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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 1, 1]], 'ALdims': [0, 0, 1, 0, 0, 0, 0, 0], 'Nk2': 120, 'analytic_conductor': 0.23955120606384114, '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': [30, 1, [11, 7], [1, 1]], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 1, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554462, 'hecke_orbit_dims': [1], 'label': '30.2.a', 'level': 30, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 10, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [-1, 1, -1, -4], 'traces': [1, -1, 1, 1, -1, -1, -4, -1, 1, 1, 0, 1, 2, 4, -1, 1, 6, -1, -4, -1, -4, 0, 0, -1, 1, -2, 1, -4, -6, 1, 8, -1, 0, -6, 4, 1, 2, 4, 2, 1, -6, 4, -4, 0, -1, 0, 0, 1, 9, -1, 6, 2, -6, -1, 0, 4, -4, 6, 0, -1, -10, -8, -4, 1, -2, 0, -4, 6, 0, -4, 0, -1, 2, -2, 1, -4, 0, -2, 8, -1, 1, 6, 12, -4, -6, 4, -6, 0, 18, 1, -8, 0, 8, 0, 4, -1, 2, -9, 0, 1, 18, -6, -4, -2, 4, 6, -12, 1, -10, 0, 2, -4, -18, 4, 0, -6, 2, 0, -24, 1, -11, 10, -6, 8, -1, 4, 20, -1, -4, 2, 0, 0, 16, 4, -1, -6, 6, 0, -4, 4, 0, 0, 0, 1, 6, -2, 9, 2, -6, -1, 8, 4, 6, 0, -8, 2, 2, -8, -6, 1, 0, -1, -4, -6, 0, -12, 0, 4, -9, 6, -4, -4, 18, 6, -4, 0, 0, -18, 24, -1, 14, 8, -10, 0, -2, -8, 0, 0, -4, -4, -24, 1, -22, -2, -2, 9, -6, 0, 8, -1, -4, -18, 24, 6, 6, 4, 0, 2, 0, -4, 20, -6, 0, 12, 4, -1, -32, 10, 2, 0, 12, -2, 20, 4, 1, 18, -12, -4, -10, 0, 0, 6, -18, -2, 0, 0, 8, 24, 24, -1, 2, 11, 1, -10, -9, 6, -8, -8, 12, 1, -24, -4, 0, -20, -6, 1, -18, 4, -8, -2, -6, 0, 0, 0, 6, -16, 18, -4, -6, 1, -16, 6, -8, -6, 0, 0, 2, 4, 8, -4, 18, 0, -28, 0, 4, 0, 24, -1, 19, -6, 2, 2, -6, -9, 0, -2, 0, 6, 0, 1, 16, -8, 18, -4, 10, -6, 20, 0, -4, 8, 0, -2, 2, -2, 4, 8, 18, 6, 0, -1, -12, 0, -24, 1, 2, 4, -10, 6, 0, 0, -28, 12, 2, 0, 4, -4, 26, 9, -18, -6, 0, 4, -8, 4, 0, -18, 12, -6, -10, 4, 2, 0, 6, 0, 0, 18, -24, -24, -24, 1, -3, -14, -11, -8, -2, 10, -28, 0, -6, 2, 24, 8, 26, 0, -1, 0, -12, 4, -4, 4, 20, 24, 0, -1, 0, 22, -4, 2, -6, 2, 0, -9, 0, 6, -8, 0, -22, -8, 16, 1, -6, 4, 16, 18, -1, -24, 0, -6, 26, -6, 6, -4, 0, 0, -12, -2, -4, 0, 0, 4, -10, -20, 0, 6, 6, 0, 40, -12, 0, -4, 0, 1, 26, 32, 6, -10, 0, -2, 8, 0, 9, -12, 12, 2, -18, -20, -6, -4, -6, -1, 0, -18, 8, 12, 8, 4, 26, 10, 6, 0, -30, 0, -4, -6, -8, 18, -36, 2, 16, 0, 2, 0, 0, -8, -4, -24, -6, -24, -24, 1, 4, -2, 0, -11, -2, -1, -28, 10, -4, 9, 24, -6, -36, 8, 0, 8, 0, -12, -4, -1, 0, 24, 24, 4, -18, 0, -9, 20, -6, 6, -8, -1, -4, 18, 4, -4, 0, 8, 18, 2, 18, 6, 20, 0, -4, 0, 48, 0, -23, -6, 0, 16, -12, -18, 12, 4, 24, 6, 0, -1, -10, 16, 14, -6, 10, 8, -28, 6, -10, 0, 24, 0, -32, -2, -2, -4, 18, -8, -8, 4, 0, -18, -12, 0, 18, 28, -4, 0, 18, -4, 20, 0, -24, -24, 0, 1, 2, -19, -22, 6, -48, -2, 0, -2, -2, 6, -12, 9, -32, 0, -6, 2, 30, 0, 24, -6, 8, 0, -24, -1, -22, -16, -4, 8, 11, -18, -4, 4, 24, -10, 0, 6, 2, -20, 6, 0, 30, 4, 44, -8, 0, 0, -72, 2, 1, -2, 0, 2, 12, -4, 32, -8, 20, -18, -20, -6, 18, 0, 0, 1, -30, 12, -4, 0, 4, 24, 24, -1, 0, -2, -32, -4, 18, 10, 0, -6, 2, 0, 48, 0, 14, 28, 12, -12, -16, -2, 0, 0, 20, -4, 0, 4, 26, -26, 1, -9, -6, 18, -8, 6, -12, 0, -12, -4, -6, 8, -10, -4, -12, 0, 44, 18, 0, -12, 4, 6, -36, 10, -18, -4, -6, -2, -8, 0, 0, -6, -72, 0, 38, 0, 8, -18, 0, 24, 0, 24, 24, 24, 0, -1, 16, 3, 2, 14, -6, 11, -28, 8, 1, 2, -24, -10, -22, 28, -9, 0, 0, 6, -52, -2, -8, -24, -24, -8, 6, -26, 12, 0, 48, 1, -40, 0, -24, 12, -8, -4, 2, 4, 0, -4, 18, -20, 40, -24, -6, 0, 0, 1, 2, 0, -18, -22, 42, 4, 8, -2, -8, 6, 24, -2, 0, 0, -6, 9, -2, 0, -4, -6, 0, 8, 72, 0, -20, 22, 6, 8, -30, -16, 0, -1, 18, 6, 0, -4, 0, -16, -6, -18, -54, 1, -4, 24, -16, 0, 4, 6, 16, -26, -8, 6, 18, -6, 20, 4, 0, 0, 12, 0, 38, 12, 2, 2, 54, 4, 0, 0, 8, 0, 24, -4, 7, 10, 18, 20, 9, 0, 44, -6, -28, -6, 0, 0, -46, -40, 4, 12, -18, 0, -4, 4, 24, 0, 24, -1, -18, -26, 19, -32, 0, -6, -8, 10, 2, 0, 4, 2, 2, -8, -6, 0, -54, -9, -4, 12, 0, -12, 0, -2, -80, 18, 0, 20, 0, 6, -24, 4, 0, 6, -48, 1, -36, 0, 16, 18, -14, -8, 44, -12, 18, -8, -48, -4, 0, -26, 10, -10, 0, -6, -16, 0, 20, 30, 0, 0, 2, 4, -4, 6, -6, 8, -36, -18, 0, 36, 0, -2, 26, -16, 2, 0, 18, -2, 0, 0, 4, 0, 36, 8, 4, 4, 18, 24, 6, 6, 24, 24, 0, 24, -24, -1, 33, -4, -12, 2, 22, 0, -4, 11, -24, 2, 24, 1, 16, 28, 2, -10, -42, 4, 0, -9, -10, -24, -24, 6, 6, 36, 0, -8, 0, 0, -16, -8, -28, 0, -8, 12, 26, 4, 2, 1], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 107542
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '30.2.a', 'level': 30, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 2, 'weight': 2}
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id: 107543
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '30.2.a', 'level': 30, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '30.2.a', 'level': 30, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 12000
{'hecke_orbit_code': 33554462, 'n': 1, 'trace_an': 1}
-
id: 12001
{'hecke_orbit_code': 33554462, 'n': 2, 'trace_an': -1}
-
id: 12002
{'hecke_orbit_code': 33554462, 'n': 3, 'trace_an': 1}
