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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [31, 1]], 3, 1], [[[3, 1], [31, 1]], 2, 1]], 'ALdims': [2, 0, 3, 0], 'Nk2': 372, 'analytic_conductor': 0.7426087387979076, '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': [93, 1, [32, 34], [1, 1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 5, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33554525, 'hecke_orbit_dims': [2, 3], 'label': '93.2.a', 'level': 93, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 31], 'level_radical': 93, 'mf_dim': 12, 'mf_new_dim': 5, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 21, 'trace_bound': 1, 'trace_display': [-3, 1, -6, 0], 'traces': [5, -3, 1, 5, -6, 3, 0, -9, 5, -4, -8, -1, 2, 6, 2, 9, -6, -3, -4, 0, 8, 8, -4, 3, 7, 2, 1, -26, -6, -6, -5, -11, 4, 6, 8, 5, 2, 34, 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64, -12, 80, -52, -32, -56, -116, -3, 36, -40, -4, -136, 28, -36, -80, 32, 4, -12, -84, 16, -134, -68, 32, 52, -26, 48, -8, 118, 4, -4, 68, 47, 102, -12, -2, 12, 26, -32, -7, -58, 24, -30, -144, -12, -68, -64, -10, 147, -8, -20, -52, -18, -40, 36, -56, 40, -12, -12, 52, 8, -2, 32, 64, -87, -22, 74, 48, 44, -44, -2, 14, 90, -66, -4, -20, -32, 16, 136, 8, -42, 4, 30, 4, 102, -2, 78, -24, 132, -12, -90, -24, 20, -66, -20, -42, -74, 18, 52, 60, 48, -1, -146, -16, -16, 43, -84, 70, -58, 62, 16, 24, -14, 28, 106, 0, -44, -106, 88, 16, 40, 42, 24, 32, -88, -36, 72, -24, 19, -100, -62, -13, 26, -40, 52, 40, 26, 22, -24, -32, 22, -38, -6, 86, -20, 42, -25, 4, -60, -32, -22, 128, 66, -12, 48, -8, -132, 128, 18, -64, -18, 16, 50, 6, -47, -84, -124, 72, 62, -20, -16, 4, -92, -38, 16, -12, 44, 8, 110, -12, 34, 88, 14, -24, -12, 44, -2, -52, -56, -70, -84, -48, 42, -106, 6, 52, -84, -60, -162, 16, 22, -46, -152, -6, -80, -2, -38, 44, -90, 12, -32, -48, 8, 28, 4, -14, 104, 42, 42, 0, 212, -72, 166, -12, -18, 5, 132, 12, 30, -8, -32, -52, -149, -24, 46, 116, -1, 12, -48, -30, 58, 134, 20, 64, -34, -6, 180, -140, -50, 16, -92, 24, 20, 48, -4, -32, 11, 12, 126, 132, 4, 10, -48, -2, -20], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 124220
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '93.2.a', 'level': 93, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '31.2.a', 'sub_level': 31, 'sub_mult': 2, 'weight': 2}
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id: 124221
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '93.2.a', 'level': 93, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '93.2.a', 'sub_level': 93, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '93.2.a', 'level': 93, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 74000
{'hecke_orbit_code': 33554525, 'n': 1, 'trace_an': 5}
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id: 74001
{'hecke_orbit_code': 33554525, 'n': 2, 'trace_an': -3}
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id: 74002
{'hecke_orbit_code': 33554525, 'n': 3, 'trace_an': 1}
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id: 74003
{'hecke_orbit_code': 33554525, 'n': 4, 'trace_an': 5}
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id: 74004
{'hecke_orbit_code': 33554525, 'n': 5, 'trace_an': -6}
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id: 74005
{'hecke_orbit_code': 33554525, 'n': 6, 'trace_an': 3}
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id: 74006
{'hecke_orbit_code': 33554525, 'n': 7, 'trace_an': 0}
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id: 74007
{'hecke_orbit_code': 33554525, 'n': 8, 'trace_an': -9}
-
id: 74008
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id: 74009
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id: 74010
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id: 74011
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id: 74012
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-
id: 74013
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-
id: 74014
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-
id: 74015
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-
id: 74016
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id: 74017
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id: 74018
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id: 74019
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-
id: 74020
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id: 74021
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id: 74022
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id: 74023
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-
id: 74024
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-
id: 74025
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-
id: 74026
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id: 74027
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id: 74028
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id: 74029
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id: 74030
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id: 74031
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-
id: 74032
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id: 74033
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-
id: 74034
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-
id: 74035
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-
id: 74036
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id: 74037
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-
id: 74038
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id: 74039
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id: 74040
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id: 74041
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-
id: 74042
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id: 74043
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id: 74044
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id: 74045
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-
id: 74046
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id: 74047
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-
id: 74048
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id: 74049
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id: 74050
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id: 74051
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id: 74052
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id: 74053
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id: 74054
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id: 74055
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id: 74056
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id: 74057
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id: 74058
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id: 74059
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id: 74060
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id: 74061
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id: 74062
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id: 74063
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id: 74064
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id: 74065
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id: 74066
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id: 74067
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id: 74068
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id: 74069
