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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [7, 1]], 2, 1], [[[5, 1], [7, -1]], 1, 1]], 'ALdims': [0, 1, 2, 0], 'Nk2': 140, 'analytic_conductor': 0.27947640707448135, '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': [35, 1, [22, 31], [1, 1]], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 3, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33554467, 'hecke_orbit_dims': [1, 2], 'label': '35.2.a', 'level': 35, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 6, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 8, 'trace_bound': 1, 'trace_display': [-1, 0, 1, -1], 'traces': [3, -1, 0, 3, 1, -8, -1, -9, 1, -1, -2, 4, 10, 1, -2, 7, -2, 7, -4, 7, 2, 8, -8, -4, 3, 6, -12, -7, 4, -8, -4, -9, -12, -6, -3, 3, 14, 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0, 3, 18, -12, 28, -72, -24, -4, -52, -8, 98, -2, -36, -44, 16, -68, 14, 30, 20, 20, -58, -58, 8, -48, -64, 8, 26, -8, -100, -42, 0, -8, -7, 22, -6, -20, -84, -34, -8, 15, -72, 22, 24, 44, 32, 12, 18, -8, 35, -18, 49, 40, 34, 4, 36, -20, 70, 26, 22, -60, 4, -8, 4, 20, 26, -90, -28, 2, 66, 28, -40, 42, -4, -30, -12, -20, -20, -11, 64, -60, 44, -22, -54, 58, 6, 34, 0, 28, -4, 90, -28, 16, -8, 20, -96, -18, 80, 3, 106, 4, 66, -24, -7, 26, 32, 68, -62, 20, -64, 10, 4, 24, 23, -26, -8, 40, 0, -12, -16, 16, 63, -4, 6, -4, -36, 10, -92, -4, 6, 18, -28, -42, -20, 30, -12, 68, -36, 4, 42, 32, -16, -6, -36, -72, 4, -22, -50, -12, -79, 26, 112, 8, 14, -46, 0, 12, 28, -14, 1, -36, -76, 72, 8, -44, -6, -4, -20, -36, -104, -24, -62, 40, -7, 20, -4, -32, 36, -32, -38, 22, -24, 44, -8, -20, -10, 24, -20, 26, 76, 12, -8, 28, -13, -2, -109, -48, -110, 4, 52, 80, 14, 7, 38, -72, 104, -30, 28, -2, -8, -20, -10, -2, 34, -8, -18, -12, 0, 14, 34, -12, 16, 4, -8, 86, -48, 48, -48, 16, 36, 38, 68, 44, 44, 110, -16, -30, -84, -10, -32, -20, -52, -38, -8, -44, 94, 66, 52, -4, -2, 8, 70, -64, 8, 8, 40, -44, 7, 10, 40, -48, 2, 40, -4, 34, -28, 4, -34, -28, 16, 26, -24, 14, -9, 50, -38, 24, 88, 8, 0, -112, 106, -52, 7, 0, -34, 0, 48, -8, -48, -16, -58, -26, -2, -8, 104, -44, -40, -12, -4, 68, -40, 26, -4, -52, -14, -2, 88, 18, 64, 20, -52, -108, 4, -1, 22, -20, 80, -17, 8, 11, -6, 30, -6, -24, 48, -74, 54, 12, -60, -78, -44, -4, -12, -28, 52, -44, 40, -4, -34, -44, 8, -10, -4, -44, -78, -54, 48, -3, -96, -14, -48, -50, -12, 34, 7, 36, -40, 4, -36, -16, -24, -20, 14, -10, 24, 84, -32, 28, -23, 32, 34, -12, 3, 24, 8, 12, 126, -14, -60, 52, 68, -2, -6, -48, -64, -32, 30, 40, 66, 4, 4, 38, -8, 62, 26, 40, 20, 14, -64, -8, -30, 6, 0, -4, -26, 92, -16, -2, -38, 14, 36, -134, -20, 30, -96, 104, -12, 12, 40, 8, -8, 24, 20, 56, -14, -58, 10, -32, 132, 12, 8, 14, -4, -77, 36, -60, 6, 18, -8, -84, 67, 24, -38, -48, 4, 36, 16, -6, 194, 38, 24, 56, 7, 74, 112, 20, -72, -6, 48, 32, -32, 16, 12, 48, 0, -40, 8, -4, 0, -30, -112, -52, -9], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '35.2.a', 'level': 35, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '35.2.a', 'sub_level': 35, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '35.2.a', 'level': 35, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17000
{'hecke_orbit_code': 33554467, 'n': 1, 'trace_an': 3}
-
id: 17001
{'hecke_orbit_code': 33554467, 'n': 2, 'trace_an': -1}
-
id: 17002
{'hecke_orbit_code': 33554467, 'n': 3, 'trace_an': 0}
-
id: 17003
{'hecke_orbit_code': 33554467, 'n': 4, 'trace_an': 3}
-
id: 17004
{'hecke_orbit_code': 33554467, 'n': 5, 'trace_an': 1}
-
id: 17005
{'hecke_orbit_code': 33554467, 'n': 6, 'trace_an': -8}
-
id: 17006
{'hecke_orbit_code': 33554467, 'n': 7, 'trace_an': -1}
-
id: 17007
{'hecke_orbit_code': 33554467, 'n': 8, 'trace_an': -9}
-
id: 17008
{'hecke_orbit_code': 33554467, 'n': 9, 'trace_an': 1}
-
id: 17009
{'hecke_orbit_code': 33554467, 'n': 10, 'trace_an': -1}
-
id: 17010
{'hecke_orbit_code': 33554467, 'n': 11, 'trace_an': -2}
-
id: 17011
{'hecke_orbit_code': 33554467, 'n': 12, 'trace_an': 4}
-
id: 17012
{'hecke_orbit_code': 33554467, 'n': 13, 'trace_an': 10}
-
id: 17013
{'hecke_orbit_code': 33554467, 'n': 14, 'trace_an': 1}
-
id: 17014
{'hecke_orbit_code': 33554467, 'n': 15, 'trace_an': -2}
-
id: 17015
{'hecke_orbit_code': 33554467, 'n': 16, 'trace_an': 7}
-
id: 17016
{'hecke_orbit_code': 33554467, 'n': 17, 'trace_an': -2}
-
id: 17017
{'hecke_orbit_code': 33554467, 'n': 18, 'trace_an': 7}
-
id: 17018
{'hecke_orbit_code': 33554467, 'n': 19, 'trace_an': -4}
-
id: 17019
{'hecke_orbit_code': 33554467, 'n': 20, 'trace_an': 7}
-
id: 17020
{'hecke_orbit_code': 33554467, 'n': 21, 'trace_an': 2}
-
id: 17021
{'hecke_orbit_code': 33554467, 'n': 22, 'trace_an': 8}
-
id: 17022
{'hecke_orbit_code': 33554467, 'n': 23, 'trace_an': -8}
-
id: 17023
{'hecke_orbit_code': 33554467, 'n': 24, 'trace_an': -4}
-
id: 17024
{'hecke_orbit_code': 33554467, 'n': 25, 'trace_an': 3}
-
id: 17025
{'hecke_orbit_code': 33554467, 'n': 26, 'trace_an': 6}
-
id: 17026
{'hecke_orbit_code': 33554467, 'n': 27, 'trace_an': -12}
-
id: 17027
{'hecke_orbit_code': 33554467, 'n': 28, 'trace_an': -7}
-
id: 17028
{'hecke_orbit_code': 33554467, 'n': 29, 'trace_an': 4}
-
id: 17029
{'hecke_orbit_code': 33554467, 'n': 30, 'trace_an': -8}
-
id: 17030
{'hecke_orbit_code': 33554467, 'n': 31, 'trace_an': -4}
-
id: 17031
{'hecke_orbit_code': 33554467, 'n': 32, 'trace_an': -9}
-
id: 17032
{'hecke_orbit_code': 33554467, 'n': 33, 'trace_an': -12}
-
id: 17033
{'hecke_orbit_code': 33554467, 'n': 34, 'trace_an': -6}
-
id: 17034
{'hecke_orbit_code': 33554467, 'n': 35, 'trace_an': -3}
-
id: 17035
{'hecke_orbit_code': 33554467, 'n': 36, 'trace_an': 3}
-
id: 17036
{'hecke_orbit_code': 33554467, 'n': 37, 'trace_an': 14}
-
id: 17037
{'hecke_orbit_code': 33554467, 'n': 38, 'trace_an': 20}
-
id: 17038
{'hecke_orbit_code': 33554467, 'n': 39, 'trace_an': -6}
-
id: 17039
{'hecke_orbit_code': 33554467, 'n': 40, 'trace_an': -9}
-
id: 17040
{'hecke_orbit_code': 33554467, 'n': 41, 'trace_an': -10}
-
id: 17041
{'hecke_orbit_code': 33554467, 'n': 42, 'trace_an': 8}
-
id: 17042
{'hecke_orbit_code': 33554467, 'n': 43, 'trace_an': 0}
-
id: 17043
{'hecke_orbit_code': 33554467, 'n': 44, 'trace_an': 0}
-
id: 17044
{'hecke_orbit_code': 33554467, 'n': 45, 'trace_an': 5}
-
id: 17045
{'hecke_orbit_code': 33554467, 'n': 46, 'trace_an': -16}
-
id: 17046
{'hecke_orbit_code': 33554467, 'n': 47, 'trace_an': 4}
-
id: 17047
{'hecke_orbit_code': 33554467, 'n': 48, 'trace_an': 28}
-
id: 17048
{'hecke_orbit_code': 33554467, 'n': 49, 'trace_an': 3}
-
id: 17049
{'hecke_orbit_code': 33554467, 'n': 50, 'trace_an': -1}
-
id: 17050
{'hecke_orbit_code': 33554467, 'n': 51, 'trace_an': 14}
-
id: 17051
{'hecke_orbit_code': 33554467, 'n': 52, 'trace_an': -6}
-
id: 17052
{'hecke_orbit_code': 33554467, 'n': 53, 'trace_an': 10}