-
id: 12003
{'hecke_orbit_code': 33554462, 'n': 4, 'trace_an': 1}
-
id: 12004
{'hecke_orbit_code': 33554462, 'n': 5, 'trace_an': -1}
-
id: 12005
{'hecke_orbit_code': 33554462, 'n': 6, 'trace_an': -1}
-
id: 12006
{'hecke_orbit_code': 33554462, 'n': 7, 'trace_an': -4}
-
id: 12007
{'hecke_orbit_code': 33554462, 'n': 8, 'trace_an': -1}
-
id: 12008
{'hecke_orbit_code': 33554462, 'n': 9, 'trace_an': 1}
-
id: 12009
{'hecke_orbit_code': 33554462, 'n': 10, 'trace_an': 1}
-
id: 12010
{'hecke_orbit_code': 33554462, 'n': 11, 'trace_an': 0}
-
id: 12011
{'hecke_orbit_code': 33554462, 'n': 12, 'trace_an': 1}
-
id: 12012
{'hecke_orbit_code': 33554462, 'n': 13, 'trace_an': 2}
-
id: 12013
{'hecke_orbit_code': 33554462, 'n': 14, 'trace_an': 4}
-
id: 12014
{'hecke_orbit_code': 33554462, 'n': 15, 'trace_an': -1}
-
id: 12015
{'hecke_orbit_code': 33554462, 'n': 16, 'trace_an': 1}
-
id: 12016
{'hecke_orbit_code': 33554462, 'n': 17, 'trace_an': 6}
-
id: 12017
{'hecke_orbit_code': 33554462, 'n': 18, 'trace_an': -1}
-
id: 12018
{'hecke_orbit_code': 33554462, 'n': 19, 'trace_an': -4}
-
id: 12019
{'hecke_orbit_code': 33554462, 'n': 20, 'trace_an': -1}
-
id: 12020
{'hecke_orbit_code': 33554462, 'n': 21, 'trace_an': -4}
-
id: 12021
{'hecke_orbit_code': 33554462, 'n': 22, 'trace_an': 0}
-
id: 12022
{'hecke_orbit_code': 33554462, 'n': 23, 'trace_an': 0}
-
id: 12023
{'hecke_orbit_code': 33554462, 'n': 24, 'trace_an': -1}
-
id: 12024
{'hecke_orbit_code': 33554462, 'n': 25, 'trace_an': 1}
-
id: 12025
{'hecke_orbit_code': 33554462, 'n': 26, 'trace_an': -2}
-
id: 12026
{'hecke_orbit_code': 33554462, 'n': 27, 'trace_an': 1}
-
id: 12027
{'hecke_orbit_code': 33554462, 'n': 28, 'trace_an': -4}
-
id: 12028
{'hecke_orbit_code': 33554462, 'n': 29, 'trace_an': -6}
-
id: 12029
{'hecke_orbit_code': 33554462, 'n': 30, 'trace_an': 1}
-
id: 12030
{'hecke_orbit_code': 33554462, 'n': 31, 'trace_an': 8}
-
id: 12031
{'hecke_orbit_code': 33554462, 'n': 32, 'trace_an': -1}
-
id: 12032
{'hecke_orbit_code': 33554462, 'n': 33, 'trace_an': 0}
-
id: 12033
{'hecke_orbit_code': 33554462, 'n': 34, 'trace_an': -6}
-
id: 12034
{'hecke_orbit_code': 33554462, 'n': 35, 'trace_an': 4}
-
id: 12035
{'hecke_orbit_code': 33554462, 'n': 36, 'trace_an': 1}
-
id: 12036
{'hecke_orbit_code': 33554462, 'n': 37, 'trace_an': 2}
-
id: 12037
{'hecke_orbit_code': 33554462, 'n': 38, 'trace_an': 4}
-
id: 12038
{'hecke_orbit_code': 33554462, 'n': 39, 'trace_an': 2}
-
id: 12039
{'hecke_orbit_code': 33554462, 'n': 40, 'trace_an': 1}
-
id: 12040
{'hecke_orbit_code': 33554462, 'n': 41, 'trace_an': -6}
-
id: 12041
{'hecke_orbit_code': 33554462, 'n': 42, 'trace_an': 4}
-
id: 12042
{'hecke_orbit_code': 33554462, 'n': 43, 'trace_an': -4}
-
id: 12043
{'hecke_orbit_code': 33554462, 'n': 44, 'trace_an': 0}
-
id: 12044
{'hecke_orbit_code': 33554462, 'n': 45, 'trace_an': -1}
-
id: 12045
{'hecke_orbit_code': 33554462, 'n': 46, 'trace_an': 0}
-
id: 12046
{'hecke_orbit_code': 33554462, 'n': 47, 'trace_an': 0}
-
id: 12047
{'hecke_orbit_code': 33554462, 'n': 48, 'trace_an': 1}
-
id: 12048
{'hecke_orbit_code': 33554462, 'n': 49, 'trace_an': 9}
-
id: 12049
{'hecke_orbit_code': 33554462, 'n': 50, 'trace_an': -1}
-
id: 12050
{'hecke_orbit_code': 33554462, 'n': 51, 'trace_an': 6}
-
id: 12051
{'hecke_orbit_code': 33554462, 'n': 52, 'trace_an': 2}
-
id: 12052
{'hecke_orbit_code': 33554462, 'n': 53, 'trace_an': -6}
-
id: 12053
{'hecke_orbit_code': 33554462, 'n': 54, 'trace_an': -1}
-
id: 12054
{'hecke_orbit_code': 33554462, 'n': 55, 'trace_an': 0}
-
id: 12055
{'hecke_orbit_code': 33554462, 'n': 56, 'trace_an': 4}
-
id: 12056
{'hecke_orbit_code': 33554462, 'n': 57, 'trace_an': -4}
-
id: 12057
{'hecke_orbit_code': 33554462, 'n': 58, 'trace_an': 6}
-
id: 12058
{'hecke_orbit_code': 33554462, 'n': 59, 'trace_an': 0}
-
id: 12059
{'hecke_orbit_code': 33554462, 'n': 60, 'trace_an': -1}
-
id: 12060
{'hecke_orbit_code': 33554462, 'n': 61, 'trace_an': -10}
-
id: 12061
{'hecke_orbit_code': 33554462, 'n': 62, 'trace_an': -8}
-
id: 12062
{'hecke_orbit_code': 33554462, 'n': 63, 'trace_an': -4}
-
id: 12063
{'hecke_orbit_code': 33554462, 'n': 64, 'trace_an': 1}
-
id: 12064
{'hecke_orbit_code': 33554462, 'n': 65, 'trace_an': -2}
-
id: 12065
{'hecke_orbit_code': 33554462, 'n': 66, 'trace_an': 0}
-
id: 12066
{'hecke_orbit_code': 33554462, 'n': 67, 'trace_an': -4}
-
id: 12067
{'hecke_orbit_code': 33554462, 'n': 68, 'trace_an': 6}
-
id: 12068
{'hecke_orbit_code': 33554462, 'n': 69, 'trace_an': 0}
-
id: 12069
{'hecke_orbit_code': 33554462, 'n': 70, 'trace_an': -4}
-
id: 12070
{'hecke_orbit_code': 33554462, 'n': 71, 'trace_an': 0}
-
id: 12071
{'hecke_orbit_code': 33554462, 'n': 72, 'trace_an': -1}
-
id: 12072
{'hecke_orbit_code': 33554462, 'n': 73, 'trace_an': 2}
-
id: 12073
{'hecke_orbit_code': 33554462, 'n': 74, 'trace_an': -2}
-
id: 12074
{'hecke_orbit_code': 33554462, 'n': 75, 'trace_an': 1}
-
id: 12075
{'hecke_orbit_code': 33554462, 'n': 76, 'trace_an': -4}
-
id: 12076
