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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1], [19, -1]], 1, 1], [[[2, 1], [5, -1], [19, 1]], 2, 1], [[[2, 1], [5, 1], [19, 1]], 1, 1], [[[2, -1], [5, 1], [19, -1]], 1, 1]], 'ALdims': [1, 0, 2, 0, 0, 1, 0, 1], 'Nk2': 760, 'analytic_conductor': 1.5171576384043273, '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': [190, 1, [77, 21], [1, 1]], 'conrey_index': 1, 'cusp_dim': 27, 'dim': 5, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554622, 'hecke_orbit_dims': [1, 1, 1, 2], 'label': '190.2.a', 'level': 190, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 19], 'level_radical': 190, 'mf_dim': 34, 'mf_new_dim': 5, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 60, 'trace_bound': 3, 'trace_display': [-1, -4, 1, -8], 'traces': [5, -1, -4, 5, 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24, 84, 1, 56, -12, 24, -20, 14, -40, 28, 8, -50, -8, -12, -1, -12, 18, -8, -32, -16, 16, -16, -2, 26, 2, -68, -4, 24, 44, -64, 8, 49, 30, -36, -4, 92, -8, 4, -16, 48, 82, -92, -8, -34, -24, -48, -10, -18, -32, -4, 6, -42, -12, -2, 4, 24, -38, -8, 36, 46, 24, 32, 4, -24, 22, -20, -32, 6, 72, -40, 8, 42, 4, -4, 0, -24, 64, 8, 5, -58, -83, 16, 6, 56, -16, 32, -2, 26, -38, 88, -60, -8, 4, 128, -22, 58, 64, -16, -10, -40, -100, 8, 0, 34, -16, -28, -24, 5, -24, -48, 5, -68, 2, 104, 10, -66, -12, -48, 24, 26, 24, -60, -8, -88, -16, -8, -20, 5, 54, 16, -10, -44, 44, 32, 24, -4, 26, 32, 44, 34, 8, 16, -1, -30, 64, 48, -60, 16, -2, -48, 23, 40, 2, -48, -24, -34, -40, 4, 10, 98, 32, 12, -16, -18, 16, -156, -16, 4, 30, -80, 40, 104, 4, 104, 4, -34, 74, -16, 23, 42, -8, 32, -18, -76, 16, -12, 3, -6, -56, 128, 0, -40, 56, -68, 10, 80, 24, -20, -24, -4, -6, -72, -8, 46, 0, -2, 4, -32, -74, 88, 28, 70, 8, -40, 14, -112, -76, -8, -12, 40, -72, -20, -3, -56, -1, 24, -18, -10, -32, -40, 28, -7, -42, -160, 24, -26, -12, 36, 12, 8, -90, 84, -22, 24, 60, 80, 0, -10, -6, -64, 56, 40, 4, -56, -4, 0, 68, 8, 40, 70, -8, -24, 1, -42, 40, -112, -20, 18, -72, 52, -4, 6, -16, -56, -10, -14, 48, 8, -6, -72, -46, -10, -32, 16, -56, -12, 1, -58, -136, 20, -50, 32, 8, 8, -36, 60, 18, -16, -4, 34, 24, -56, -1, 26, 6, -8, 4, 0, 80, 48, 18, -2, 7, 20, 48, 136, 56, -32, 16, 16, -26, -24, 18, -130, -68, -168, 24, 8, 44, 4, 76, -34, 0, 16, -6, -30, 40, 16, -12, 48, 20, -8, -24, -25, 6, 96, 4, 55, -28, -8, -6, 80, -10, -72, -24, 46, 72, -13, 8, 86, 88, -28, -24, -24, 8, 56, -12, 26, -86, 60, 16, 0, -32, -36, 14, 62, 8, 4, -16, 18, 72, 164, 12, 74, 107, 40, -4, -40, 0, 72, -8, 8, -10, -92, -32, 4, 56, -44, -4, -60, -58, 0, 5, -52, -8, 48, -46, -50, 32, 44, -12, -130, 24, -104, 0, 96, 22, -56, 6, 8, 124, -28, -12, -80, 10, 88, -24, -22, 4, 24, -2, 54, -32, 23, 50, -88, -8, 32, -34, 158, 20, -32, -4, 46, -56, 80, -12, -40, 32, -80, 48, -52, 5, -92, 8, -2, -50, -24, -60, 64, -64, -4, 4, -11, 12, -140, -6, -26, 68, -52, -5, -4, -38, -4, 28, -168, -40, -20, 6, -66, -160, 8, -23, 62, 28, 40, 64, 14, -48, 16, 2, 48, 12, 0, -8, 52, 24, -8, 48, -66, -20, 120, -1], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 149809
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '190.2.a', 'level': 190, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 4, 'weight': 2}
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id: 149810
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '190.2.a', 'level': 190, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '38.2.a', 'sub_level': 38, 'sub_mult': 2, 'weight': 2}
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id: 149811
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '190.2.a', 'level': 190, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '95.2.a', 'sub_level': 95, 'sub_mult': 2, 'weight': 2}
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id: 149808
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '190.2.a', 'level': 190, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '190.2.a', 'sub_level': 190, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '190.2.a', 'level': 190, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 171000
{'hecke_orbit_code': 33554622, 'n': 1, 'trace_an': 5}
-
id: 171001
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id: 171020
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id: 171021
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id: 171023
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id: 171024
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id: 171029
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id: 171048
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id: 171100
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id: 171102
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id: 171103
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id: 171104
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id: 171105
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id: 171107
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id: 171108
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id: 171109
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id: 171110
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id: 171111
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id: 171112
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id: 171113
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id: 171114
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id: 171115
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id: 171116
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id: 171117
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id: 171118
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id: 171119
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id: 171120
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id: 171121
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id: 171122
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id: 171123
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id: 171124
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id: 171125
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id: 171126
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id: 171127
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id: 171128
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id: 171129
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id: 171130
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id: 171131
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id: 171132
