 0, -24, -9, -8, -9, 0, -12, 12, 6, 9, 0, -3, -2, 6, 0, 10, 3, 0, -6, 24, 0, 28, -4, 24, 6, 0, 12, -9, -12, 18, 0, 18, -3, -5, -5, 0, 3, -24, -9, -20, 5, 0, 0, -12, 0, 0, 28, -18, 4, -3, 0, -20, -12, 36, -3, 0, 0, -16, 16, -33, 0, 6, -12, -26, 4, 30, 12, -21, 0, -14, 0, 0, -6, 6, 6, 0, -3, -12, 6, -6, 0, 7, -4, 27, 16, 0, -27, 2, 4, 36, 0, 42, 6, 36, -2, 0, -1, 21, 0, 8, 0, -36, 0, -18, -9, 0, 2, -18, -5, -48, 0, 40, 3, -12, 3, -15, -18, 10, -38, -12, 0, -6, 0, 4, 12, 0, 6, 36, 3, -16, 0, 15, -11, -30, 9, 0, -8, -27, -12, 12, 15, 2, 10, 0, 1, 0, 18, -14, 6, 0, 0, 18, 0, -29, -8, 0, -8, 18, 36, 18, 0, -9, 12, 6, 18, -20, 4, 48, -9, 12, 0, 4, 24, -12, -24, 0, 0, 1, 9, 0, 0, 24, 6, -40, 1, 0, 6, -33, -18, 16, -20, -18, -6, 21, -9, 0, -6, -18, -12, -36, 0, -36, -14, 0, -4, 0, 0, 28, -12, 27, 0, -24, -12, 34, -9, 0, 6, 24, -18, 46, 0, -6, 18, 0, 3, 0, 10, 6, 10, -18, 0, -18, 3, 0, 12, 0, -9, 40, 10, -6, 5, 27, -15, 8, 0, 0, 24, -12, 9, -17, 0, -9, -14, 12, -18, 0, -2, 0, -3, 12, 0, -20, 40, 36, 24, -15, -36, -16, -3, 18, 0, -60, 9, -14, 8, 0, 16, -6, 33, -8, 0, -9, -12, -3, 0, 0, -26, 0, -2, 18, -15, -54, -6, -30, -21, 0, 3, -17, 28, 0, 0, 30, 18, -20, -6, 0, -3, -30, -12, 20, 0, 0, -3, -3, 0, -5, -12, 36, 12, 42, 0, 8, 7, 36, 2, 0, 0, 52, -8, 12, 0, 15, 27, 18, -4, 0, -8, 24, 0, 13, 0, 0, -21, 0, -12, 0, -18, -27, -2, 0, 0, -22, 2, 0, -42, 0, 3, -18, 8, -18, 0, -6, 18, 40, 0, 0, -18, -12, 0, -13, 0, 9, -4, -18, 18, 0, -5, -36, 24, 18, 0, -8, -20, -42, 3, 0, 12, 1, -6, -48, 30, 6, 0, 8, 10, 0, 19, -60, -12, -4, 0, 27, -6, 39, 18, 0, -8, -18, -24, -45, 0, 37, 6, -54, -18, 60, 3, 22, 8, 0, 0, -24, 0, 36, 22, 0, 60, 9, -9, -4, 0, 36, 4, 12, 27, 0, 6, 30, 12, -12, -15, 37, -4, 15, -20, 0, 0, 28, 1, 0, 0, -24, -9, -32, 7, 0, 6, -27, -42, -35, 0, 54, -36, -12, -6, -25, -29, 9, 4, 24, 0, -80, 4, 0, 18, 0, 0, 6, -36, -36, 0, 3, 9, -23, 12, 0, -3, 36, -9, -18, 10, 24, 4, 6, -48, 0, 18, 33, -24, 36, 0, 4, 4, 0, -12, 0, 24, -72, 12, 78, 0, 24, -6, 22, -2, -45, -18, -36, -18, -10, 0, 63, -12, -18, -3, 0, 20, 0, 1, -24, 0, -8, -12, -18, 66, 0, 18, 27, 16, -9, 10, 60, 0, 8, 3, 0, 21, 0, 9, 4, 0, 24, 12, -24, 0, 0, -12, 0, 18, -72, 0, 56, 18, -21, -14, 30, 6, -26, 8, -54, 0, -3, -24, -14, 28, 0, 6, -30, 27, 94, 0, 0, -24, -6, 0, 0, -68, -72, 18, -6, 0, -8, 6, -63, -12, 0, 0, 4, -23, -54, 0, -42, 6, 32, -36, 0, 0, -6, 0, -2, 0, 0, -5, 36, -3, 40, -5, -24, -18, 9, 0, -36, 36, 54, -6, 0, 0, 4, 12, 54, 0, 24, 18, 32, -20, 0, 10, 12, 0, -18, -10, 18, -54, 33, 15, 0, 8, 72, 0, 66, 0, -14, -12, -60, -12, 0, -9, -1, 34, 12, 0, 18, 0, 16, -14, 0, -6, -24, 36, -20, 0, -30, -2, -9, 57, 0, 6, 36, -24, -12, 0, -7, -20, 18, -20, 0, -18, -8, -12, 0, -15, -24, 0, -26, 32, 0, 6, 42, -18, -35, 0, -54, 30, 48, -9, 0, 7, 24, 8, -12, 0, -10, -32, -30, 12, 0, 0, -8, -8, 0, 0, -84, -9, -38, 6, 0, -3, 0, 12, -4, 0, 27, 52, -6, 18, 0, -2, -36, -9, -48, -15, -72, 27, 0, -6, 0, 0, 31, 42, 0, 0, -48, -3, 36, -17, 0, -14, 0, -27, 76, 0, 21, 30, 24, -18, -20, 40, 42, 12, 6, 0, -3, -3, 0, 15, 0, 6, 28, -10, 87, 0, 60, 12, 54, 6, 0, 6, -3, 12, -22, -5, -54, 6, 18, -72, 0, -6, 0, 42, 6, 0, 15, -16, 9, -14, 0, -36, 22, 2, -9, 0, -72, -27, -76, -26, 30, -8, 51, -12, 18, 0, -48, -30, 0, 0, 0, 18, 0, 2, 12, 0, -32, 4, -12, 24, 0, -36, 28, -26, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 7, 'conrey_indexes': [7, 13], 'label': '18.2.c', 'level': 18, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 2, 'sub_label': '18.2.c', 'sub_level': 18, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '18.2.c', 'level': 18, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26721000
{'hecke_orbit_code': 137472507922, 'n': 1, 'trace_an': 2}
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id: 26721001
{'hecke_orbit_code': 137472507922, 'n': 2, 'trace_an': -1}
