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mf_newspaces • Show schema
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{'Nk2': 540, 'analytic_conductor': 1.6348815861617814, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': -1, 'char_values': [60, 2, [31, 41, 37], [2, 1, 2]], 'conrey_index': 41, 'cusp_dim': 18, 'dim': 2, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 412367192124, 'hecke_orbit_dims': [2], 'label': '60.3.g', 'level': 60, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 30, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 36, 'trace_bound': 0, 'trace_display': [0, 4, 0, 4], 'traces': [2, 0, 4, 0, 0, 0, 4, 0, -2, 0, 0, 0, 16, 0, -10, 0, 0, 0, -68, 0, 8, 0, 0, 0, -10, 0, -44, 0, 0, 0, 28, 0, 60, 0, 0, 0, 112, 0, 32, 0, 0, 0, 16, 0, -40, 0, 0, 0, -90, 0, 60, 0, 0, 0, 60, 0, -136, 0, 0, 0, -92, 0, -4, 0, 0, 0, 64, 0, 180, 0, 0, 0, -212, 0, -20, 0, 0, 0, -44, 0, -158, 0, 0, 0, 60, 0, -180, 0, 0, 0, 32, 0, 56, 0, 0, 0, 244, 0, 240, 0, 0, 0, -92, 0, -20, 0, 0, 0, 172, 0, 224, 0, 0, 0, 180, 0, -16, 0, 0, 0, -118, 0, -120, 0, 0, 0, -68, 0, 32, 0, 0, 0, -136, 0, -70, 0, 0, 0, -164, 0, -180, 0, 0, 0, -180, 0, -180, 0, 0, 0, -92, 0, 240, 0, 0, 0, 184, 0, -180, 0, 0, 0, 136, 0, 120, 0, 0, 0, -210, 0, 68, 0, 0, 0, -20, 0, 60, 0, 0, 0, 388, 0, -184, 0, 0, 0, -360, 0, -88, 0, 0, 0, 436, 0, -80, 0, 0, 0, -68, 0, 128, 0, 0, 0, -120, 0, 720, 0, 0, 0, -92, 0, 240, 0, 0, 0, 56, 0, -424, 0, 0, 0, 796, 0, 10, 0, 0, 0, 172, 0, 120, 0, 0, 0, -180, 0, -88, 0, 0, 0, 268, 0, -236, 0, 0, 0, -544, 0, -540, 0, 0, 0, -1080, 0, 120, 0, 0, 0, 224, 0, -720, 0, 0, 0, -180, 0, 480, 0, 0, 0, 4, 0, 64, 0, 0, 0, -896, 0, -28, 0, 0, 0, 496, 0, 340, 0, 0, 0, 218, 0, 488, 0, 0, 0, 60, 0, 420, 0, 0, 0, 32, 0, -780, 0, 0, 0, 544, 0, -184, 0, 0, 0, 556, 0, -80, 0, 0, 0, 1080, 0, 60, 0, 0, 0, -80, 0, 344, 0, 0, 0, -1196, 0, -112, 0, 0, 0, -716, 0, 420, 0, 0, 0, -376, 0, 360, 0, 0, 0, 1036, 0, -352, 0, 0, 0, 240, 0, 120, 0, 0, 0, 1590, 0, -236, 0, 0, 0, -356, 0, -480, 0, 0, 0, -1064, 0, 50, 0, 0, 0, 172, 0, -136, 0, 0, 0, 120, 0, -16, 0, 0, 0, -1080, 0, 660, 0, 0, 0, -56, 0, -272, 0, 0, 0, 224, 0, 80, 0, 0, 0, -428, 0, -180, 0, 0, 0, -540, 0, -328, 0, 0, 0, -476, 0, -720, 0, 0, 0, -184, 0, 480, 0, 0, 0, -764, 0, -360, 0, 0, 0, -548, 0, 90, 0, 0, 0, 480, 0, 660, 0, 0, 0, 720, 0, -184, 0, 0, 0, 892, 0, 420, 0, 0, 0, 1708, 0, -140, 0, 0, 0, 128, 0, 368, 0, 0, 0, 340, 0, -720, 0, 0, 0, 896, 0, 360, 0, 0, 0, 4, 0, 272, 0, 0, 0, 1080, 0, -60, 0, 0, 0, -1028, 0, 300, 0, 0, 0, -780, 0, -420, 0, 0, 0, -424, 0, 1496, 0, 0, 0, 1080, 0, -540, 0, 0, 0, -1664, 0, -40, 0, 0, 0, -2182, 0, 240, 0, 0, 0, 60, 0, -1260, 0, 0, 0, 628, 0, 776, 0, 0, 0, 1072, 0, 92, 0, 0, 0, -88, 0, -560, 0, 0, 0, 128, 0, -720, 0, 0, 0, 420, 0, -316, 0, 0, 0, -1052, 0, -360, 0, 0, 0, 244, 0, 872, 0, 0, 0, 1080, 0, -320, 0, 0, 0, -952, 0, 420, 0, 0, 0, 120, 0, -136, 0, 0, 0, -1532, 0, -64, 0, 0, 0, 412, 0, -360, 0, 0, 0, -1112, 0, -240, 0, 0, 0, -1028, 0, 1260, 0, 0, 0, 50, 0, -2040, 0, 0, 0, 2188, 0, -184, 0, 0, 0, -720, 0, 960, 0, 0, 0, 808, 0, -80, 0, 0, 0, -360, 0, 112, 0, 0, 0, 660, 0, 212, 0, 0, 0, -236, 0, 480, 0, 0, 0, 3240, 0, 1592, 0, 0, 0, 388, 0, 220, 0, 0, 0, 488, 0, -1500, 0, 0, 0, -180, 0, 344, 0, 0, 0, 244, 0, 480, 0, 0, 0, 720, 0, 1380, 0, 0, 0, -3808, 0, -360, 0, 0, 0, 2332, 0, 44, 0, 0, 0, 480, 0, 0, 0, 0, 0, -184, 0, 536, 0, 0, 0, -2636, 0, 478, 0, 0, 0, -272, 0, 450, 0, 0, 0, -1364, 0, -1088, 0, 0, 0, 660, 0, -2160, 0, 0, 0, -1316, 0, -1380, 0, 0, 0, 2224, 0, -2160, 0, 0, 0, 344, 0, -60, 0, 0, 0, 412, 0, 780, 0, 0, 0, -140, 0, 448, 0, 0, 0, -1440, 0, -1260, 0, 0, 0, -2336, 0, 1140, 0, 0, 0, -736, 0, -360, 0, 0, 0, 1080, 0, 1920, 0, 0, 0, 360, 0, 1500, 0, 0, 0, 1348, 0, 8, 0, 0, 0, -544, 0, -32, 0, 0, 0, 196, 0, -300, 0, 0, 0, 796, 0, -1792, 0, 0, 0, 300, 0, -616, 