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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [23, -1]], 1, 1]], 'ALdims': [0, 1, 0, 0], 'Nk2': 184, 'analytic_conductor': 0.3673118492978898, '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': [46, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 5, 'dim': 1, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554478, 'hecke_orbit_dims': [1], 'label': '46.2.a', 'level': 46, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 23], 'level_radical': 46, 'mf_dim': 8, '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, 0, 4, -4], 'traces': [1, -1, 0, 1, 4, 0, -4, -1, -3, -4, 2, 0, -2, 4, 0, 1, -2, 3, -2, 4, 0, -2, 1, 0, 11, 2, 0, -4, 2, 0, 0, -1, 0, 2, -16, -3, -4, 2, 0, -4, 6, 0, 10, 2, -12, -1, 0, 0, 9, -11, 0, -2, -4, 0, 8, 4, 0, -2, 12, 0, -8, 0, 12, 1, -8, 0, -10, -2, 0, 16, 0, 3, 6, 4, 0, -2, -8, 0, -12, 4, 9, -6, 14, 0, -8, -10, 0, -2, -6, 12, 8, 1, 0, 0, -8, 0, 6, -9, -6, 11, -10, 0, -8, 2, 0, 4, -10, 0, 0, -8, 0, -4, -14, 0, 4, 2, 6, -12, 8, 0, -7, 8, 0, 0, 24, -12, 16, -1, 0, 8, 12, 0, 8, 10, 0, 2, 6, 0, -4, -16, 0, 0, -4, -3, 8, -6, 0, -4, -4, 0, -8, 2, 6, 8, 0, 0, 12, 12, 0, -4, -4, -9, -8, 6, 0, -14, 16, 0, -9, 8, 6, 10, -6, 0, -44, 2, 0, 6, -16, -12, -24, -8, 0, -1, -16, 0, -4, 0, 0, 8, 20, 0, 26, -6, 0, 9, 18, 6, -4, -11, 0, 10, -8, 0, 24, 8, -3, -2, -4, 0, -20, -4, 0, 10, 40, 0, 0, 0, 0, 8, 4, 0, -16, 4, -33, 14, -6, 0, 8, -4, 0, -2, -6, -6, 0, 12, 0, -8, -24, 0, 22, 7, 0, -8, 36, 0, 4, 0, 0, -24, 14, 12, 2, -16, 0, 1, 22, 0, 16, -8, -6, -12, -16, 0, -16, -8, 0, -10, -14, 0, 8, -2, 0, -6, 22, 0, -14, 4, 0, 16, -6, 0, -14, 0, 0, 4, -24, 3, -13, -8, 0, 6, 4, 0, 48, 4, 0, 4, -2, 0, -40, 8, 0, -2, -32, -6, -16, -8, 0, 0, 32, 0, 22, -12, 48, -12, 2, 0, 4, 4, 0, 4, 4, 9, -22, 8, 0, -6, 0, 0, -4, 14, 12, -16, -40, 0, 10, 9, 0, -8, 0, -6, -8, -10, 0, 6, 8, 0, 26, 44, 0, -2, 2, 0, 0, -6, 0, 16, -12, 12, -15, 24, 0, 8, 24, 0, 12, 1, -18, 16, 16, 0, -4, 4, 0, 0, -4, 0, 22, -8, 0, -20, -24, 0, -32, -26, -30, 6, 0, 0, -2, -9, 0, -18, -48, -6, 14, 4, 0, 11, -18, 0, 0, -10, 36, 8, -8, 0, 34, -24, 0, -8, -48, 3, 56, 2, 0, 4, -18, 0, 28, 20, 0, 4, -22, 0, 32, -10, 0, -40, -12, 0, -26, 0, 0, 0, -2, 0, 8, -8, -27, -4, 8, 0, -24, 16, 0, -4, 14, 33, 12, -14, 0, 6, 32, 0, -10, -8, 0, 4, 18, 0, 40, 2, 0, 6, -2, 6, 40, 0, 0, -12, 20, 0, -22, 8, 12, 24, -8, 0, 8, -22, 0, -7, 24, 0, -8, 8, 0, -36, 24, 0, -4, -4, -24, 0, 0, 0, 16, 24, 0, -14, 12, -12, -40, -2, 0, 16, 18, 0, -24, -1, 0, -22, -32, 0, 0, -16, 0, 8, 38, 6, -34, 12, 0, 16, 0, 0, 1, 16, -36, 8, -12, 0, -40, 10, 0, 14, 18, 0, -6, -8, 0, 2, 0, 0, -36, 6, 24, -22, -4, 0, 48, 14, 0, -4, 16, 0, -20, -16, 0, 6, -14, 0, -56, 14, -36, 0, 14, 0, 14, -4, 0, 24, 11, -3, 30, 13, 0, 8, -56, 0, -8, -6, 24, -4, -28, 0, 0, -48, 0, -4, 6, 0, 32, -4, 0, 2, 16, 0, -26, 40, 30, -8, -28, 0, 32, 2, 0, 32, 0, 6, -16, 16, 0, 8, 18, 0, -14, 0, 0, -32, 24, 0, 41, -22, 0, 12, 8, -48, -40, 12, 0, -2, 64, 0, -18, -4, 0, -4, 14, 0, 10, -4, 0, -4, -40, -9, 24, 22, 0, -8, -42, 0, 48, 6, -18, 0, 30, 0, -24, 4, 0, -14, 32, -12, 2, 16, 0, 40, -16, 0, -2, -10, 0, -9, -12, 0, -24, 8, 0, 0, 12, 6, 24, 8, 0, 10, 8, 0, -4, -6, 24, -8, -16, 0, -12, -26, 0, -44, 0, 0, 8, 2, 0, -2, 40, 0, -28, 0, 36, 6, 0, 0, -16, -16, 0, 12, 48, -12, 32, 15, 0, -24, 22, 0, -36, -8, -27, -24, -20, 0, -44, -12, 0, -1, -20, 18, -32, -16, 0, -16, -24, 0, -16, 4, -42, -4, 40, 0, 48, 0, 0, 4, -32, 0, -48, -22, 0, 8, -30, 0, 0, 20, 24, 24, -24, 0, 22, 32, 0, 26, -40, 30, 0, -6, 0, 0, -12, 0, 0, 2, 0, 9, 48, 0, 18, 18, 0, 48, 56, 6, 16, -14, 0, -4, 8, 0, 0, -11, 18, 18, 12, 0, -16, 0, 0, 10, -30, -36, 20, -8, 0, 8, -32, 0, -20, -34, -24, 24, 30, 0, 24, 8, 0, 48, 6, -3, -30, -56, 0, -2, -18, 0, 64, -4, 0, 18, 24, 0, -25, -28, 0, -20, -36, 0, 28, -4, 0, 22, -4, 0, 46, -32, 24, 10, 42, 0, 40, 40, 0, 12, -8, 0, -24, 26, 0, 0, -24, 0, 20, 0, -18, 2, -96, 0, 18, -8, 0, 8, 18, 27, -36, 4, 0, -8, 24, 0, -64, 24, 18, -16, 0, 0, -64, 4, 0, -14, 0, -33, 8, -12, 0, 14, -96, 0, 10, -6, 30, -32, 20, 0, 28, 10, 0, 8, -48, 0, -4, -4, 0, -18, 0, 0, -44, -40, 24, -2, -18, 0, -18, -6, 0, 2, -16, -6, 58, -40, 0, 0, 36, 0, 6, 12, 0, -20, 48, 0, -12, 22, 0, -8, 46, -12, 80, -24, 0, 8, -24, 0, -31, -8, 30, 22, 104, 0, -16, 7, 0, -24, -38, 0, 16, 8, 0, -8, 6, 0, -12, 36, 0, -24, -36, 0, 72, 4, 0, 4, 10, 24, -56, 0, 0, 0, -16, 0, 10, -16, 0, -24], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 111900
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '46.2.a', 'level': 46, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '23.2.a', 'sub_level': 23, 'sub_mult': 2, 'weight': 2}
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id: 111901
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '46.2.a', 'level': 46, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '46.2.a', 'sub_level': 46, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '46.2.a', 'level': 46, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 28000
{'hecke_orbit_code': 33554478, 'n': 1, 'trace_an': 1}
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id: 28001
{'hecke_orbit_code': 33554478, 'n': 2, 'trace_an': -1}
-
id: 28002
{'hecke_orbit_code': 33554478, 'n': 3, 'trace_an': 0}
-
id: 28003
{'hecke_orbit_code': 33554478, 'n': 4, 'trace_an': 1}
-
id: 28004
{'hecke_orbit_code': 33554478, 'n': 5, 'trace_an': 4}
-
id: 28005
{'hecke_orbit_code': 33554478, 'n': 6, 'trace_an': 0}
-
id: 28006
{'hecke_orbit_code': 33554478, 'n': 7, 'trace_an': -4}
-
id: 28007
{'hecke_orbit_code': 33554478, 'n': 8, 'trace_an': -1}
-
id: 28008
{'hecke_orbit_code': 33554478, 'n': 9, 'trace_an': -3}
-
id: 28009
{'hecke_orbit_code': 33554478, 'n': 10, 'trace_an': -4}
-
id: 28010
{'hecke_orbit_code': 33554478, 'n': 11, 'trace_an': 2}
-
id: 28011
{'hecke_orbit_code': 33554478, 'n': 12, 'trace_an': 0}
-
id: 28012
{'hecke_orbit_code': 33554478, 'n': 13, 'trace_an': -2}
-
id: 28013
{'hecke_orbit_code': 33554478, 'n': 14, 'trace_an': 4}
-
id: 28014