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id: 171133
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id: 171134
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id: 171135
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id: 171139
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id: 171140
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id: 171141
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id: 171142
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id: 171143
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id: 171144
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id: 171145
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id: 171146
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id: 171147
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id: 171153
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id: 171158
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id: 171871
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id: 171872
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id: 171873
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id: 171874
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id: 171875
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id: 171876
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id: 171877
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id: 171878
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id: 171879
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id: 171880
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id: 171881
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id: 171882
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id: 171883
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id: 171884
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id: 171885
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id: 171886
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id: 171887
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id: 171888
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id: 171889
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id: 171890
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id: 171891
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id: 171892
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id: 171893
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id: 171894
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id: 171895
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id: 171896
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id: 171897
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id: 171898
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id: 171899
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id: 171900
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id: 171901
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id: 171902
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id: 171903
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id: 171904
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id: 171905
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id: 171906
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id: 171907
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id: 171908
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id: 171909
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id: 171910
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id: 171911
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id: 171912
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id: 171913
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id: 171914
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id: 171915
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id: 171916
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id: 171917
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id: 171918
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id: 171919
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id: 171920
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id: 171921
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id: 171922
{'hecke_orbit_code': 33554622, 'n': 923, 'trace_an': 88}
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id: 171923
{'hecke_orbit_code': 33554622, 'n': 924, 'trace_an': -24}
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id: 171924
{'hecke_orbit_code': 33554622, 'n': 925, 'trace_an': -22}
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id: 171925
{'hecke_orbit_code': 33554622, 'n': 926, 'trace_an': 4}
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id: 171926
{'hecke_orbit_code': 33554622, 'n': 927, 'trace_an': 24}
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id: 171927
{'hecke_orbit_code': 33554622, 'n': 928, 'trace_an': -2}
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id: 171928
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id: 171929
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id: 171930
{'hecke_orbit_code': 33554622, 'n': 931, 'trace_an': 23}
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id: 171931
{'hecke_orbit_code': 33554622, 'n': 932, 'trace_an': 50}
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id: 171932
{'hecke_orbit_code': 33554622, 'n': 933, 'trace_an': -88}
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id: 171933
{'hecke_orbit_code': 33554622, 'n': 934, 'trace_an': -8}
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id: 171934
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id: 171935
{'hecke_orbit_code': 33554622, 'n': 936, 'trace_an': -34}
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id: 171936
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id: 171937
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id: 171938
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id: 171939
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id: 171940
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id: 171941
{'hecke_orbit_code': 33554622, 'n': 942, 'trace_an': -56}
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id: 171942
{'hecke_orbit_code': 33554622, 'n': 943, 'trace_an': 80}
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id: 171943
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id: 171944
{'hecke_orbit_code': 33554622, 'n': 945, 'trace_an': -40}
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id: 171945