-
id: 26721002
{'hecke_orbit_code': 137472507922, 'n': 3, 'trace_an': -3}
-
id: 26721003
{'hecke_orbit_code': 137472507922, 'n': 4, 'trace_an': -1}
-
id: 26721004
{'hecke_orbit_code': 137472507922, 'n': 5, 'trace_an': 0}
-
id: 26721005
{'hecke_orbit_code': 137472507922, 'n': 6, 'trace_an': 3}
-
id: 26721006
{'hecke_orbit_code': 137472507922, 'n': 7, 'trace_an': -2}
-
id: 26721007
{'hecke_orbit_code': 137472507922, 'n': 8, 'trace_an': 2}
-
id: 26721008
{'hecke_orbit_code': 137472507922, 'n': 9, 'trace_an': 3}
-
id: 26721009
{'hecke_orbit_code': 137472507922, 'n': 10, 'trace_an': 0}
-
id: 26721010
{'hecke_orbit_code': 137472507922, 'n': 11, 'trace_an': 3}
-
id: 26721011
{'hecke_orbit_code': 137472507922, 'n': 12, 'trace_an': 0}
-
id: 26721012
{'hecke_orbit_code': 137472507922, 'n': 13, 'trace_an': -2}
-
id: 26721013
{'hecke_orbit_code': 137472507922, 'n': 14, 'trace_an': -2}
-
id: 26721014
{'hecke_orbit_code': 137472507922, 'n': 15, 'trace_an': 0}
-
id: 26721015
{'hecke_orbit_code': 137472507922, 'n': 16, 'trace_an': -1}
-
id: 26721016
{'hecke_orbit_code': 137472507922, 'n': 17, 'trace_an': -6}
-
id: 26721017
{'hecke_orbit_code': 137472507922, 'n': 18, 'trace_an': -6}
-
id: 26721018
{'hecke_orbit_code': 137472507922, 'n': 19, 'trace_an': -2}
-
id: 26721019
{'hecke_orbit_code': 137472507922, 'n': 20, 'trace_an': 0}
-
id: 26721020
{'hecke_orbit_code': 137472507922, 'n': 21, 'trace_an': 6}
-
id: 26721021
{'hecke_orbit_code': 137472507922, 'n': 22, 'trace_an': 3}
-
id: 26721022
{'hecke_orbit_code': 137472507922, 'n': 23, 'trace_an': 6}
-
id: 26721023
{'hecke_orbit_code': 137472507922, 'n': 24, 'trace_an': -3}
-
id: 26721024
{'hecke_orbit_code': 137472507922, 'n': 25, 'trace_an': 5}
-
id: 26721025
{'hecke_orbit_code': 137472507922, 'n': 26, 'trace_an': 4}
-
id: 26721026
{'hecke_orbit_code': 137472507922, 'n': 27, 'trace_an': 0}
-
id: 26721027
{'hecke_orbit_code': 137472507922, 'n': 28, 'trace_an': 4}
-
id: 26721028
{'hecke_orbit_code': 137472507922, 'n': 29, 'trace_an': -6}
-
id: 26721029
{'hecke_orbit_code': 137472507922, 'n': 30, 'trace_an': 0}
-
id: 26721030
{'hecke_orbit_code': 137472507922, 'n': 31, 'trace_an': 4}
-
id: 26721031
{'hecke_orbit_code': 137472507922, 'n': 32, 'trace_an': -1}
-
id: 26721032
{'hecke_orbit_code': 137472507922, 'n': 33, 'trace_an': -9}
-
id: 26721033
{'hecke_orbit_code': 137472507922, 'n': 34, 'trace_an': 3}
-
id: 26721034
{'hecke_orbit_code': 137472507922, 'n': 35, 'trace_an': 0}
-
id: 26721035
{'hecke_orbit_code': 137472507922, 'n': 36, 'trace_an': 3}
-
id: 26721036
{'hecke_orbit_code': 137472507922, 'n': 37, 'trace_an': -8}
-
id: 26721037
{'hecke_orbit_code': 137472507922, 'n': 38, 'trace_an': 1}
-
id: 26721038
{'hecke_orbit_code': 137472507922, 'n': 39, 'trace_an': 0}
-
id: 26721039
{'hecke_orbit_code': 137472507922, 'n': 40, 'trace_an': 0}
-
id: 26721040
{'hecke_orbit_code': 137472507922, 'n': 41, 'trace_an': -9}
-
id: 26721041
{'hecke_orbit_code': 137472507922, 'n': 42, 'trace_an': 0}
-
id: 26721042
{'hecke_orbit_code': 137472507922, 'n': 43, 'trace_an': 1}
-
id: 26721043
{'hecke_orbit_code': 137472507922, 'n': 44, 'trace_an': -6}
-
id: 26721044
{'hecke_orbit_code': 137472507922, 'n': 45, 'trace_an': 0}
-
id: 26721045
{'hecke_orbit_code': 137472507922, 'n': 46, 'trace_an': -12}
-
id: 26721046
{'hecke_orbit_code': 137472507922, 'n': 47, 'trace_an': 6}
-
id: 26721047
{'hecke_orbit_code': 137472507922, 'n': 48, 'trace_an': 3}
-
id: 26721048
{'hecke_orbit_code': 137472507922, 'n': 49, 'trace_an': 3}
-
id: 26721049
{'hecke_orbit_code': 137472507922, 'n': 50, 'trace_an': 5}
-
id: 26721050
{'hecke_orbit_code': 137472507922, 'n': 51, 'trace_an': 9}
-
id: 26721051
{'hecke_orbit_code': 137472507922, 'n': 52, 'trace_an': -2}
-
id: 26721052