-
id: 17053
{'hecke_orbit_code': 33554467, 'n': 54, 'trace_an': 12}
-
id: 17054
{'hecke_orbit_code': 33554467, 'n': 55, 'trace_an': 4}
-
id: 17055
{'hecke_orbit_code': 33554467, 'n': 56, 'trace_an': 9}
-
id: 17056
{'hecke_orbit_code': 33554467, 'n': 57, 'trace_an': -12}
-
id: 17057
{'hecke_orbit_code': 33554467, 'n': 58, 'trace_an': -26}
-
id: 17058
{'hecke_orbit_code': 33554467, 'n': 59, 'trace_an': -8}
-
id: 17059
{'hecke_orbit_code': 33554467, 'n': 60, 'trace_an': 8}
-
id: 17060
{'hecke_orbit_code': 33554467, 'n': 61, 'trace_an': 14}
-
id: 17061
{'hecke_orbit_code': 33554467, 'n': 62, 'trace_an': 0}
-
id: 17062
{'hecke_orbit_code': 33554467, 'n': 63, 'trace_an': -5}
-
id: 17063
{'hecke_orbit_code': 33554467, 'n': 64, 'trace_an': -1}
-
id: 17064
{'hecke_orbit_code': 33554467, 'n': 65, 'trace_an': 0}
-
id: 17065
{'hecke_orbit_code': 33554467, 'n': 66, 'trace_an': -4}
-
id: 17066
{'hecke_orbit_code': 33554467, 'n': 67, 'trace_an': 0}
-
id: 17067
{'hecke_orbit_code': 33554467, 'n': 68, 'trace_an': -10}
-
id: 17068
{'hecke_orbit_code': 33554467, 'n': 69, 'trace_an': 12}
-
id: 17069
{'hecke_orbit_code': 33554467, 'n': 70, 'trace_an': 1}
-
id: 17070
{'hecke_orbit_code': 33554467, 'n': 71, 'trace_an': 16}
-
id: 17071
{'hecke_orbit_code': 33554467, 'n': 72, 'trace_an': -5}
-
id: 17072
{'hecke_orbit_code': 33554467, 'n': 73, 'trace_an': -6}
-
id: 17073
{'hecke_orbit_code': 33554467, 'n': 74, 'trace_an': -6}
-
id: 17074
{'hecke_orbit_code': 33554467, 'n': 75, 'trace_an': 0}
-
id: 17075
{'hecke_orbit_code': 33554467, 'n': 76, 'trace_an': -36}
-
id: 17076
{'hecke_orbit_code': 33554467, 'n': 77, 'trace_an': -4}
-
id: 17077
{'hecke_orbit_code': 33554467, 'n': 78, 'trace_an': -20}
-
id: 17078
{'hecke_orbit_code': 33554467, 'n': 79, 'trace_an': -10}
-
id: 17079
{'hecke_orbit_code': 33554467, 'n': 80, 'trace_an': -1}
-
id: 17080
{'hecke_orbit_code': 33554467, 'n': 81, 'trace_an': -13}
-
id: 17081
{'hecke_orbit_code': 33554467, 'n': 82, 'trace_an': -18}
-
id: 17082
{'hecke_orbit_code': 33554467, 'n': 83, 'trace_an': 20}
-
id: 17083
{'hecke_orbit_code': 33554467, 'n': 84, 'trace_an': -8}
-
id: 17084
{'hecke_orbit_code': 33554467, 'n': 85, 'trace_an': -8}
-
id: 17085
{'hecke_orbit_code': 33554467, 'n': 86, 'trace_an': 12}
-
id: 17086
{'hecke_orbit_code': 33554467, 'n': 87, 'trace_an': 28}
-
id: 17087
{'hecke_orbit_code': 33554467, 'n': 88, 'trace_an': 4}
-
id: 17088
{'hecke_orbit_code': 33554467, 'n': 89, 'trace_an': -6}
-
id: 17089
{'hecke_orbit_code': 33554467, 'n': 90, 'trace_an': 7}
-
id: 17090
{'hecke_orbit_code': 33554467, 'n': 91, 'trace_an': 0}
-
id: 17091
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id: 17544
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id: 17545
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id: 17546
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id: 17547
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id: 17548
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id: 17549
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id: 17550
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id: 17551
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id: 17552
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id: 17553
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id: 17554
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id: 17555
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id: 17559
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id: 17560
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id: 17561
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id: 17562
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id: 17563
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id: 17564
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id: 17565
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id: 17566
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id: 17567
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id: 17568
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id: 17569
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id: 17570
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id: 17571
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id: 17572
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id: 17573
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id: 17574
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id: 17575
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id: 17576
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id: 17577
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id: 17578
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id: 17579
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id: 17580
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id: 17581
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id: 17582
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id: 17583
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id: 17584
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id: 17585
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id: 17586
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id: 17587
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id: 17588
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id: 17589
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id: 17590
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id: 17591
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id: 17592
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id: 17593
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id: 17594
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id: 17595
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id: 17596
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id: 17597
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id: 17598
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id: 17599
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id: 17600
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id: 17601
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id: 17602
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id: 17603
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id: 17604
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id: 17605
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id: 17606
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id: 17607
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id: 17608
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id: 17609
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id: 17610
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id: 17611
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id: 17612