{'hecke_orbit_code': 33554478, 'n': 15, 'trace_an': 0}
-
id: 28015
{'hecke_orbit_code': 33554478, 'n': 16, 'trace_an': 1}
-
id: 28016
{'hecke_orbit_code': 33554478, 'n': 17, 'trace_an': -2}
-
id: 28017
{'hecke_orbit_code': 33554478, 'n': 18, 'trace_an': 3}
-
id: 28018
{'hecke_orbit_code': 33554478, 'n': 19, 'trace_an': -2}
-
id: 28019
{'hecke_orbit_code': 33554478, 'n': 20, 'trace_an': 4}
-
id: 28020
{'hecke_orbit_code': 33554478, 'n': 21, 'trace_an': 0}
-
id: 28021
{'hecke_orbit_code': 33554478, 'n': 22, 'trace_an': -2}
-
id: 28022
{'hecke_orbit_code': 33554478, 'n': 23, 'trace_an': 1}
-
id: 28023
{'hecke_orbit_code': 33554478, 'n': 24, 'trace_an': 0}
-
id: 28024
{'hecke_orbit_code': 33554478, 'n': 25, 'trace_an': 11}
-
id: 28025
{'hecke_orbit_code': 33554478, 'n': 26, 'trace_an': 2}
-
id: 28026
{'hecke_orbit_code': 33554478, 'n': 27, 'trace_an': 0}
-
id: 28027
{'hecke_orbit_code': 33554478, 'n': 28, 'trace_an': -4}
-
id: 28028
{'hecke_orbit_code': 33554478, 'n': 29, 'trace_an': 2}
-
id: 28029
{'hecke_orbit_code': 33554478, 'n': 30, 'trace_an': 0}
-
id: 28030
{'hecke_orbit_code': 33554478, 'n': 31, 'trace_an': 0}
-
id: 28031
{'hecke_orbit_code': 33554478, 'n': 32, 'trace_an': -1}
-
id: 28032
{'hecke_orbit_code': 33554478, 'n': 33, 'trace_an': 0}
-
id: 28033
{'hecke_orbit_code': 33554478, 'n': 34, 'trace_an': 2}
-
id: 28034
{'hecke_orbit_code': 33554478, 'n': 35, 'trace_an': -16}
-
id: 28035
{'hecke_orbit_code': 33554478, 'n': 36, 'trace_an': -3}
-
id: 28036
{'hecke_orbit_code': 33554478, 'n': 37, 'trace_an': -4}
-
id: 28037
{'hecke_orbit_code': 33554478, 'n': 38, 'trace_an': 2}
-
id: 28038
{'hecke_orbit_code': 33554478, 'n': 39, 'trace_an': 0}
-
id: 28039
{'hecke_orbit_code': 33554478, 'n': 40, 'trace_an': -4}
-
id: 28040
{'hecke_orbit_code': 33554478, 'n': 41, 'trace_an': 6}
-
id: 28041
{'hecke_orbit_code': 33554478, 'n': 42, 'trace_an': 0}
-
id: 28042
{'hecke_orbit_code': 33554478, 'n': 43, 'trace_an': 10}
-
id: 28043
{'hecke_orbit_code': 33554478, 'n': 44, 'trace_an': 2}
-
id: 28044
{'hecke_orbit_code': 33554478, 'n': 45, 'trace_an': -12}
-
id: 28045
{'hecke_orbit_code': 33554478, 'n': 46, 'trace_an': -1}
-
id: 28046
{'hecke_orbit_code': 33554478, 'n': 47, 'trace_an': 0}
-
id: 28047
{'hecke_orbit_code': 33554478, 'n': 48, 'trace_an': 0}
-
id: 28048
{'hecke_orbit_code': 33554478, 'n': 49, 'trace_an': 9}
-
id: 28049
{'hecke_orbit_code': 33554478, 'n': 50, 'trace_an': -11}
-
id: 28050
{'hecke_orbit_code': 33554478, 'n': 51, 'trace_an': 0}
-
id: 28051
{'hecke_orbit_code': 33554478, 'n': 52, 'trace_an': -2}
-
id: 28052
{'hecke_orbit_code': 33554478, 'n': 53, 'trace_an': -4}
-
id: 28053
{'hecke_orbit_code': 33554478, 'n': 54, 'trace_an': 0}
-
id: 28054
{'hecke_orbit_code': 33554478, 'n': 55, 'trace_an': 8}
-
id: 28055
{'hecke_orbit_code': 33554478, 'n': 56, 'trace_an': 4}
-
id: 28056
{'hecke_orbit_code': 33554478, 'n': 57, 'trace_an': 0}
-
id: 28057
{'hecke_orbit_code': 33554478, 'n': 58, 'trace_an': -2}
-
id: 28058
{'hecke_orbit_code': 33554478, 'n': 59, 'trace_an': 12}
-
id: 28059
{'hecke_orbit_code': 33554478, 'n': 60, 'trace_an': 0}
-
id: 28060
{'hecke_orbit_code': 33554478, 'n': 61, 'trace_an': -8}
-
id: 28061
{'hecke_orbit_code': 33554478, 'n': 62, 'trace_an': 0}
-
id: 28062
{'hecke_orbit_code': 33554478, 'n': 63, 'trace_an': 12}
-
id: 28063
{'hecke_orbit_code': 33554478, 'n': 64, 'trace_an': 1}
-
id: 28064
{'hecke_orbit_code': 33554478, 'n': 65, 'trace_an': -8}
-
id: 28065
{'hecke_orbit_code': 33554478, 'n': 66, 'trace_an': 0}
-
id: 28066
{'hecke_orbit_code': 33554478, 'n': 67, 'trace_an': -10}
-
id: 28067
{'hecke_orbit_code': 33554478, 'n': 68, 'trace_an': -2}
-
id: 28068
{'hecke_orbit_code': 33554478, 'n': 69, 'trace_an': 0}
-
id: 28069
{'hecke_orbit_code': 33554478, 'n': 70, 'trace_an': 16}
-
id: 28070
{'hecke_orbit_code': 33554478, 'n': 71, 'trace_an': 0}
-
id: 28071
{'hecke_orbit_code': 33554478, 'n': 72, 'trace_an': 3}
-
id: 28072
{'hecke_orbit_code': 33554478, 'n': 73, 'trace_an': 6}
-
id: 28073
{'hecke_orbit_code': 33554478, 'n': 74, 'trace_an': 4}
-
id: 28074
{'hecke_orbit_code': 33554478, 'n': 75, 'trace_an': 0}
-
id: 28075
{'hecke_orbit_code': 33554478, 'n': 76, 'trace_an': -2}
-
id: 28076
{'hecke_orbit_code': 33554478, 'n': 77, 'trace_an': -8}
-
id: 28077
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id: 28205
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id: 28302
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id: 28321
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id: 28398
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id: 28399
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id: 28403
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id: 28404
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id: 28405
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id: 28406
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id: 28407
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id: 28408
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id: 28409
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id: 28411
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id: 28414
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id: 28415
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id: 28416
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id: 28417
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id: 28418
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id: 28419
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id: 28420
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id: 28421
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id: 28422
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id: 28423
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id: 28424
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id: 28425
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id: 28426
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id: 28427
