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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [7, -1]], 12, 8], [[[3, 1], [5, 1], [7, -1]], 7, 4], [[[3, 1], [5, -1], [7, -1]], 7, 4], [[[3, 1], [5, 1], [7, 1]], 7, 2], [[[3, -1], [5, -1], [7, 1]], 9, 4], [[[3, 1], [5, -1], [7, 1]], 7, 2], [[[3, -1], [5, 1], [7, -1]], 9, 6], [[[3, -1], [5, 1], [7, 1]], 11, 5]], 'ALdims': [7, 7, 7, 7, 11, 9, 9, 12], 'Nk2': 8820, 'analytic_conductor': 17.607013645692323, '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': [2205, 1, [1226, 442, 1081], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 305, 'dim': 69, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11, 13, 17], 'hecke_orbit_code': 33556637, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '2205.2.a', 'level': 2205, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'mf_dim': 368, 'mf_new_dim': 69, 'num_forms': 35, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 672, 'trace_bound': 23, 'trace_display': [-3, 0, 1, 0], 'traces': [69, -3, 0, 67, 1, 0, 0, -15, 0, -3, -4, 0, 6, 0, 0, 59, -2, 0, 4, -1, 0, 12, 4, 0, 69, -18, 0, 0, -10, 0, -12, -23, 0, 30, 0, 0, -18, 28, 0, -3, -10, 0, -16, 12, 0, -28, 28, 0, 0, -3, 0, 38, -6, 0, -4, 0, 0, -2, -8, 0, -30, 24, 0, 107, -6, 0, -16, -26, 0, 0, 24, 0, 6, 62, 0, -12, 0, 0, -48, -1, 0, 10, 12, 0, -14, 64, 0, 92, -22, 0, 0, 140, 0, 28, -20, 0, 42, 0, 0, 67, -42, 0, 12, -22, 0, 26, -104, 0, -86, 32, 0, 0, -26, 0, -12, 106, 0, -36, 0, 0, 65, -54, 0, 56, 1, 0, -56, 105, 0, 10, 0, 0, 0, -120, 0, -6, -66, 0, 8, 0, 0, 88, 44, 0, -30, 46, 0, -182, 22, 0, -104, 100, 0, 0, -8, 0, -22, 96, 0, 21, 0, 0, -44, 30, 0, 12, 4, 0, 35, 10, 0, -64, -22, 0, 0, 84, 0, -102, -20, 0, -10, 0, 0, -116, -6, 0, -44, -48, 0, -84, 40, 0, 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mf_subspaces • Show schema
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id: 610147
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 6, 'weight': 2}
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id: 610148
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 8, 'weight': 2}
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id: 610152
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, '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': 6, 'weight': 2}
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id: 610154
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '45.2.a', 'sub_level': 45, 'sub_mult': 3, 'weight': 2}
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id: 610155
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 6, 'weight': 2}
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id: 610156
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '63.2.a', 'sub_level': 63, 'sub_mult': 4, 'weight': 2}
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id: 610145
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '105.2.a', 'sub_level': 105, 'sub_mult': 4, 'weight': 2}
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id: 610146
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '147.2.a', 'sub_level': 147, 'sub_mult': 4, 'weight': 2}
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id: 610150
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '245.2.a', 'sub_level': 245, 'sub_mult': 3, 'weight': 2}
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id: 610151
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '315.2.a', 'sub_level': 315, 'sub_mult': 2, 'weight': 2}
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id: 610153
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 14, 'sub_label': '441.2.a', 'sub_level': 441, 'sub_mult': 2, 'weight': 2}
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id: 610157
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 28, 'sub_label': '735.2.a', 'sub_level': 735, 'sub_mult': 2, 'weight': 2}
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id: 610149
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2205.2.a', 'level': 2205, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 69, 'sub_label': '2205.2.a', 'sub_level': 2205, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '2205.2.a', 'level': 2205, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 2186000
{'hecke_orbit_code': 33556637, 'n': 1, 'trace_an': 69}
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id: 2186001
{'hecke_orbit_code': 33556637, 'n': 2, 'trace_an': -3}
-
id: 2186002
{'hecke_orbit_code': 33556637, 'n': 3, 'trace_an': 0}
-
id: 2186003
{'hecke_orbit_code': 33556637, 'n': 4, 'trace_an': 67}
-
id: 2186004
{'hecke_orbit_code': 33556637, 'n': 5, 'trace_an': 1}
-
id: 2186005
{'hecke_orbit_code': 33556637, 'n': 6, 'trace_an': 0}
-
id: 2186006
{'hecke_orbit_code': 33556637, 'n': 7, 'trace_an': 0}
-
id: 2186007
{'hecke_orbit_code': 33556637, 'n': 8, 'trace_an': -15}
-
id: 2186008
{'hecke_orbit_code': 33556637, 'n': 9, 'trace_an': 0}
-
id: 2186009
{'hecke_orbit_code': 33556637, 'n': 10, 'trace_an': -3}
-
id: 2186010
{'hecke_orbit_code': 33556637, 'n': 11, 'trace_an': -4}
-
id: 2186011
{'hecke_orbit_code': 33556637, 'n': 12, 'trace_an': 0}
-
id: 2186012
{'hecke_orbit_code': 33556637, 'n': 13, 'trace_an': 6}
-
id: 2186013
{'hecke_orbit_code': 33556637, 'n': 14, 'trace_an': 0}
-
id: 2186014
{'hecke_orbit_code': 33556637, 'n': 15, 'trace_an': 0}
-
id: 2186015
{'hecke_orbit_code': 33556637, 'n': 16, 'trace_an': 59}
-
id: 2186016
{'hecke_orbit_code': 33556637, 'n': 17, 'trace_an': -2}
-
id: 2186017
{'hecke_orbit_code': 33556637, 'n': 18, 'trace_an': 0}
-
id: 2186018
{'hecke_orbit_code': 33556637, 'n': 19, 'trace_an': 4}
-
id: 2186019
{'hecke_orbit_code': 33556637, 'n': 20, 'trace_an': -1}
-
id: 2186020
{'hecke_orbit_code': 33556637, 'n': 21, 'trace_an': 0}
-
id: 2186021
{'hecke_orbit_code': 33556637, 'n': 22, 'trace_an': 12}
-
id: 2186022
{'hecke_orbit_code': 33556637, 'n': 23, 'trace_an': 4}
-
id: 2186023
{'hecke_orbit_code': 33556637, 'n': 24, 'trace_an': 0}
-
id: 2186024
{'hecke_orbit_code': 33556637, 'n': 25, 'trace_an': 69}
-
id: 2186025
{'hecke_orbit_code': 33556637, 'n': 26, 'trace_an': -18}