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id: 17613
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id: 17614
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id: 17615
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id: 17616
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id: 17617
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id: 17618
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id: 17619
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id: 17620
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id: 17621
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id: 17622
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id: 17623
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id: 17624
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id: 17625
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id: 17626
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id: 17627
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id: 17628
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id: 17629
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id: 17630
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id: 17631
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id: 17632
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id: 17633
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id: 17634
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id: 17635
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id: 17636
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id: 17637
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id: 17638
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id: 17639
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id: 17640
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id: 17641
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id: 17642
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id: 17643
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id: 17644
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id: 17645
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id: 17646
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id: 17647
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id: 17648
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id: 17649
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id: 17650
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id: 17651
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id: 17652
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id: 17653
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id: 17654
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id: 17655
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id: 17656
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id: 17657
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id: 17658
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id: 17659
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id: 17660
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id: 17661
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id: 17662
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id: 17663
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id: 17664
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id: 17665
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id: 17666
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id: 17667
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id: 17668
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id: 17669
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id: 17670
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id: 17672
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id: 17673
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id: 17675
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id: 17677
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id: 17678
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id: 17679
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id: 17680
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id: 17682
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id: 17683
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id: 17685
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id: 17688
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id: 17689
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id: 17690
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id: 17691
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id: 17692
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id: 17693
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id: 17694
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id: 17697
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id: 17698
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id: 17699
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id: 17700
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id: 17701
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id: 17702
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id: 17703
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id: 17704
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id: 17705
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id: 17706
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id: 17707
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id: 17708
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id: 17709
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id: 17710
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id: 17711
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id: 17712
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id: 17713
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id: 17714
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id: 17715
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id: 17716
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id: 17717
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id: 17718
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id: 17719
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id: 17720
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id: 17721
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id: 17722
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id: 17723
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id: 17724
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id: 17725
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id: 17726
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id: 17727