{'hecke_orbit_code': 33554462, 'n': 77, 'trace_an': 0}
-
id: 12077
{'hecke_orbit_code': 33554462, 'n': 78, 'trace_an': -2}
-
id: 12078
{'hecke_orbit_code': 33554462, 'n': 79, 'trace_an': 8}
-
id: 12079
{'hecke_orbit_code': 33554462, 'n': 80, 'trace_an': -1}
-
id: 12080
{'hecke_orbit_code': 33554462, 'n': 81, 'trace_an': 1}
-
id: 12081
{'hecke_orbit_code': 33554462, 'n': 82, 'trace_an': 6}
-
id: 12082
{'hecke_orbit_code': 33554462, 'n': 83, 'trace_an': 12}
-
id: 12083
{'hecke_orbit_code': 33554462, 'n': 84, 'trace_an': -4}
-
id: 12084
{'hecke_orbit_code': 33554462, 'n': 85, 'trace_an': -6}
-
id: 12085
{'hecke_orbit_code': 33554462, 'n': 86, 'trace_an': 4}
-
id: 12086
{'hecke_orbit_code': 33554462, 'n': 87, 'trace_an': -6}
-
id: 12087
{'hecke_orbit_code': 33554462, 'n': 88, 'trace_an': 0}
-
id: 12088
{'hecke_orbit_code': 33554462, 'n': 89, 'trace_an': 18}
-
id: 12089
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id: 12110
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id: 12114
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id: 12115
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id: 12116
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id: 12119
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id: 12120
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id: 12121
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id: 12123
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id: 12126
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id: 12196
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id: 12200
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id: 12201
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id: 12202
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id: 12203
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id: 12204
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id: 12205
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id: 12206
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id: 12207
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id: 12209
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id: 12210
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id: 12211
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id: 12212
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id: 12213
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id: 12214
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id: 12217
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id: 12219
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id: 12220
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id: 12231
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id: 12248
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id: 12321
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id: 12324
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id: 12331
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id: 12332
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id: 12419
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id: 12420
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id: 12421
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id: 12422
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id: 12423
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id: 12424
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id: 12425
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id: 12426
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id: 12427
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id: 12428
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id: 12429
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id: 12430
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id: 12431
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id: 12432
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id: 12433
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id: 12434
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id: 12435
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id: 12436
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id: 12437
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id: 12438
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id: 12439
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id: 12440
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id: 12441
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id: 12442
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id: 12443
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id: 12444
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id: 12445
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id: 12555
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id: 12556
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id: 12557
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id: 12558
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id: 12559