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id: 28428
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id: 28429
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id: 28430
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id: 28431
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id: 28432
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id: 28433
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id: 28438
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id: 28439
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id: 28440
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id: 28441
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id: 28442
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id: 28447
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id: 28450
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id: 28451
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id: 28452
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id: 28456
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id: 28457
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id: 28458
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id: 28459
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id: 28460
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id: 28462
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id: 28527
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id: 28538
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id: 28539
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id: 28540
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id: 28548
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id: 28549
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id: 28550
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id: 28552
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id: 28553
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id: 28554
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id: 28555
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id: 28556
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id: 28557
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id: 28558
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id: 28561
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id: 28562
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id: 28575
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id: 28576
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id: 28577
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id: 28578
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id: 28579
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id: 28580
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id: 28582
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id: 28584
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id: 28585
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id: 28587
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id: 28588
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id: 28589
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id: 28590
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id: 28591
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id: 28593
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id: 28594
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id: 28596
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id: 28598
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id: 28599
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id: 28600
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id: 28601
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id: 28602
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id: 28603
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id: 28604
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id: 28605
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id: 28606
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id: 28607
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id: 28608
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id: 28609
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id: 28610
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id: 28611
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id: 28612
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id: 28613
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id: 28614
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id: 28615
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id: 28616
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id: 28617
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id: 28618
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id: 28619
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id: 28620
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id: 28621
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id: 28622
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id: 28623
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id: 28624
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id: 28625
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id: 28626
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id: 28627
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id: 28628
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id: 28629
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id: 28630
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id: 28631
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id: 28632
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id: 28633
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id: 28634
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id: 28635
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id: 28636
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id: 28637