{'hecke_orbit_code': 137472507922, 'n': 53, 'trace_an': 24}
-
id: 26721053
{'hecke_orbit_code': 137472507922, 'n': 54, 'trace_an': 9}
-
id: 26721054
{'hecke_orbit_code': 137472507922, 'n': 55, 'trace_an': 0}
-
id: 26721055
{'hecke_orbit_code': 137472507922, 'n': 56, 'trace_an': -2}
-
id: 26721056
{'hecke_orbit_code': 137472507922, 'n': 57, 'trace_an': 3}
-
id: 26721057
{'hecke_orbit_code': 137472507922, 'n': 58, 'trace_an': -6}
-
id: 26721058
{'hecke_orbit_code': 137472507922, 'n': 59, 'trace_an': -3}
-
id: 26721059
{'hecke_orbit_code': 137472507922, 'n': 60, 'trace_an': 0}
-
id: 26721060
{'hecke_orbit_code': 137472507922, 'n': 61, 'trace_an': -8}
-
id: 26721061
{'hecke_orbit_code': 137472507922, 'n': 62, 'trace_an': -8}
-
id: 26721062
{'hecke_orbit_code': 137472507922, 'n': 63, 'trace_an': -12}
-
id: 26721063
{'hecke_orbit_code': 137472507922, 'n': 64, 'trace_an': 2}
-
id: 26721064
{'hecke_orbit_code': 137472507922, 'n': 65, 'trace_an': 0}
-
id: 26721065
{'hecke_orbit_code': 137472507922, 'n': 66, 'trace_an': 0}
-
id: 26721066
{'hecke_orbit_code': 137472507922, 'n': 67, 'trace_an': -5}
-
id: 26721067
{'hecke_orbit_code': 137472507922, 'n': 68, 'trace_an': 3}
-
id: 26721068
{'hecke_orbit_code': 137472507922, 'n': 69, 'trace_an': 0}
-
id: 26721069
{'hecke_orbit_code': 137472507922, 'n': 70, 'trace_an': 0}
-
id: 26721070
{'hecke_orbit_code': 137472507922, 'n': 71, 'trace_an': -24}
-
id: 26721071
{'hecke_orbit_code': 137472507922, 'n': 72, 'trace_an': 3}
-
id: 26721072
{'hecke_orbit_code': 137472507922, 'n': 73, 'trace_an': 22}
-
id: 26721073
{'hecke_orbit_code': 137472507922, 'n': 74, 'trace_an': 4}
-
id: 26721074
{'hecke_orbit_code': 137472507922, 'n': 75, 'trace_an': -15}
-
id: 26721075
{'hecke_orbit_code': 137472507922, 'n': 76, 'trace_an': 1}
-
id: 26721076
{'hecke_orbit_code': 137472507922, 'n': 77, 'trace_an': 6}
-
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id: 26721921
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id: 26721922
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id: 26721923
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id: 26721925
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id: 26721930
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id: 26721933
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id: 26721935
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id: 26721936
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id: 26721937
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id: 26721938
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id: 26721939
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id: 26721940
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id: 26721941
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id: 26721942
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id: 26721943
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id: 26721944
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id: 26721945
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id: 26721946
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id: 26721947
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id: 26721948
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id: 26721949
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id: 26721950
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id: 26721951
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id: 26721952
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id: 26721953
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id: 26721954
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id: 26721955
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id: 26721956
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id: 26721957