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id: 12562
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id: 12563
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id: 12564
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id: 12565
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id: 12570
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id: 12571
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id: 12572
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id: 12574
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id: 12575
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id: 12578
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id: 12579
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id: 12582
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id: 12583
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id: 12584
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id: 12585
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id: 12588
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id: 12589
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id: 12591
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id: 12598
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id: 12600
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id: 12601
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id: 12602
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id: 12604
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id: 12605
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id: 12606
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id: 12608
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id: 12609
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id: 12610
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id: 12611
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id: 12612
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id: 12613
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id: 12614
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id: 12615
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id: 12616
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id: 12617
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id: 12618
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id: 12619
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id: 12620
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id: 12621
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id: 12622
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id: 12623
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id: 12624
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id: 12625
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id: 12626
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id: 12627
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id: 12628
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id: 12629
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id: 12630
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id: 12631
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id: 12632
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id: 12633
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id: 12634
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id: 12635
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id: 12636
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id: 12637
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id: 12638
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id: 12639
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id: 12640
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id: 12641
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id: 12642
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id: 12643
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id: 12644
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id: 12645
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id: 12646
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id: 12647
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id: 12648
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id: 12649
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id: 12650
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id: 12651
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id: 12652
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id: 12653
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id: 12654
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id: 12655
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id: 12656
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id: 12657
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id: 12658
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id: 12659
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id: 12660