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id: 17728
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id: 17729
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id: 17731
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id: 17733
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id: 17742
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id: 17743
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id: 17745
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id: 17746
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id: 17747
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id: 17748
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id: 17750
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id: 17751
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id: 17754
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id: 17755
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id: 17757
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id: 17758
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id: 17759
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id: 17764
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id: 17765
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id: 17766
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id: 17767
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id: 17768
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id: 17769
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id: 17770
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id: 17774
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id: 17775
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id: 17776
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id: 17777
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id: 17778
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id: 17779
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id: 17780
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id: 17781
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id: 17782
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id: 17783
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id: 17784
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id: 17785
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id: 17786
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id: 17787
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id: 17788
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id: 17789
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id: 17790
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id: 17791
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id: 17792
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id: 17793
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id: 17794
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id: 17795
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id: 17796
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id: 17798
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id: 17799
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id: 17800
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id: 17801
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id: 17802
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id: 17803
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id: 17804
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id: 17805
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id: 17807
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id: 17808
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id: 17809
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id: 17810
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id: 17811
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id: 17812
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id: 17813
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id: 17814
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id: 17815
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id: 17816
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id: 17817
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id: 17818
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id: 17819
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id: 17820
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id: 17821
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id: 17822
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id: 17823
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id: 17824
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id: 17825
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id: 17826
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id: 17827
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id: 17828
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id: 17829
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id: 17830
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id: 17831
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id: 17832
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id: 17833
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id: 17834
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id: 17835
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id: 17836
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id: 17837
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id: 17838
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id: 17839
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id: 17840
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id: 17841
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id: 17842
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id: 17843
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id: 17844
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id: 17845
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id: 17846
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id: 17847
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id: 17848
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id: 17849
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id: 17850
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id: 17851
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id: 17852
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id: 17853
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id: 17854
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id: 17855
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id: 17856
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id: 17857
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id: 17858