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id: 26721958
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id: 26721959
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id: 26721960
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id: 26721961
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id: 26721962
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id: 26721963
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id: 26721964
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id: 26721965
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id: 26721966
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id: 26721967
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id: 26721968
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id: 26721969
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id: 26721970
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id: 26721971
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id: 26721972
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id: 26721973
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id: 26721974
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id: 26721975
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id: 26721976
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id: 26721977
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id: 26721978
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id: 26721979
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id: 26721980
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id: 26721981
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id: 26721982
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id: 26721983
{'hecke_orbit_code': 137472507922, 'n': 984, 'trace_an': 0}
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id: 26721984
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id: 26721985
{'hecke_orbit_code': 137472507922, 'n': 986, 'trace_an': 18}
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id: 26721986
{'hecke_orbit_code': 137472507922, 'n': 987, 'trace_an': 0}
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id: 26721987
{'hecke_orbit_code': 137472507922, 'n': 988, 'trace_an': 2}
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id: 26721988
{'hecke_orbit_code': 137472507922, 'n': 989, 'trace_an': 12}
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id: 26721989
{'hecke_orbit_code': 137472507922, 'n': 990, 'trace_an': 0}
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id: 26721990
{'hecke_orbit_code': 137472507922, 'n': 991, 'trace_an': -32}
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id: 26721991
{'hecke_orbit_code': 137472507922, 'n': 992, 'trace_an': 4}
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id: 26721992
{'hecke_orbit_code': 137472507922, 'n': 993, 'trace_an': -12}
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id: 26721993
{'hecke_orbit_code': 137472507922, 'n': 994, 'trace_an': 24}
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id: 26721994
{'hecke_orbit_code': 137472507922, 'n': 995, 'trace_an': 0}
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id: 26721995
{'hecke_orbit_code': 137472507922, 'n': 996, 'trace_an': -36}
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id: 26721996
{'hecke_orbit_code': 137472507922, 'n': 997, 'trace_an': 28}
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id: 26721997
{'hecke_orbit_code': 137472507922, 'n': 998, 'trace_an': -26}
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id: 26721998
{'hecke_orbit_code': 137472507922, 'n': 999, 'trace_an': 0}
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id: 26721999
{'hecke_orbit_code': 137472507922, 'n': 1000, 'trace_an': 0}