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id: 12661
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id: 12662
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id: 12663
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id: 12664
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id: 12665
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id: 12666
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id: 12667
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id: 12668
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id: 12669
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id: 12670
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id: 12671
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id: 12672
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id: 12673
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id: 12674
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id: 12675
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id: 12676
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id: 12677
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id: 12678
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id: 12679
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id: 12680
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id: 12690
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id: 12693
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id: 12699
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id: 12700
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id: 12702
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id: 12705
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id: 12706
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id: 12707
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id: 12708
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id: 12709
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id: 12710
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id: 12711
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id: 12712
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id: 12713
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id: 12714
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id: 12715
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id: 12733
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id: 12749
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id: 12750
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id: 12751
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id: 12754
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id: 12758
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id: 12760
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id: 12761
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id: 12762
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id: 12763
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id: 12764
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id: 12765
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id: 12766
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id: 12767
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id: 12768
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id: 12769
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id: 12770
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id: 12771
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id: 12772
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id: 12773
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id: 12774
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id: 12775
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id: 12776
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id: 12777
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id: 12778
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id: 12779
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id: 12780
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id: 12781
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id: 12782
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id: 12783
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id: 12784
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id: 12785
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id: 12786
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id: 12787
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id: 12788
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id: 12789
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id: 12790
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id: 12791
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id: 12792
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id: 12793
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id: 12794
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id: 12795
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id: 12796