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id: 74070
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id: 74071
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id: 74072
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id: 74073
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id: 74074
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id: 74075
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id: 74076
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id: 74077
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id: 74078
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id: 74079
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id: 74080
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id: 74081
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id: 74082
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id: 74083
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id: 74084
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id: 74085
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id: 74086
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id: 74087
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id: 74088
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id: 74089
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id: 74090
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id: 74091
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id: 74092
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id: 74093
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id: 74094
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id: 74095
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id: 74096
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id: 74097
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id: 74098
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id: 74099
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-
id: 74100
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-
id: 74101
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-
id: 74102
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-
id: 74103
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id: 74104
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-
id: 74105
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-
id: 74106
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id: 74107
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id: 74108
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-
id: 74109
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-
id: 74110
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-
id: 74111
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-
id: 74112
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-
id: 74113
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-
id: 74114
{'hecke_orbit_code': 33554525, 'n': 115, 'trace_an': 20}
-
id: 74115
{'hecke_orbit_code': 33554525, 'n': 116, 'trace_an': -54}
-
id: 74116
{'hecke_orbit_code': 33554525, 'n': 117, 'trace_an': 2}
-
id: 74117
{'hecke_orbit_code': 33554525, 'n': 118, 'trace_an': -2}
-
id: 74118
{'hecke_orbit_code': 33554525, 'n': 119, 'trace_an': -40}
-
id: 74119
{'hecke_orbit_code': 33554525, 'n': 120, 'trace_an': 10}
-
id: 74120
{'hecke_orbit_code': 33554525, 'n': 121, 'trace_an': 17}
-
id: 74121
{'hecke_orbit_code': 33554525, 'n': 122, 'trace_an': 18}
-
id: 74122
{'hecke_orbit_code': 33554525, 'n': 123, 'trace_an': -10}
-
id: 74123
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-
id: 74124
{'hecke_orbit_code': 33554525, 'n': 125, 'trace_an': -48}
-
id: 74125
{'hecke_orbit_code': 33554525, 'n': 126, 'trace_an': 6}
-
id: 74126
{'hecke_orbit_code': 33554525, 'n': 127, 'trace_an': 12}
-
id: 74127
{'hecke_orbit_code': 33554525, 'n': 128, 'trace_an': 17}
-
id: 74128
{'hecke_orbit_code': 33554525, 'n': 129, 'trace_an': 20}
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id: 74129
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-
id: 74130
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-
id: 74131
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-
id: 74132
{'hecke_orbit_code': 33554525, 'n': 133, 'trace_an': 4}
-
id: 74133
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-
id: 74134
{'hecke_orbit_code': 33554525, 'n': 135, 'trace_an': 2}
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id: 74135
{'hecke_orbit_code': 33554525, 'n': 136, 'trace_an': -26}
-
id: 74136
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id: 74137
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id: 74138
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id: 74139
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id: 74140
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-
id: 74141
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-
id: 74142
{'hecke_orbit_code': 33554525, 'n': 143, 'trace_an': 56}
-
id: 74143
{'hecke_orbit_code': 33554525, 'n': 144, 'trace_an': 9}
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id: 74144
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id: 74145
{'hecke_orbit_code': 33554525, 'n': 146, 'trace_an': -46}
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id: 74146
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-
id: 74147
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id: 74148
{'hecke_orbit_code': 33554525, 'n': 149, 'trace_an': -10}
-
id: 74149
{'hecke_orbit_code': 33554525, 'n': 150, 'trace_an': 13}
-
id: 74150
{'hecke_orbit_code': 33554525, 'n': 151, 'trace_an': 20}
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id: 74151
{'hecke_orbit_code': 33554525, 'n': 152, 'trace_an': 0}
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id: 74152
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id: 74153
{'hecke_orbit_code': 33554525, 'n': 154, 'trace_an': -76}
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id: 74154
{'hecke_orbit_code': 33554525, 'n': 155, 'trace_an': 6}
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id: 74155
{'hecke_orbit_code': 33554525, 'n': 156, 'trace_an': 42}
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id: 74156
{'hecke_orbit_code': 33554525, 'n': 157, 'trace_an': -30}
-
id: 74157
{'hecke_orbit_code': 33554525, 'n': 158, 'trace_an': -12}
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id: 74158
{'hecke_orbit_code': 33554525, 'n': 159, 'trace_an': -10}
-
id: 74159
{'hecke_orbit_code': 33554525, 'n': 160, 'trace_an': 40}
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id: 74160
{'hecke_orbit_code': 33554525, 'n': 161, 'trace_an': -12}
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id: 74161
{'hecke_orbit_code': 33554525, 'n': 162, 'trace_an': -3}
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id: 74162
{'hecke_orbit_code': 33554525, 'n': 163, 'trace_an': 20}
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id: 74163
{'hecke_orbit_code': 33554525, 'n': 164, 'trace_an': -32}
-
id: 74164
{'hecke_orbit_code': 33554525, 'n': 165, 'trace_an': -16}
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id: 74165
{'hecke_orbit_code': 33554525, 'n': 166, 'trace_an': 16}
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id: 74166
{'hecke_orbit_code': 33554525, 'n': 167, 'trace_an': 4}
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id: 74167
{'hecke_orbit_code': 33554525, 'n': 168, 'trace_an': -36}
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id: 74168