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id: 28638
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id: 28639
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id: 28640
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id: 28641
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id: 28642
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id: 28643
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id: 28644
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id: 28645
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id: 28646
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id: 28647
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id: 28648
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id: 28649
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id: 28650
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id: 28651
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id: 28652
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id: 28653
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id: 28654
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id: 28655
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id: 28656
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id: 28657
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id: 28658
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id: 28659
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id: 28660
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id: 28661
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id: 28662
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id: 28663
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id: 28664
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id: 28665
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id: 28666
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id: 28667
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id: 28668
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id: 28669
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id: 28670
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id: 28671
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id: 28672
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id: 28673
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id: 28674
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id: 28675
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id: 28676
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id: 28677
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id: 28678
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id: 28679
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id: 28680
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id: 28681
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id: 28682
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id: 28683
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id: 28684
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id: 28685
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id: 28686
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id: 28687
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id: 28688
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id: 28689
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id: 28690
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id: 28691
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id: 28692
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id: 28693
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id: 28694
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id: 28695
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id: 28696
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id: 28697
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id: 28698
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id: 28699
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id: 28700
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id: 28701
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id: 28702
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id: 28703
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id: 28704
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id: 28705
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id: 28706
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id: 28707
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id: 28708
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id: 28709
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id: 28710
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id: 28711
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id: 28712
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id: 28713
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id: 28714
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id: 28719
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id: 28720
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id: 28721
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id: 28725
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id: 28726
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id: 28728
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id: 28729
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id: 28731
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id: 28733
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id: 28734
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id: 28735
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id: 28737
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id: 28740
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id: 28741
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id: 28742
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id: 28743
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id: 28744
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id: 28745