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id: 12797
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id: 12798
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id: 12799
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id: 12800
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id: 12801
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id: 12802
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id: 12803
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id: 12804
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id: 12805
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id: 12806
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id: 12807
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id: 12808
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id: 12809
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id: 12810
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-
id: 12811
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-
id: 12812
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id: 12813
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id: 12814
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id: 12815
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id: 12816
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id: 12817
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-
id: 12818
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-
id: 12819
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-
id: 12820
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id: 12821
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-
id: 12822
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-
id: 12823
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id: 12824
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id: 12825
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id: 12826
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id: 12827
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id: 12828
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-
id: 12829
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-
id: 12830
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-
id: 12831
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-
id: 12832
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-
id: 12833
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id: 12834
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id: 12835
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id: 12836
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id: 12837
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-
id: 12838
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-
id: 12839
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-
id: 12840
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-
id: 12841
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-
id: 12842
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-
id: 12843
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-
id: 12844
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id: 12845
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id: 12846
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-
id: 12847
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id: 12848
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-
id: 12849
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id: 12850
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id: 12851
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id: 12852
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id: 12853
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-
id: 12854
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id: 12855
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id: 12856
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id: 12857
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id: 12858
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id: 12859
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-
id: 12860
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id: 12861
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-
id: 12862
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-
id: 12863
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-
id: 12864
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-
id: 12865
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-
id: 12866
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id: 12867
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id: 12868
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-
id: 12869
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-
id: 12870
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-
id: 12871
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-
id: 12872
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id: 12873
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-