{'hecke_orbit_code': 33554525, 'n': 169, 'trace_an': -5}
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id: 74169
{'hecke_orbit_code': 33554525, 'n': 170, 'trace_an': -44}
-
id: 74170
{'hecke_orbit_code': 33554525, 'n': 171, 'trace_an': -4}
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id: 74171
{'hecke_orbit_code': 33554525, 'n': 172, 'trace_an': 36}
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id: 74172
{'hecke_orbit_code': 33554525, 'n': 173, 'trace_an': 22}
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id: 74173
{'hecke_orbit_code': 33554525, 'n': 174, 'trace_an': -6}
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id: 74174
{'hecke_orbit_code': 33554525, 'n': 175, 'trace_an': 0}
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id: 74175
{'hecke_orbit_code': 33554525, 'n': 176, 'trace_an': -88}
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id: 74176
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id: 74177
{'hecke_orbit_code': 33554525, 'n': 178, 'trace_an': 26}
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id: 74178
{'hecke_orbit_code': 33554525, 'n': 179, 'trace_an': 12}
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id: 74179
{'hecke_orbit_code': 33554525, 'n': 180, 'trace_an': 0}
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id: 74180
{'hecke_orbit_code': 33554525, 'n': 181, 'trace_an': 14}
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id: 74181
{'hecke_orbit_code': 33554525, 'n': 182, 'trace_an': -64}
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id: 74182
{'hecke_orbit_code': 33554525, 'n': 183, 'trace_an': -18}
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id: 74183
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id: 74184
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id: 74185
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id: 74186
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id: 74187
{'hecke_orbit_code': 33554525, 'n': 188, 'trace_an': 32}
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id: 74188
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id: 74189
{'hecke_orbit_code': 33554525, 'n': 190, 'trace_an': -50}
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id: 74190
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id: 74191
{'hecke_orbit_code': 33554525, 'n': 192, 'trace_an': -25}
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id: 74192
{'hecke_orbit_code': 33554525, 'n': 193, 'trace_an': -18}
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id: 74193
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id: 74194
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id: 74195
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id: 74196
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id: 74197
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id: 74198
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id: 74199
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id: 74200
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id: 74201
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id: 74202
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id: 74203
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id: 74204
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id: 74205
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id: 74206
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id: 74207
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id: 74208
{'hecke_orbit_code': 33554525, 'n': 209, 'trace_an': -28}
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id: 74209
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id: 74210
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id: 74211
{'hecke_orbit_code': 33554525, 'n': 212, 'trace_an': -94}
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id: 74212
{'hecke_orbit_code': 33554525, 'n': 213, 'trace_an': -28}
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id: 74213
{'hecke_orbit_code': 33554525, 'n': 214, 'trace_an': 18}
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id: 74214
{'hecke_orbit_code': 33554525, 'n': 215, 'trace_an': 68}
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id: 74215
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id: 74216
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id: 74217
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id: 74218
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id: 74219
{'hecke_orbit_code': 33554525, 'n': 220, 'trace_an': 0}
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id: 74220
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id: 74221
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id: 74222
{'hecke_orbit_code': 33554525, 'n': 223, 'trace_an': -44}
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id: 74223
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id: 74224
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id: 74225
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id: 74226
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id: 74227
{'hecke_orbit_code': 33554525, 'n': 228, 'trace_an': -20}
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id: 74228
{'hecke_orbit_code': 33554525, 'n': 229, 'trace_an': 10}
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id: 74229
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id: 74233
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id: 74235
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id: 74248
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id: 74249
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id: 74254
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id: 74255
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id: 74256
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id: 74257
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id: 74260
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id: 74261
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id: 74262
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id: 74274
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id: 74320
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id: 74321
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id: 74322
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id: 74323
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id: 74324
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id: 74325
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id: 74327
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id: 74328
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id: 74332
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id: 74333
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id: 74334
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id: 74335
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id: 74336
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id: 74337
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id: 74338
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id: 74339
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id: 74340
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id: 74341
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id: 74342
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id: 74343
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id: 74344