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id: 28746
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id: 28747
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id: 28748
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id: 28749
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id: 28750
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id: 28751
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id: 28752
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id: 28753
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id: 28754
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id: 28755
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id: 28756
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id: 28757
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id: 28758
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id: 28759
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id: 28760
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id: 28761
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id: 28762
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id: 28763
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id: 28764
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id: 28765
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id: 28766
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id: 28767
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id: 28768
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id: 28769
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id: 28770
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id: 28771
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id: 28772
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id: 28773
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id: 28774
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id: 28775
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id: 28776
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id: 28777
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id: 28778
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id: 28779
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id: 28780
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id: 28781
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id: 28782
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id: 28783
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id: 28784
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id: 28785
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id: 28786
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id: 28787
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id: 28788
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id: 28789
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id: 28790
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id: 28791
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id: 28792
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id: 28793
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id: 28794
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id: 28795
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id: 28796
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id: 28797
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id: 28798
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id: 28799
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id: 28800
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id: 28801
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id: 28802
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id: 28803
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id: 28804
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id: 28805
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id: 28806
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id: 28807
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id: 28808
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id: 28809
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id: 28810
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id: 28811
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id: 28812
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id: 28813
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id: 28814
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id: 28815
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id: 28816
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id: 28817
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id: 28818
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id: 28819
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id: 28820
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id: 28821
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id: 28822
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id: 28823
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id: 28824
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id: 28825
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id: 28826
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id: 28827
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id: 28828
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id: 28829
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id: 28830
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id: 28831
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id: 28832
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id: 28833
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id: 28834
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id: 28835
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id: 28836
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id: 28837
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id: 28838
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id: 28839