id: 12874
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-
id: 12875
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-
id: 12876
{'hecke_orbit_code': 33554462, 'n': 877, 'trace_an': 2}
-
id: 12877
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-
id: 12878
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id: 12879
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id: 12880
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id: 12881
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id: 12882
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id: 12883
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id: 12884
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id: 12885
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id: 12886
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id: 12887
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id: 12888
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-
id: 12889
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id: 12890
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id: 12891
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id: 12892
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id: 12893
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id: 12894
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-
id: 12895
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id: 12896
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id: 12897
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id: 12898
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-
id: 12899
{'hecke_orbit_code': 33554462, 'n': 900, 'trace_an': 1}
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id: 12900
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id: 12901
{'hecke_orbit_code': 33554462, 'n': 902, 'trace_an': 0}
-
id: 12902
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id: 12903
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-
id: 12904
{'hecke_orbit_code': 33554462, 'n': 905, 'trace_an': -14}
-
id: 12905
{'hecke_orbit_code': 33554462, 'n': 906, 'trace_an': -8}
-
id: 12906
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-
id: 12907
{'hecke_orbit_code': 33554462, 'n': 908, 'trace_an': -12}
-
id: 12908
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-
id: 12909
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-
id: 12910
{'hecke_orbit_code': 33554462, 'n': 911, 'trace_an': -48}
-
id: 12911
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id: 12912
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id: 12913
{'hecke_orbit_code': 33554462, 'n': 914, 'trace_an': -26}
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id: 12914
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id: 12915
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id: 12916
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id: 12917
{'hecke_orbit_code': 33554462, 'n': 918, 'trace_an': -6}
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id: 12918
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id: 12919
{'hecke_orbit_code': 33554462, 'n': 920, 'trace_an': 0}
-
id: 12920
{'hecke_orbit_code': 33554462, 'n': 921, 'trace_an': 20}
-
id: 12921
{'hecke_orbit_code': 33554462, 'n': 922, 'trace_an': 30}
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id: 12922
{'hecke_orbit_code': 33554462, 'n': 923, 'trace_an': 0}
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id: 12923
{'hecke_orbit_code': 33554462, 'n': 924, 'trace_an': 0}
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id: 12924
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id: 12925
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id: 12926
{'hecke_orbit_code': 33554462, 'n': 927, 'trace_an': -4}
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id: 12927
{'hecke_orbit_code': 33554462, 'n': 928, 'trace_an': 6}
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id: 12928
{'hecke_orbit_code': 33554462, 'n': 929, 'trace_an': -6}
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id: 12929
{'hecke_orbit_code': 33554462, 'n': 930, 'trace_an': 8}
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id: 12930
{'hecke_orbit_code': 33554462, 'n': 931, 'trace_an': -36}
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id: 12931
{'hecke_orbit_code': 33554462, 'n': 932, 'trace_an': -18}
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id: 12932
{'hecke_orbit_code': 33554462, 'n': 933, 'trace_an': 0}
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id: 12933
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id: 12934
{'hecke_orbit_code': 33554462, 'n': 935, 'trace_an': 0}
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id: 12935
{'hecke_orbit_code': 33554462, 'n': 936, 'trace_an': -2}
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id: 12936
{'hecke_orbit_code': 33554462, 'n': 937, 'trace_an': 26}
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id: 12937