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id: 74345
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id: 74346
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id: 74347
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id: 74348
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id: 74349
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id: 74350
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id: 74351
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id: 74352
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id: 74353
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id: 74354
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id: 74355
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id: 74356
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id: 74357
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id: 74358
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id: 74359
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id: 74361
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id: 74365
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id: 74366
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id: 74367
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id: 74370
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id: 74371
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id: 74374
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id: 74375
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id: 74376
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id: 74385
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id: 74386
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id: 74387
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id: 74389
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id: 74393
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id: 74396
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id: 74402
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id: 74406
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id: 74450
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id: 74451
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id: 74452
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id: 74453
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id: 74454
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id: 74455
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id: 74456
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id: 74457
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id: 74458
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id: 74459
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id: 74460
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id: 74461
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id: 74462
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id: 74463
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id: 74464
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id: 74465
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id: 74466
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id: 74467
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id: 74468
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id: 74469
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id: 74470
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id: 74471
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id: 74472
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id: 74473
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id: 74474
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id: 74475
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id: 74476
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id: 74477
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id: 74478
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id: 74479
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id: 74480
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id: 74481
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id: 74482
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id: 74483
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id: 74484
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id: 74485
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id: 74486
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id: 74487
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id: 74488
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id: 74489
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id: 74490
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id: 74491
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id: 74492
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id: 74493
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id: 74494
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id: 74495
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id: 74496
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id: 74497
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id: 74498
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id: 74499
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id: 74500
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id: 74501
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id: 74502
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id: 74503
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id: 74504
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id: 74505
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id: 74506
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id: 74507
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id: 74508
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id: 74509
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id: 74510
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id: 74511
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id: 74512
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id: 74513
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id: 74514
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id: 74515
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id: 74516
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id: 74517
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id: 74518
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id: 74519
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id: 74520
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id: 74521
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id: 74522
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id: 74523
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id: 74524
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id: 74525
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id: 74526
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id: 74527
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id: 74528
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id: 74529
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id: 74530
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id: 74531
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id: 74532
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id: 74533
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id: 74534
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id: 74535