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id: 28840
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id: 28841
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id: 28842
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id: 28843
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id: 28844
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id: 28845
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id: 28846
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id: 28847
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id: 28848
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id: 28849
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id: 28850
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id: 28851
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id: 28852
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id: 28853
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id: 28854
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id: 28855
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id: 28856
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id: 28857
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id: 28858
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id: 28859
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id: 28860
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id: 28861
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id: 28862
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id: 28863
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id: 28864
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id: 28865
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id: 28866
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id: 28867
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id: 28868
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id: 28869
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id: 28870
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id: 28871
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id: 28872
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id: 28873
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id: 28874
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id: 28875
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id: 28876
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id: 28877
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id: 28878
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id: 28879
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id: 28880
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id: 28881
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id: 28882
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id: 28883
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id: 28884
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id: 28885
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id: 28886
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id: 28887
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id: 28888
{'hecke_orbit_code': 33554478, 'n': 889, 'trace_an': -64}
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id: 28889
{'hecke_orbit_code': 33554478, 'n': 890, 'trace_an': 24}
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id: 28890
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id: 28891
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id: 28892
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id: 28893
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id: 28894
{'hecke_orbit_code': 33554478, 'n': 895, 'trace_an': -64}
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id: 28895
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id: 28896
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id: 28897
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id: 28898
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id: 28899
{'hecke_orbit_code': 33554478, 'n': 900, 'trace_an': -33}
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id: 28900
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id: 28901
{'hecke_orbit_code': 33554478, 'n': 902, 'trace_an': -12}
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id: 28902
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id: 28903
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id: 28904
{'hecke_orbit_code': 33554478, 'n': 905, 'trace_an': -96}
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id: 28905
{'hecke_orbit_code': 33554478, 'n': 906, 'trace_an': 0}
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id: 28906
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id: 28907
{'hecke_orbit_code': 33554478, 'n': 908, 'trace_an': -6}
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id: 28908
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id: 28909
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id: 28910
{'hecke_orbit_code': 33554478, 'n': 911, 'trace_an': 20}
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id: 28911
{'hecke_orbit_code': 33554478, 'n': 912, 'trace_an': 0}
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id: 28912
{'hecke_orbit_code': 33554478, 'n': 913, 'trace_an': 28}
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id: 28913
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id: 28914
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id: 28915
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id: 28916
{'hecke_orbit_code': 33554478, 'n': 917, 'trace_an': -48}
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id: 28917
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id: 28918
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id: 28919
{'hecke_orbit_code': 33554478, 'n': 920, 'trace_an': -4}
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id: 28920
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id: 28921