0, 0, 0, -1558, 0, 840, 0, 0, 0, -236, 0, 992, 0, 0, 0, 1336, 0, 1360, 0, 0, 0, 556, 0, -240, 0, 0, 0, -540, 0, 436, 0, 0, 0, 512, 0, -244, 0, 0, 0, 1144, 0, -660, 0, 0, 0, -2264, 0, 120, 0, 0, 0, -136, 0, -480, 0, 0, 0, -1260, 0, 1440, 0, 0, 0, 1080, 0, 64, 0, 0, 0, 1432, 0, -3120, 0, 0, 0, 3240, 0, 460, 0, 0, 0, 1732, 0, 1088, 0, 0, 0, -560, 0, 92, 0, 0, 0, 3060, 0, 240, 0, 0, 0, -2036, 0, 1112, 0, 0, 0, 2160, 0, -140, 0, 0, 0, -1696, 0, 540, 0, 0, 0, -360, 0, 2160, 0, 0, 0, -1530, 0, 240, 0, 0, 0, -2828, 0, -2040, 0, 0, 0, -328, 0, -160, 0, 0, 0, -2880, 0, -172, 0, 0, 0, 420, 0, -360, 0, 0, 0, 1828, 0, -2392, 0, 0, 0, -2528, 0, -2464, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 115076
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 41, 'conrey_indexes': [41], 'label': '60.3.g', 'level': 60, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5], 'sub_dim': 1, 'sub_label': '12.3.c', 'sub_level': 12, 'sub_mult': 2, 'weight': 3}
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id: 115077
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 41, 'conrey_indexes': [41], 'label': '60.3.g', 'level': 60, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 2, 'sub_label': '15.3.c', 'sub_level': 15, 'sub_mult': 3, 'weight': 3}
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id: 115078
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 41, 'conrey_indexes': [41], 'label': '60.3.g', 'level': 60, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 4, 'sub_label': '30.3.d', 'sub_level': 30, 'sub_mult': 2, 'weight': 3}
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id: 115079
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 41, 'conrey_indexes': [41], 'label': '60.3.g', 'level': 60, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 41, 'sub_conrey_indexes': [41], 'sub_dim': 2, 'sub_label': '60.3.g', 'sub_level': 60, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 7, 'label': '60.3.g', 'level': 60, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 64846000
{'hecke_orbit_code': 412367192124, 'n': 1, 'trace_an': 2}
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id: 64846001
{'hecke_orbit_code': 412367192124, 'n': 2, 'trace_an': 0}
-
id: 64846002
{'hecke_orbit_code': 412367192124, 'n': 3, 'trace_an': 4}
-
id: 64846003
{'hecke_orbit_code': 412367192124, 'n': 4, 'trace_an': 0}
-
id: 64846004
{'hecke_orbit_code': 412367192124, 'n': 5, 'trace_an': 0}
-
id: 64846005
{'hecke_orbit_code': 412367192124, 'n': 6, 'trace_an': 0}
-
id: 64846006
{'hecke_orbit_code': 412367192124, 'n': 7, 'trace_an': 4}
-
id: 64846007
{'hecke_orbit_code': 412367192124, 'n': 8, 'trace_an': 0}
-
id: 64846008
{'hecke_orbit_code': 412367192124, 'n': 9, 'trace_an': -2}
-
id: 64846009
{'hecke_orbit_code': 412367192124, 'n': 10, 'trace_an': 0}
-
id: 64846010
{'hecke_orbit_code': 412367192124, 'n': 11, 'trace_an': 0}
-
id: 64846011
{'hecke_orbit_code': 412367192124, 'n': 12, 'trace_an': 0}
-
id: 64846012
{'hecke_orbit_code': 412367192124, 'n': 13, 'trace_an': 16}
-
id: 64846013
{'hecke_orbit_code': 412367192124, 'n': 14, 'trace_an': 0}
-
id: 64846014
{'hecke_orbit_code': 412367192124, 'n': 15, 'trace_an': -10}
-
id: 64846015
{'hecke_orbit_code': 412367192124, 'n': 16, 'trace_an': 0}
-
id: 64846016
{'hecke_orbit_code': 412367192124, 'n': 17, 'trace_an': 0}
-
id: 64846017
{'hecke_orbit_code': 412367192124, 'n': 18, 'trace_an': 0}
-
id: 64846018
{'hecke_orbit_code': 412367192124, 'n': 19, 'trace_an': -68}
-
id: 64846019
{'hecke_orbit_code': 412367192124, 'n': 20, 'trace_an': 0}
-
id: 64846020
{'hecke_orbit_code': 412367192124, 'n': 21, 'trace_an': 8}
-
id: 64846021
{'hecke_orbit_code': 412367192124, 'n': 22, 'trace_an': 0}
-
id: 64846022
{'hecke_orbit_code': 412367192124, 'n': 23, 'trace_an': 0}
-
id: 64846023
{'hecke_orbit_code': 412367192124, 'n': 24, 'trace_an': 0}