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id: 74536
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id: 74537
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id: 74538
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id: 74539
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id: 74540
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id: 74541
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id: 74542
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id: 74543
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id: 74544
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id: 74545
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id: 74546
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id: 74547
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id: 74548
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id: 74549
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id: 74550
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id: 74551
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id: 74552
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id: 74553
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id: 74554
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id: 74555
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id: 74556
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id: 74557
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id: 74558
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id: 74559
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id: 74560
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id: 74561
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id: 74562
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id: 74563
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id: 74564
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id: 74565
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id: 74566
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id: 74567
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id: 74568
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id: 74569
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id: 74570
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id: 74571
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id: 74572
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id: 74573
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id: 74574
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id: 74575
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id: 74576
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id: 74577
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id: 74578
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id: 74579
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id: 74580
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id: 74581
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id: 74582
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id: 74583
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id: 74584
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id: 74585
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id: 74586
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id: 74587
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id: 74588
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id: 74589
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id: 74590
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id: 74591
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id: 74592
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id: 74593
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id: 74594
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id: 74595
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id: 74596
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id: 74597
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id: 74598
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id: 74599
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id: 74600
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id: 74601
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id: 74602
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id: 74603
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id: 74604
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id: 74605
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id: 74606
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id: 74607
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id: 74608
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id: 74609
{'hecke_orbit_code': 33554525, 'n': 610, 'trace_an': -76}
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id: 74610
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id: 74611
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id: 74612
{'hecke_orbit_code': 33554525, 'n': 613, 'trace_an': -10}
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id: 74613
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id: 74614
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id: 74615
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id: 74616
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id: 74617
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id: 74618
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id: 74619
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id: 74620
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id: 74621
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id: 74622
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id: 74623
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id: 74624
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id: 74625
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id: 74626
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id: 74628
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id: 74629
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id: 74630
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id: 74631
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id: 74632
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id: 74651
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id: 74654
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id: 74661
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id: 74662
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id: 74663
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id: 74664
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id: 74665
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id: 74666
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id: 74667
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id: 74668
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id: 74670
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id: 74671
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id: 74673
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id: 74674
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id: 74675
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id: 74676
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id: 74677
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id: 74678
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id: 74679
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id: 74680
