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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [7, -1], [13, -1]], 1, 1], [[[2, 1], [7, -1], [13, 1]], 1, 1], [[[2, 1], [7, 1], [13, -1]], 1, 1], [[[2, -1], [7, 1], [13, 1]], 2, 2]], 'ALdims': [0, 1, 1, 0, 2, 0, 0, 1], 'Nk2': 728, 'analytic_conductor': 1.453277316787303, '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': [182, 1, [157, 15], [1, 1]], 'conrey_index': 1, 'cusp_dim': 25, 'dim': 5, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 33554614, 'hecke_orbit_dims': [1, 1, 1, 1, 1], 'label': '182.2.a', 'level': 182, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7, 13], 'level_radical': 182, 'mf_dim': 32, 'mf_new_dim': 5, 'num_forms': 5, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 56, 'trace_bound': 3, 'trace_display': [1, 8, 2, -1], 'traces': [5, 1, 8, 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28, 26, -32, -8, 0, -60, 34, -52, 4, 16, -14, -72, 20, -12, -2, 32, -8, -12, -96, 52, -8, -28, 26, -16, 0, 102, 4, -80, 16, 10, -80, -14, -8, 4, 0, 8, 8, 2, -8, 168, 18, -14, 52, 88, 2, -20, -58, -8, 16, -56, 0, 40, 5, 12, 0, 64, -18, 112, 24, 14, 28, -38, -14, 0, -40, 66, 16, 88, -1, 42, 74, -64, 48, -16, 4, 60, -46, 66, -22, 72, 26, -64, 96, 56, -8, -48, -70, -3, -28, 14, -64, 36, 0, 112, 8, -116, -16, -38, 64, -72, -1, -6, 16, 0, -24, 32, 64, 96, 16, 51, 26, -80, -4, 2, 120, 27, -10, 52, -58, -8, 64, 10, -38, 128, -12, 154, -20, 96, -40, -8, -8, -40, 0, 52, 26, -72, 4, 144, 80, -4, -10, -38, 40, 12, 56, 14, 40, -64, 0, -14, -3, -60, 14, 96, 12, 40, -8, -16, 84, -4, 32, -56, -24, -72, -1, -4, -46, 32, 27, -20, -88, -32, 2, -20, 48, 76, 16, 90, 2, 64, -8, -40, 2, -64, -38, -8, 56, 44, 72, 56, 26, 8, -20, 170, -8, -144, -10, -110, -96, 0, -26, 168, 72, -64, 3, -102, -4, -16, -32, 10, -8, -32, -8, 56, -72, 60, -32, 6, -88, 80, 14, -78, 30, 112, -24, -64, 88, 38, -8, -7, -22, -84, -14, -92, -4, 8, -11, -16, -36, -24, 32, 24, 24, -12, 10, 34, -16, 56, 2, -218, -12, -32, 28, 84, 108, -48, 8, -24, -56, 4, 0, -16, 8, 48, 8, 34, -16, 144, -60], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 147421
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '182.2.a', 'level': 182, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 2, 'weight': 2}
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id: 147423
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '182.2.a', 'level': 182, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '26.2.a', 'sub_level': 26, 'sub_mult': 2, 'weight': 2}
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id: 147424
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '182.2.a', 'level': 182, '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: 147422
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '182.2.a', 'level': 182, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '182.2.a', 'sub_level': 182, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '182.2.a', 'level': 182, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 163000
{'hecke_orbit_code': 33554614, 'n': 1, 'trace_an': 5}
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id: 163001
{'hecke_orbit_code': 33554614, 'n': 2, 'trace_an': 1}
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id: 163002
{'hecke_orbit_code': 33554614, 'n': 3, 'trace_an': 8}
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id: 163003
{'hecke_orbit_code': 33554614, 'n': 4, 'trace_an': 5}
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id: 163004
{'hecke_orbit_code': 33554614, 'n': 5, 'trace_an': 2}
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id: 163005
{'hecke_orbit_code': 33554614, 'n': 6, 'trace_an': 0}
-
id: 163006
{'hecke_orbit_code': 33554614, 'n': 7, 'trace_an': -1}
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id: 163007
{'hecke_orbit_code': 33554614, 'n': 8, 'trace_an': 1}
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id: 163008
{'hecke_orbit_code': 33554614, 'n': 9, 'trace_an': 5}
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id: 163009
{'hecke_orbit_code': 33554614, 'n': 10, 'trace_an': -6}
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id: 163010
{'hecke_orbit_code': 33554614, 'n': 11, 'trace_an': -4}
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id: 163011
{'hecke_orbit_code': 33554614, 'n': 12, 'trace_an': 8}
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id: 163012
{'hecke_orbit_code': 33554614, 'n': 13, 'trace_an': -1}
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id: 163013
{'hecke_orbit_code': 33554614, 'n': 14, 'trace_an': -1}
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id: 163014
{'hecke_orbit_code': 33554614, 'n': 15, 'trace_an': -8}
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id: 163015
{'hecke_orbit_code': 33554614, 'n': 16, 'trace_an': 5}
-
id: 163016
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id: 163020
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id: 163030
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id: 163031
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id: 163033
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id: 163038
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id: 163039
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id: 163040
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id: 163041
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id: 163045
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id: 163096
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id: 163110
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id: 163111
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id: 163112
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id: 163113
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id: 163114
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id: 163115
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id: 163116
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id: 163117
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id: 163119
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id: 163120
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id: 163121
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id: 163122
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id: 163123
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id: 163124
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id: 163125
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id: 163126
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id: 163127
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id: 163128
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id: 163129
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id: 163130
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id: 163131
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id: 163132
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id: 163133
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id: 163134
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id: 163135
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id: 163136
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id: 163137
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id: 163138
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id: 163139
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id: 163140
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id: 163141
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id: 163142
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id: 163143
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id: 163144
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id: 163145
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id: 163146
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id: 163147
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id: 163148
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id: 163149
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id: 163150
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id: 163151
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id: 163152
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id: 163153
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id: 163154
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id: 163155
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id: 163156
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id: 163157
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id: 163158
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id: 163159
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id: 163160
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id: 163161
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id: 163162
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id: 163163
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id: 163164
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id: 163165
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id: 163166
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id: 163167
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id: 163168