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id: 17859
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id: 17860
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id: 17861
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id: 17862
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id: 17863
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id: 17864
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id: 17865
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id: 17866
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id: 17867
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id: 17868
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id: 17869
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id: 17870
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id: 17871
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id: 17872
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id: 17873
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id: 17874
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id: 17875
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id: 17876
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id: 17877
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id: 17878
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id: 17879
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id: 17880
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id: 17882
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id: 17884
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id: 17885
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id: 17886
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id: 17887
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id: 17888
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id: 17889
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id: 17890
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id: 17891
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id: 17892
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id: 17893
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id: 17894
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id: 17895
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id: 17896
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id: 17897
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id: 17898
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id: 17899
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id: 17900
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id: 17901
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id: 17902
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id: 17903
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id: 17904
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id: 17905
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id: 17906
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id: 17907
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id: 17908
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id: 17909
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id: 17910
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id: 17911
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id: 17912
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id: 17913
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id: 17914
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id: 17915
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id: 17916
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id: 17917
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id: 17918
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id: 17919
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id: 17920
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id: 17921
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id: 17922
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id: 17923
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id: 17924
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id: 17925
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id: 17926
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id: 17927
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id: 17928
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id: 17929
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id: 17930
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id: 17931
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id: 17932
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id: 17933
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id: 17934
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id: 17935
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id: 17936
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id: 17937
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id: 17939
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id: 17948
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id: 17975
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id: 17976
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-
id: 17977
{'hecke_orbit_code': 33554467, 'n': 978, 'trace_an': 24}
-
id: 17978
{'hecke_orbit_code': 33554467, 'n': 979, 'trace_an': 56}
-
id: 17979
{'hecke_orbit_code': 33554467, 'n': 980, 'trace_an': 7}
-
id: 17980
{'hecke_orbit_code': 33554467, 'n': 981, 'trace_an': 74}
-
id: 17981
{'hecke_orbit_code': 33554467, 'n': 982, 'trace_an': 112}
-
id: 17982
{'hecke_orbit_code': 33554467, 'n': 983, 'trace_an': 20}
-
id: 17983
{'hecke_orbit_code': 33554467, 'n': 984, 'trace_an': -72}
-
id: 17984
{'hecke_orbit_code': 33554467, 'n': 985, 'trace_an': -6}
-
id: 17985
{'hecke_orbit_code': 33554467, 'n': 986, 'trace_an': 48}
-
id: 17986
{'hecke_orbit_code': 33554467, 'n': 987, 'trace_an': 32}
-
id: 17987
{'hecke_orbit_code': 33554467, 'n': 988, 'trace_an': -32}
-
id: 17988
{'hecke_orbit_code': 33554467, 'n': 989, 'trace_an': 16}
-
id: 17989
{'hecke_orbit_code': 33554467, 'n': 990, 'trace_an': 12}
-
id: 17990
{'hecke_orbit_code': 33554467, 'n': 991, 'trace_an': 48}
-
id: 17991
{'hecke_orbit_code': 33554467, 'n': 992, 'trace_an': 0}
-
id: 17992
{'hecke_orbit_code': 33554467, 'n': 993, 'trace_an': -40}
-
id: 17993
{'hecke_orbit_code': 33554467, 'n': 994, 'trace_an': 8}
-
id: 17994
{'hecke_orbit_code': 33554467, 'n': 995, 'trace_an': -4}
-
id: 17995
{'hecke_orbit_code': 33554467, 'n': 996, 'trace_an': 0}
-
id: 17996
{'hecke_orbit_code': 33554467, 'n': 997, 'trace_an': -30}
-
id: 17997
{'hecke_orbit_code': 33554467, 'n': 998, 'trace_an': -112}
-
id: 17998
{'hecke_orbit_code': 33554467, 'n': 999, 'trace_an': -52}
-
id: 17999
{'hecke_orbit_code': 33554467, 'n': 1000, 'trace_an': -9}