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id: 74681
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id: 74682
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id: 74683
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id: 74684
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id: 74685
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id: 74686
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id: 74687
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id: 74688
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id: 74689
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id: 74690
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id: 74691
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id: 74692
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id: 74693
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id: 74694
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id: 74695
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id: 74696
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id: 74697
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id: 74698
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id: 74699
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id: 74700
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id: 74701
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id: 74702
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id: 74703
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id: 74704
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id: 74705
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id: 74706
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id: 74707
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id: 74708
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id: 74709
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id: 74710
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id: 74711
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id: 74712
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id: 74713
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id: 74714
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id: 74715
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id: 74716
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id: 74717
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id: 74718
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id: 74719
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id: 74720
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id: 74721
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id: 74722
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id: 74723
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id: 74724
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id: 74725
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id: 74726
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id: 74727
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id: 74728
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id: 74729
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id: 74730
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id: 74731
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id: 74732
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id: 74733
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id: 74734
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id: 74735
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id: 74736
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id: 74737
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id: 74738
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id: 74739
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id: 74740
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id: 74741
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id: 74742
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id: 74743
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id: 74744
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id: 74745
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id: 74746
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id: 74747
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id: 74748
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id: 74749
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id: 74750
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id: 74751
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id: 74752
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id: 74753
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id: 74754
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id: 74755
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id: 74756
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id: 74757
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id: 74758
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id: 74759
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id: 74760
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id: 74761
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id: 74762
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id: 74763
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id: 74764
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id: 74765
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id: 74766
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id: 74767
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id: 74768
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id: 74769
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id: 74770
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id: 74771
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id: 74772
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id: 74773
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id: 74774
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id: 74775
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id: 74776
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id: 74777
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id: 74778
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id: 74779
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id: 74780
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id: 74781
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id: 74782
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id: 74783
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id: 74784
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id: 74785
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id: 74786
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id: 74787
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id: 74788
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id: 74789
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id: 74790
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id: 74791
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id: 74792
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id: 74793
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id: 74794
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id: 74795
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id: 74796
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id: 74797
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id: 74798