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id: 163169
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id: 163170
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id: 163171
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id: 163172
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id: 163173
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id: 163174
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id: 163175
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id: 163176
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id: 163177
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id: 163178
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id: 163179
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id: 163180
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id: 163181
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id: 163182
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id: 163183
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id: 163185
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id: 163186
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id: 163187
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id: 163188
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id: 163189
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id: 163190
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id: 163191
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id: 163192
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id: 163193
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id: 163200
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id: 163889
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id: 163890
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id: 163891
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id: 163892
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id: 163893
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id: 163894
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id: 163895
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id: 163896
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id: 163898
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id: 163899
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id: 163900
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id: 163901
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id: 163902
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id: 163903
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id: 163904
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id: 163905
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id: 163906
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id: 163907
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id: 163908
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id: 163909
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id: 163910
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id: 163911
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id: 163912
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id: 163913
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id: 163914
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id: 163915
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id: 163916
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id: 163917
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id: 163918
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id: 163919
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id: 163920
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id: 163921
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id: 163922
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id: 163923
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id: 163924
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id: 163925
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id: 163926
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id: 163927
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id: 163928
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id: 163929
{'hecke_orbit_code': 33554614, 'n': 930, 'trace_an': -96}
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id: 163930
{'hecke_orbit_code': 33554614, 'n': 931, 'trace_an': 0}
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id: 163931
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id: 163932
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id: 163933
{'hecke_orbit_code': 33554614, 'n': 934, 'trace_an': 72}
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id: 163934
{'hecke_orbit_code': 33554614, 'n': 935, 'trace_an': -64}
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id: 163935
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id: 163936
{'hecke_orbit_code': 33554614, 'n': 937, 'trace_an': -102}
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id: 163937
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id: 163938
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id: 163939
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id: 163940
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id: 163941
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id: 163942
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id: 163943
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id: 163944
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id: 163945
{'hecke_orbit_code': 33554614, 'n': 946, 'trace_an': -72}
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id: 163946
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id: 163947
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id: 163948
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id: 163949
{'hecke_orbit_code': 33554614, 'n': 950, 'trace_an': -88}
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id: 163950
{'hecke_orbit_code': 33554614, 'n': 951, 'trace_an': 80}
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id: 163951
{'hecke_orbit_code': 33554614, 'n': 952, 'trace_an': 14}
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id: 163952
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id: 163953
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id: 163954
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id: 163955
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id: 163956
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id: 163957
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id: 163958
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id: 163959
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id: 163960
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id: 163961
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id: 163962
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id: 163963
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id: 163964
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id: 163965
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id: 163971
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id: 163972
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id: 163973
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id: 163974
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id: 163975
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id: 163976
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id: 163977
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id: 163978
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id: 163979
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id: 163980
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id: 163981
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id: 163982
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id: 163983
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id: 163984
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id: 163985
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id: 163986
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id: 163987
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id: 163988
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id: 163989
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id: 163990
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id: 163991
{'hecke_orbit_code': 33554614, 'n': 992, 'trace_an': 0}
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id: 163992
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id: 163993
{'hecke_orbit_code': 33554614, 'n': 994, 'trace_an': 8}
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id: 163994
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id: 163995
{'hecke_orbit_code': 33554614, 'n': 996, 'trace_an': 8}
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id: 163996
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id: 163997
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id: 163998
{'hecke_orbit_code': 33554614, 'n': 999, 'trace_an': 144}
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id: 163999
{'hecke_orbit_code': 33554614, 'n': 1000, 'trace_an': -60}