-
id: 2186026
{'hecke_orbit_code': 33556637, 'n': 27, 'trace_an': 0}
-
id: 2186027
{'hecke_orbit_code': 33556637, 'n': 28, 'trace_an': 0}
-
id: 2186028
{'hecke_orbit_code': 33556637, 'n': 29, 'trace_an': -10}
-
id: 2186029
{'hecke_orbit_code': 33556637, 'n': 30, 'trace_an': 0}
-
id: 2186030
{'hecke_orbit_code': 33556637, 'n': 31, 'trace_an': -12}
-
id: 2186031
{'hecke_orbit_code': 33556637, 'n': 32, 'trace_an': -23}
-
id: 2186032
{'hecke_orbit_code': 33556637, 'n': 33, 'trace_an': 0}
-
id: 2186033
{'hecke_orbit_code': 33556637, 'n': 34, 'trace_an': 30}
-
id: 2186034
{'hecke_orbit_code': 33556637, 'n': 35, 'trace_an': 0}
-
id: 2186035
{'hecke_orbit_code': 33556637, 'n': 36, 'trace_an': 0}
-
id: 2186036
{'hecke_orbit_code': 33556637, 'n': 37, 'trace_an': -18}
-
id: 2186037
{'hecke_orbit_code': 33556637, 'n': 38, 'trace_an': 28}
-
id: 2186038
{'hecke_orbit_code': 33556637, 'n': 39, 'trace_an': 0}
-
id: 2186039
{'hecke_orbit_code': 33556637, 'n': 40, 'trace_an': -3}
-
id: 2186040
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id: 2186919
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id: 2186921
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id: 2186922
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id: 2186923
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id: 2186927
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id: 2186928
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id: 2186929
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id: 2186930
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id: 2186931
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id: 2186932
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id: 2186933
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id: 2186934
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id: 2186935
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id: 2186936
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id: 2186937
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id: 2186938
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id: 2186939
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id: 2186940
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id: 2186941
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id: 2186942
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id: 2186943
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id: 2186944
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id: 2186945
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id: 2186946
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id: 2186947
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id: 2186948
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id: 2186949
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id: 2186950
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id: 2186951
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id: 2186952
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id: 2186953
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id: 2186954
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id: 2186955
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id: 2186956
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id: 2186957
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id: 2186958
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id: 2186959
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id: 2186960
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id: 2186961
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id: 2186962
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id: 2186963
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id: 2186964
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id: 2186965
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id: 2186966
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id: 2186967
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id: 2186968
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id: 2186969
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id: 2186970
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id: 2186971
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id: 2186972
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id: 2186973
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id: 2186974
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id: 2186975
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id: 2186976
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id: 2186977
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id: 2186978
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id: 2186979
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id: 2186980
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id: 2186981
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id: 2186982
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id: 2186983
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id: 2186984
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id: 2186985
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id: 2186986
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id: 2186987
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id: 2186988
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id: 2186989
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id: 2186990
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id: 2186991
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id: 2186992
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id: 2186993
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id: 2186994
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id: 2186995
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id: 2186996
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id: 2186997
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id: 2186998
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id: 2186999
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