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id: 74799
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id: 74800
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id: 74801
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id: 74802
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id: 74803
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id: 74804
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id: 74805
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id: 74806
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id: 74807
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id: 74808
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id: 74809
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id: 74810
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id: 74811
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id: 74812
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id: 74813
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id: 74814
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id: 74815
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id: 74816
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id: 74817
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id: 74818
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id: 74819
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id: 74820
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id: 74821
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id: 74822
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id: 74823
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id: 74824
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id: 74825
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id: 74826
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id: 74827
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id: 74828
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id: 74829
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id: 74830
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id: 74831
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id: 74832
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id: 74833
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id: 74834
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id: 74835
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id: 74836
{'hecke_orbit_code': 33554525, 'n': 837, 'trace_an': -1}
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id: 74837
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id: 74838
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id: 74839
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id: 74840
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id: 74841
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id: 74842
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id: 74843
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id: 74844
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id: 74845
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id: 74846
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id: 74847
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id: 74848
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id: 74855
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id: 74856
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id: 74857
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id: 74858
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id: 74859
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id: 74861
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id: 74874
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id: 74875
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id: 74880
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id: 74881
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id: 74882
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id: 74883
{'hecke_orbit_code': 33554525, 'n': 884, 'trace_an': -60}
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id: 74884
{'hecke_orbit_code': 33554525, 'n': 885, 'trace_an': -32}
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id: 74885
{'hecke_orbit_code': 33554525, 'n': 886, 'trace_an': -22}
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id: 74886
{'hecke_orbit_code': 33554525, 'n': 887, 'trace_an': 128}
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id: 74887
{'hecke_orbit_code': 33554525, 'n': 888, 'trace_an': 66}
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id: 74888
{'hecke_orbit_code': 33554525, 'n': 889, 'trace_an': -12}
-
id: 74889
{'hecke_orbit_code': 33554525, 'n': 890, 'trace_an': 48}
-
id: 74890
{'hecke_orbit_code': 33554525, 'n': 891, 'trace_an': -8}
-
id: 74891
{'hecke_orbit_code': 33554525, 'n': 892, 'trace_an': -132}
-
id: 74892
{'hecke_orbit_code': 33554525, 'n': 893, 'trace_an': 128}
-
id: 74893
{'hecke_orbit_code': 33554525, 'n': 894, 'trace_an': 18}
-
id: 74894
{'hecke_orbit_code': 33554525, 'n': 895, 'trace_an': -64}
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id: 74895
{'hecke_orbit_code': 33554525, 'n': 896, 'trace_an': -18}
-
id: 74896
{'hecke_orbit_code': 33554525, 'n': 897, 'trace_an': 16}
-
id: 74897
{'hecke_orbit_code': 33554525, 'n': 898, 'trace_an': 50}
-
id: 74898
{'hecke_orbit_code': 33554525, 'n': 899, 'trace_an': 6}
-
id: 74899
{'hecke_orbit_code': 33554525, 'n': 900, 'trace_an': -47}
-
id: 74900
{'hecke_orbit_code': 33554525, 'n': 901, 'trace_an': -84}
-
id: 74901
{'hecke_orbit_code': 33554525, 'n': 902, 'trace_an': -124}
-
id: 74902
{'hecke_orbit_code': 33554525, 'n': 903, 'trace_an': 72}
-
id: 74903
{'hecke_orbit_code': 33554525, 'n': 904, 'trace_an': 62}
-
id: 74904
{'hecke_orbit_code': 33554525, 'n': 905, 'trace_an': -20}
-
id: 74905
{'hecke_orbit_code': 33554525, 'n': 906, 'trace_an': -16}
-
id: 74906
{'hecke_orbit_code': 33554525, 'n': 907, 'trace_an': 4}
-
id: 74907
{'hecke_orbit_code': 33554525, 'n': 908, 'trace_an': -92}
-
id: 74908
{'hecke_orbit_code': 33554525, 'n': 909, 'trace_an': -38}
-
id: 74909
{'hecke_orbit_code': 33554525, 'n': 910, 'trace_an': 16}
-
id: 74910
{'hecke_orbit_code': 33554525, 'n': 911, 'trace_an': -12}
-
id: 74911
{'hecke_orbit_code': 33554525, 'n': 912, 'trace_an': 44}
-
id: 74912
{'hecke_orbit_code': 33554525, 'n': 913, 'trace_an': 8}
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id: 74913
{'hecke_orbit_code': 33554525, 'n': 914, 'trace_an': 110}
-
id: 74914
{'hecke_orbit_code': 33554525, 'n': 915, 'trace_an': -12}
-
id: 74915
{'hecke_orbit_code': 33554525, 'n': 916, 'trace_an': 34}
-
id: 74916
{'hecke_orbit_code': 33554525, 'n': 917, 'trace_an': 88}
-
id: 74917
{'hecke_orbit_code': 33554525, 'n': 918, 'trace_an': 14}
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id: 74918
{'hecke_orbit_code': 33554525, 'n': 919, 'trace_an': -24}
-
id: 74919
{'hecke_orbit_code': 33554525, 'n': 920, 'trace_an': -12}
-
id: 74920
{'hecke_orbit_code': 33554525, 'n': 921, 'trace_an': 44}
-
id: 74921
{'hecke_orbit_code': 33554525, 'n': 922, 'trace_an': -2}
-
id: 74922
{'hecke_orbit_code': 33554525, 'n': 923, 'trace_an': -52}
-
id: 74923
{'hecke_orbit_code': 33554525, 'n': 924, 'trace_an': -56}
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id: 74924
{'hecke_orbit_code': 33554525, 'n': 925, 'trace_an': -70}
-
id: 74925
{'hecke_orbit_code': 33554525, 'n': 926, 'trace_an': -84}
-
id: 74926