{'hecke_orbit_code': 33554478, 'n': 922, 'trace_an': -18}
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id: 28922
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id: 28923
{'hecke_orbit_code': 33554478, 'n': 924, 'trace_an': 0}
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id: 28924
{'hecke_orbit_code': 33554478, 'n': 925, 'trace_an': -44}
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id: 28925
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id: 28926
{'hecke_orbit_code': 33554478, 'n': 927, 'trace_an': 24}
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id: 28927
{'hecke_orbit_code': 33554478, 'n': 928, 'trace_an': -2}
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id: 28928
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id: 28929
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id: 28930
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id: 28931
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id: 28932
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id: 28933
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id: 28934
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id: 28935
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id: 28936
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id: 28937
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id: 28938
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id: 28939
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id: 28940
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id: 28941
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id: 28942
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id: 28943
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id: 28944
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id: 28945
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id: 28946
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id: 28947
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id: 28948
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id: 28949
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id: 28950
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id: 28951
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id: 28952
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id: 28953
{'hecke_orbit_code': 33554478, 'n': 954, 'trace_an': -12}
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id: 28954
{'hecke_orbit_code': 33554478, 'n': 955, 'trace_an': 80}
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id: 28955
{'hecke_orbit_code': 33554478, 'n': 956, 'trace_an': -24}
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id: 28956
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id: 28957
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id: 28958
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id: 28959
{'hecke_orbit_code': 33554478, 'n': 960, 'trace_an': 0}
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id: 28960
{'hecke_orbit_code': 33554478, 'n': 961, 'trace_an': -31}
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id: 28961
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id: 28962
{'hecke_orbit_code': 33554478, 'n': 963, 'trace_an': 30}
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id: 28963
{'hecke_orbit_code': 33554478, 'n': 964, 'trace_an': 22}
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id: 28964
{'hecke_orbit_code': 33554478, 'n': 965, 'trace_an': 104}
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id: 28965
{'hecke_orbit_code': 33554478, 'n': 966, 'trace_an': 0}
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id: 28966
{'hecke_orbit_code': 33554478, 'n': 967, 'trace_an': -16}
-
id: 28967
{'hecke_orbit_code': 33554478, 'n': 968, 'trace_an': 7}
-
id: 28968
{'hecke_orbit_code': 33554478, 'n': 969, 'trace_an': 0}
-
id: 28969
{'hecke_orbit_code': 33554478, 'n': 970, 'trace_an': -24}
-
id: 28970
{'hecke_orbit_code': 33554478, 'n': 971, 'trace_an': -38}
-
id: 28971
{'hecke_orbit_code': 33554478, 'n': 972, 'trace_an': 0}
-
id: 28972
{'hecke_orbit_code': 33554478, 'n': 973, 'trace_an': 16}
-
id: 28973
{'hecke_orbit_code': 33554478, 'n': 974, 'trace_an': 8}
-
id: 28974
{'hecke_orbit_code': 33554478, 'n': 975, 'trace_an': 0}
-
id: 28975
{'hecke_orbit_code': 33554478, 'n': 976, 'trace_an': -8}
-
id: 28976
{'hecke_orbit_code': 33554478, 'n': 977, 'trace_an': 6}
-
id: 28977
{'hecke_orbit_code': 33554478, 'n': 978, 'trace_an': 0}
-
id: 28978
{'hecke_orbit_code': 33554478, 'n': 979, 'trace_an': -12}
-
id: 28979
{'hecke_orbit_code': 33554478, 'n': 980, 'trace_an': 36}
-
id: 28980
{'hecke_orbit_code': 33554478, 'n': 981, 'trace_an': 0}
-
id: 28981
{'hecke_orbit_code': 33554478, 'n': 982, 'trace_an': -24}
-
id: 28982
{'hecke_orbit_code': 33554478, 'n': 983, 'trace_an': -36}
-
id: 28983
{'hecke_orbit_code': 33554478, 'n': 984, 'trace_an': 0}
-
id: 28984
{'hecke_orbit_code': 33554478, 'n': 985, 'trace_an': 72}
-
id: 28985
{'hecke_orbit_code': 33554478, 'n': 986, 'trace_an': 4}
-
id: 28986
{'hecke_orbit_code': 33554478, 'n': 987, 'trace_an': 0}
-
id: 28987
{'hecke_orbit_code': 33554478, 'n': 988, 'trace_an': 4}
-
id: 28988
{'hecke_orbit_code': 33554478, 'n': 989, 'trace_an': 10}
-
id: 28989
{'hecke_orbit_code': 33554478, 'n': 990, 'trace_an': 24}
-
id: 28990
{'hecke_orbit_code': 33554478, 'n': 991, 'trace_an': -56}
-
id: 28991
{'hecke_orbit_code': 33554478, 'n': 992, 'trace_an': 0}
-
id: 28992
{'hecke_orbit_code': 33554478, 'n': 993, 'trace_an': 0}
-
id: 28993
{'hecke_orbit_code': 33554478, 'n': 994, 'trace_an': 0}
-
id: 28994
{'hecke_orbit_code': 33554478, 'n': 995, 'trace_an': -16}
-
id: 28995
{'hecke_orbit_code': 33554478, 'n': 996, 'trace_an': 0}
-
id: 28996
{'hecke_orbit_code': 33554478, 'n': 997, 'trace_an': 10}
-
id: 28997
{'hecke_orbit_code': 33554478, 'n': 998, 'trace_an': -16}
-
id: 28998
{'hecke_orbit_code': 33554478, 'n': 999, 'trace_an': 0}
-
id: 28999
{'hecke_orbit_code': 33554478, 'n': 1000, 'trace_an': -24}