-
id: 64846024
{'hecke_orbit_code': 412367192124, 'n': 25, 'trace_an': -10}
-
id: 64846025
{'hecke_orbit_code': 412367192124, 'n': 26, 'trace_an': 0}
-
id: 64846026
{'hecke_orbit_code': 412367192124, 'n': 27, 'trace_an': -44}
-
id: 64846027
{'hecke_orbit_code': 412367192124, 'n': 28, 'trace_an': 0}
-
id: 64846028
{'hecke_orbit_code': 412367192124, 'n': 29, 'trace_an': 0}
-
id: 64846029
{'hecke_orbit_code': 412367192124, 'n': 30, 'trace_an': 0}
-
id: 64846030
{'hecke_orbit_code': 412367192124, 'n': 31, 'trace_an': 28}
-
id: 64846031
{'hecke_orbit_code': 412367192124, 'n': 32, 'trace_an': 0}
-
id: 64846032
{'hecke_orbit_code': 412367192124, 'n': 33, 'trace_an': 60}
-
id: 64846033
{'hecke_orbit_code': 412367192124, 'n': 34, 'trace_an': 0}
-
id: 64846034
{'hecke_orbit_code': 412367192124, 'n': 35, 'trace_an': 0}
-
id: 64846035
{'hecke_orbit_code': 412367192124, 'n': 36, 'trace_an': 0}
-
id: 64846036
{'hecke_orbit_code': 412367192124, 'n': 37, 'trace_an': 112}
-
id: 64846037
{'hecke_orbit_code': 412367192124, 'n': 38, 'trace_an': 0}
-
id: 64846038
{'hecke_orbit_code': 412367192124, 'n': 39, 'trace_an': 32}
-
id: 64846039
{'hecke_orbit_code': 412367192124, 'n': 40, 'trace_an': 0}
-
id: 64846040
{'hecke_orbit_code': 412367192124, 'n': 41, 'trace_an': 0}
-
id: 64846041
{'hecke_orbit_code': 412367192124, 'n': 42, 'trace_an': 0}
-
id: 64846042
{'hecke_orbit_code': 412367192124, 'n': 43, 'trace_an': 16}
-
id: 64846043
{'hecke_orbit_code': 412367192124, 'n': 44, 'trace_an': 0}
-
id: 64846044
{'hecke_orbit_code': 412367192124, 'n': 45, 'trace_an': -40}
-
id: 64846045
{'hecke_orbit_code': 412367192124, 'n': 46, 'trace_an': 0}
-
id: 64846046
{'hecke_orbit_code': 412367192124, 'n': 47, 'trace_an': 0}
-
id: 64846047
{'hecke_orbit_code': 412367192124, 'n': 48, 'trace_an': 0}
-
id: 64846048
{'hecke_orbit_code': 412367192124, 'n': 49, 'trace_an': -90}
-
id: 64846049
{'hecke_orbit_code': 412367192124, 'n': 50, 'trace_an': 0}
-
id: 64846050
{'hecke_orbit_code': 412367192124, 'n': 51, 'trace_an': 60}
-
id: 64846051
{'hecke_orbit_code': 412367192124, 'n': 52, 'trace_an': 0}
-
id: 64846052
{'hecke_orbit_code': 412367192124, 'n': 53, 'trace_an': 0}
-
id: 64846053
{'hecke_orbit_code': 412367192124, 'n': 54, 'trace_an': 0}
-
id: 64846054
{'hecke_orbit_code': 412367192124, 'n': 55, 'trace_an': 60}
-
id: 64846055
{'hecke_orbit_code': 412367192124, 'n': 56, 'trace_an': 0}
-
id: 64846056
{'hecke_orbit_code': 412367192124, 'n': 57, 'trace_an': -136}
-
id: 64846057
{'hecke_orbit_code': 412367192124, 'n': 58, 'trace_an': 0}
-
id: 64846058
{'hecke_orbit_code': 412367192124, 'n': 59, 'trace_an': 0}
-
id: 64846059
{'hecke_orbit_code': 412367192124, 'n': 60, 'trace_an': 0}
-
id: 64846060
{'hecke_orbit_code': 412367192124, 'n': 61, 'trace_an': -92}
-
id: 64846061
{'hecke_orbit_code': 412367192124, 'n': 62, 'trace_an': 0}
-
id: 64846062
{'hecke_orbit_code': 412367192124, 'n': 63, 'trace_an': -4}
-
id: 64846063
{'hecke_orbit_code': 412367192124, 'n': 64, 'trace_an': 0}
-
id: 64846064
{'hecke_orbit_code': 412367192124, 'n': 65, 'trace_an': 0}
-
id: 64846065
{'hecke_orbit_code': 412367192124, 'n': 66, 'trace_an': 0}
-
id: 64846066
{'hecke_orbit_code': 412367192124, 'n': 67, 'trace_an': 64}
-
id: 64846067
{'hecke_orbit_code': 412367192124, 'n': 68, 'trace_an': 0}
-
id: 64846068
{'hecke_orbit_code': 412367192124, 'n': 69, 'trace_an': 180}
-
id: 64846069
{'hecke_orbit_code': 412367192124, 'n': 70, 'trace_an': 0}
-
id: 64846070
{'hecke_orbit_code': 412367192124, 'n': 71, 'trace_an': 0}
-
id: 64846071
{'hecke_orbit_code': 412367192124, 'n': 72, 'trace_an': 0}
-
id: 64846072
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id: 64846920
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id: 64846922
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id: 64846923
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id: 64846927
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id: 64846928
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id: 64846929
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id: 64846930
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id: 64846931
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id: 64846932
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id: 64846935
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id: 64846936
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id: 64846937
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id: 64846938
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id: 64846939
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id: 64846940
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id: 64846941
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id: 64846942
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id: 64846943
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id: 64846944
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id: 64846945
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id: 64846946
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id: 64846947
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id: 64846948
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id: 64846949
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id: 64846950
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id: 64846951
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id: 64846952
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id: 64846953
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id: 64846954
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id: 64846955
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id: 64846956
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id: 64846957
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id: 64846958
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id: 64846959
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id: 64846960
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id: 64846961
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id: 64846962
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id: 64846963
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id: 64846964
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id: 64846965
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id: 64846970
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id: 64846976
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id: 64846977
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id: 64846982
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id: 64846983
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id: 64846985
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id: 64846986
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id: 64846987
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id: 64846988
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id: 64846989
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id: 64846990
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id: 64846991
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id: 64846992
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id: 64846993
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id: 64846994
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id: 64846995
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id: 64846996
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id: 64846997
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id: 64846998
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id: 64846999
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