{'hecke_orbit_code': 33554525, 'n': 927, 'trace_an': -48}
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id: 74927
{'hecke_orbit_code': 33554525, 'n': 928, 'trace_an': 42}
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id: 74928
{'hecke_orbit_code': 33554525, 'n': 929, 'trace_an': -106}
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id: 74929
{'hecke_orbit_code': 33554525, 'n': 930, 'trace_an': 6}
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id: 74930
{'hecke_orbit_code': 33554525, 'n': 931, 'trace_an': 52}
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id: 74931
{'hecke_orbit_code': 33554525, 'n': 932, 'trace_an': -84}
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id: 74932
{'hecke_orbit_code': 33554525, 'n': 933, 'trace_an': -60}
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id: 74933
{'hecke_orbit_code': 33554525, 'n': 934, 'trace_an': -162}
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id: 74934
{'hecke_orbit_code': 33554525, 'n': 935, 'trace_an': 16}
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id: 74935
{'hecke_orbit_code': 33554525, 'n': 936, 'trace_an': 22}
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id: 74936
{'hecke_orbit_code': 33554525, 'n': 937, 'trace_an': -46}
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id: 74937
{'hecke_orbit_code': 33554525, 'n': 938, 'trace_an': -152}
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id: 74938
{'hecke_orbit_code': 33554525, 'n': 939, 'trace_an': -6}
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id: 74939
{'hecke_orbit_code': 33554525, 'n': 940, 'trace_an': -80}
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id: 74940
{'hecke_orbit_code': 33554525, 'n': 941, 'trace_an': -2}
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id: 74941
{'hecke_orbit_code': 33554525, 'n': 942, 'trace_an': -38}
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id: 74942
{'hecke_orbit_code': 33554525, 'n': 943, 'trace_an': 44}
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id: 74943
{'hecke_orbit_code': 33554525, 'n': 944, 'trace_an': -90}
-
id: 74944
{'hecke_orbit_code': 33554525, 'n': 945, 'trace_an': 12}
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id: 74945
{'hecke_orbit_code': 33554525, 'n': 946, 'trace_an': -32}
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id: 74946
{'hecke_orbit_code': 33554525, 'n': 947, 'trace_an': -48}
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id: 74947
{'hecke_orbit_code': 33554525, 'n': 948, 'trace_an': 8}
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id: 74948
{'hecke_orbit_code': 33554525, 'n': 949, 'trace_an': 28}
-
id: 74949
{'hecke_orbit_code': 33554525, 'n': 950, 'trace_an': 4}
-
id: 74950
{'hecke_orbit_code': 33554525, 'n': 951, 'trace_an': -14}
-
id: 74951
{'hecke_orbit_code': 33554525, 'n': 952, 'trace_an': 104}
-
id: 74952
{'hecke_orbit_code': 33554525, 'n': 953, 'trace_an': 42}
-
id: 74953
{'hecke_orbit_code': 33554525, 'n': 954, 'trace_an': 42}
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id: 74954
{'hecke_orbit_code': 33554525, 'n': 955, 'trace_an': 0}
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id: 74955
{'hecke_orbit_code': 33554525, 'n': 956, 'trace_an': 212}
-
id: 74956
{'hecke_orbit_code': 33554525, 'n': 957, 'trace_an': -72}
-
id: 74957
{'hecke_orbit_code': 33554525, 'n': 958, 'trace_an': 166}
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id: 74958
{'hecke_orbit_code': 33554525, 'n': 959, 'trace_an': -12}
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id: 74959
{'hecke_orbit_code': 33554525, 'n': 960, 'trace_an': -18}
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id: 74960
{'hecke_orbit_code': 33554525, 'n': 961, 'trace_an': 5}
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id: 74961
{'hecke_orbit_code': 33554525, 'n': 962, 'trace_an': 132}
-
id: 74962
{'hecke_orbit_code': 33554525, 'n': 963, 'trace_an': 12}
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id: 74963
{'hecke_orbit_code': 33554525, 'n': 964, 'trace_an': 30}
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id: 74964
{'hecke_orbit_code': 33554525, 'n': 965, 'trace_an': -8}
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id: 74965
{'hecke_orbit_code': 33554525, 'n': 966, 'trace_an': -32}
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id: 74966
{'hecke_orbit_code': 33554525, 'n': 967, 'trace_an': -52}
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id: 74967
{'hecke_orbit_code': 33554525, 'n': 968, 'trace_an': -149}
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id: 74968
{'hecke_orbit_code': 33554525, 'n': 969, 'trace_an': -24}
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id: 74969
{'hecke_orbit_code': 33554525, 'n': 970, 'trace_an': 46}
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id: 74970
{'hecke_orbit_code': 33554525, 'n': 971, 'trace_an': 116}
-
id: 74971
{'hecke_orbit_code': 33554525, 'n': 972, 'trace_an': -1}
-
id: 74972
{'hecke_orbit_code': 33554525, 'n': 973, 'trace_an': 12}
-
id: 74973
{'hecke_orbit_code': 33554525, 'n': 974, 'trace_an': -48}
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id: 74974
{'hecke_orbit_code': 33554525, 'n': 975, 'trace_an': -30}
-
id: 74975
{'hecke_orbit_code': 33554525, 'n': 976, 'trace_an': 58}
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id: 74976
{'hecke_orbit_code': 33554525, 'n': 977, 'trace_an': 134}
-
id: 74977
{'hecke_orbit_code': 33554525, 'n': 978, 'trace_an': 20}
-
id: 74978
{'hecke_orbit_code': 33554525, 'n': 979, 'trace_an': 64}
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id: 74979
{'hecke_orbit_code': 33554525, 'n': 980, 'trace_an': -34}
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id: 74980
{'hecke_orbit_code': 33554525, 'n': 981, 'trace_an': -6}
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id: 74981
{'hecke_orbit_code': 33554525, 'n': 982, 'trace_an': 180}
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id: 74982
{'hecke_orbit_code': 33554525, 'n': 983, 'trace_an': -140}
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id: 74983
{'hecke_orbit_code': 33554525, 'n': 984, 'trace_an': -50}
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id: 74984
{'hecke_orbit_code': 33554525, 'n': 985, 'trace_an': 16}
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id: 74985
{'hecke_orbit_code': 33554525, 'n': 986, 'trace_an': -92}
-
id: 74986
{'hecke_orbit_code': 33554525, 'n': 987, 'trace_an': 24}
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id: 74987
{'hecke_orbit_code': 33554525, 'n': 988, 'trace_an': 20}
-
id: 74988
{'hecke_orbit_code': 33554525, 'n': 989, 'trace_an': 48}
-
id: 74989
{'hecke_orbit_code': 33554525, 'n': 990, 'trace_an': -4}
-
id: 74990
{'hecke_orbit_code': 33554525, 'n': 991, 'trace_an': -32}
-
id: 74991
{'hecke_orbit_code': 33554525, 'n': 992, 'trace_an': 11}
-
id: 74992
{'hecke_orbit_code': 33554525, 'n': 993, 'trace_an': 12}
-
id: 74993
{'hecke_orbit_code': 33554525, 'n': 994, 'trace_an': 126}
-
id: 74994
{'hecke_orbit_code': 33554525, 'n': 995, 'trace_an': 132}
-
id: 74995
{'hecke_orbit_code': 33554525, 'n': 996, 'trace_an': 4}
-
id: 74996
{'hecke_orbit_code': 33554525, 'n': 997, 'trace_an': 10}
-
id: 74997
{'hecke_orbit_code': 33554525, 'n': 998, 'trace_an': -48}
-
id: 74998
{'hecke_orbit_code': 33554525, 'n': 999, 'trace_an': -2}
-
id: 74999
{'hecke_orbit_code': 33554525, 'n': 1000, 'trace_an': -20}