{'hecke_orbit_code': 33554622, 'n': 946, 'trace_an': 32}
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id: 171946
{'hecke_orbit_code': 33554622, 'n': 947, 'trace_an': -80}
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id: 171947
{'hecke_orbit_code': 33554622, 'n': 948, 'trace_an': 48}
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id: 171948
{'hecke_orbit_code': 33554622, 'n': 949, 'trace_an': -52}
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id: 171949
{'hecke_orbit_code': 33554622, 'n': 950, 'trace_an': 5}
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id: 171950
{'hecke_orbit_code': 33554622, 'n': 951, 'trace_an': -92}
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id: 171951
{'hecke_orbit_code': 33554622, 'n': 952, 'trace_an': 8}
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id: 171952
{'hecke_orbit_code': 33554622, 'n': 953, 'trace_an': -2}
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id: 171953
{'hecke_orbit_code': 33554622, 'n': 954, 'trace_an': -50}
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id: 171954
{'hecke_orbit_code': 33554622, 'n': 955, 'trace_an': -24}
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id: 171955
{'hecke_orbit_code': 33554622, 'n': 956, 'trace_an': -60}
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id: 171956
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id: 171957
{'hecke_orbit_code': 33554622, 'n': 958, 'trace_an': -64}
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id: 171958
{'hecke_orbit_code': 33554622, 'n': 959, 'trace_an': -4}
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id: 171959
{'hecke_orbit_code': 33554622, 'n': 960, 'trace_an': 4}
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id: 171960
{'hecke_orbit_code': 33554622, 'n': 961, 'trace_an': -11}
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id: 171961
{'hecke_orbit_code': 33554622, 'n': 962, 'trace_an': 12}
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id: 171962
{'hecke_orbit_code': 33554622, 'n': 963, 'trace_an': -140}
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id: 171963
{'hecke_orbit_code': 33554622, 'n': 964, 'trace_an': -6}
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id: 171964
{'hecke_orbit_code': 33554622, 'n': 965, 'trace_an': -26}
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id: 171965
{'hecke_orbit_code': 33554622, 'n': 966, 'trace_an': 68}
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id: 171966
{'hecke_orbit_code': 33554622, 'n': 967, 'trace_an': -52}
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id: 171967
{'hecke_orbit_code': 33554622, 'n': 968, 'trace_an': -5}
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id: 171968
{'hecke_orbit_code': 33554622, 'n': 969, 'trace_an': -4}
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id: 171969
{'hecke_orbit_code': 33554622, 'n': 970, 'trace_an': -38}
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id: 171970
{'hecke_orbit_code': 33554622, 'n': 971, 'trace_an': -4}
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id: 171971
{'hecke_orbit_code': 33554622, 'n': 972, 'trace_an': 28}
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id: 171972
{'hecke_orbit_code': 33554622, 'n': 973, 'trace_an': -168}
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id: 171973
{'hecke_orbit_code': 33554622, 'n': 974, 'trace_an': -40}
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id: 171974
{'hecke_orbit_code': 33554622, 'n': 975, 'trace_an': -20}
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id: 171975
{'hecke_orbit_code': 33554622, 'n': 976, 'trace_an': 6}
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id: 171976
{'hecke_orbit_code': 33554622, 'n': 977, 'trace_an': -66}
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id: 171977
{'hecke_orbit_code': 33554622, 'n': 978, 'trace_an': -160}
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id: 171978
{'hecke_orbit_code': 33554622, 'n': 979, 'trace_an': 8}
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id: 171979
{'hecke_orbit_code': 33554622, 'n': 980, 'trace_an': -23}
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id: 171980
{'hecke_orbit_code': 33554622, 'n': 981, 'trace_an': 62}
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id: 171981
{'hecke_orbit_code': 33554622, 'n': 982, 'trace_an': 28}
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id: 171982
{'hecke_orbit_code': 33554622, 'n': 983, 'trace_an': 40}
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id: 171983
{'hecke_orbit_code': 33554622, 'n': 984, 'trace_an': 64}
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id: 171984
{'hecke_orbit_code': 33554622, 'n': 985, 'trace_an': 14}
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id: 171985
{'hecke_orbit_code': 33554622, 'n': 986, 'trace_an': -48}
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id: 171986
{'hecke_orbit_code': 33554622, 'n': 987, 'trace_an': 16}
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id: 171987
{'hecke_orbit_code': 33554622, 'n': 988, 'trace_an': 2}
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id: 171988
{'hecke_orbit_code': 33554622, 'n': 989, 'trace_an': 48}
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id: 171989
{'hecke_orbit_code': 33554622, 'n': 990, 'trace_an': 12}
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id: 171990
{'hecke_orbit_code': 33554622, 'n': 991, 'trace_an': 0}
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id: 171991
{'hecke_orbit_code': 33554622, 'n': 992, 'trace_an': -8}
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id: 171992
{'hecke_orbit_code': 33554622, 'n': 993, 'trace_an': 52}
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id: 171993
{'hecke_orbit_code': 33554622, 'n': 994, 'trace_an': 24}
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id: 171994
{'hecke_orbit_code': 33554622, 'n': 995, 'trace_an': -8}
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id: 171995
{'hecke_orbit_code': 33554622, 'n': 996, 'trace_an': 48}
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id: 171996
{'hecke_orbit_code': 33554622, 'n': 997, 'trace_an': -66}
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id: 171997
{'hecke_orbit_code': 33554622, 'n': 998, 'trace_an': -20}
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id: 171998
{'hecke_orbit_code': 33554622, 'n': 999, 'trace_an': 120}
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id: 171999
{'hecke_orbit_code': 33554622, 'n': 1000, 'trace_an': -1}