{'hecke_orbit_code': 33554462, 'n': 938, 'trace_an': -16}
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id: 12938
{'hecke_orbit_code': 33554462, 'n': 939, 'trace_an': 2}
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id: 12939
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id: 12940
{'hecke_orbit_code': 33554462, 'n': 941, 'trace_an': 18}
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id: 12941
{'hecke_orbit_code': 33554462, 'n': 942, 'trace_an': -2}
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id: 12942
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id: 12943
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id: 12944
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id: 12945
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id: 12946
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id: 12947
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id: 12948
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id: 12949
{'hecke_orbit_code': 33554462, 'n': 950, 'trace_an': 4}
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id: 12950
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id: 12951
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id: 12952
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id: 12953
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id: 12954
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id: 12955
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id: 12956
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id: 12957
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id: 12958
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id: 12959
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id: 12960
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id: 12961
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id: 12962
{'hecke_orbit_code': 33554462, 'n': 963, 'trace_an': -12}
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id: 12963
{'hecke_orbit_code': 33554462, 'n': 964, 'trace_an': 2}
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id: 12964
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id: 12965
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id: 12966
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id: 12967
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id: 12968
{'hecke_orbit_code': 33554462, 'n': 969, 'trace_an': -24}
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id: 12969
{'hecke_orbit_code': 33554462, 'n': 970, 'trace_an': 2}
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id: 12970
{'hecke_orbit_code': 33554462, 'n': 971, 'trace_an': 24}
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id: 12971
{'hecke_orbit_code': 33554462, 'n': 972, 'trace_an': 1}
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id: 12972
{'hecke_orbit_code': 33554462, 'n': 973, 'trace_an': 16}
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id: 12973
{'hecke_orbit_code': 33554462, 'n': 974, 'trace_an': 28}
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id: 12974
{'hecke_orbit_code': 33554462, 'n': 975, 'trace_an': 2}
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id: 12975
{'hecke_orbit_code': 33554462, 'n': 976, 'trace_an': -10}
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id: 12976
{'hecke_orbit_code': 33554462, 'n': 977, 'trace_an': -42}
-
id: 12977
{'hecke_orbit_code': 33554462, 'n': 978, 'trace_an': 4}
-
id: 12978
{'hecke_orbit_code': 33554462, 'n': 979, 'trace_an': 0}
-
id: 12979
{'hecke_orbit_code': 33554462, 'n': 980, 'trace_an': -9}
-
id: 12980
{'hecke_orbit_code': 33554462, 'n': 981, 'trace_an': -10}
-
id: 12981
{'hecke_orbit_code': 33554462, 'n': 982, 'trace_an': -24}
-
id: 12982
{'hecke_orbit_code': 33554462, 'n': 983, 'trace_an': -24}
-
id: 12983
{'hecke_orbit_code': 33554462, 'n': 984, 'trace_an': 6}
-
id: 12984
{'hecke_orbit_code': 33554462, 'n': 985, 'trace_an': 6}
-
id: 12985
{'hecke_orbit_code': 33554462, 'n': 986, 'trace_an': 36}
-
id: 12986
{'hecke_orbit_code': 33554462, 'n': 987, 'trace_an': 0}
-
id: 12987
{'hecke_orbit_code': 33554462, 'n': 988, 'trace_an': -8}
-
id: 12988
{'hecke_orbit_code': 33554462, 'n': 989, 'trace_an': 0}
-
id: 12989
{'hecke_orbit_code': 33554462, 'n': 990, 'trace_an': 0}
-
id: 12990
{'hecke_orbit_code': 33554462, 'n': 991, 'trace_an': -16}
-
id: 12991
{'hecke_orbit_code': 33554462, 'n': 992, 'trace_an': -8}
-
id: 12992
{'hecke_orbit_code': 33554462, 'n': 993, 'trace_an': -28}
-
id: 12993
{'hecke_orbit_code': 33554462, 'n': 994, 'trace_an': 0}
-
id: 12994
{'hecke_orbit_code': 33554462, 'n': 995, 'trace_an': -8}
-
id: 12995
{'hecke_orbit_code': 33554462, 'n': 996, 'trace_an': 12}
-
id: 12996
{'hecke_orbit_code': 33554462, 'n': 997, 'trace_an': 26}
-
id: 12997
{'hecke_orbit_code': 33554462, 'n': 998, 'trace_an': 4}
-
id: 12998
{'hecke_orbit_code': 33554462, 'n': 999, 'trace_an': 2}
-
id: 12999
{'hecke_orbit_code': 33554462, 'n': 1000, 'trace_an': 1}