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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 4, 3], [[[2, -1], [3, 1], [7, -1]], 1, 1], [[[2, -1], [3, -1], [7, 1]], 2, 1], [[[2, 1], [3, -1], [7, -1]], 2, 2], [[[2, 1], [3, -1], [7, 1]], 3, 2], [[[2, -1], [3, 1], [7, 1]], 4, 2], [[[2, 1], [3, 1], [7, -1]], 2, 2], [[[2, 1], [3, 1], [7, 1]], 3, 2]], 'ALdims': [3, 2, 3, 2, 4, 1, 2, 4], 'Nk2': 4704, 'analytic_conductor': 9.390407277702574, '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': [1176, 1, [295, 589, 785, 1081], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 193, 'dim': 21, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13], 'hecke_orbit_code': 33555608, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2], 'label': '1176.2.a', 'level': 1176, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 256, 'mf_new_dim': 21, 'num_forms': 15, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 448, 'trace_bound': 11, 'trace_display': [0, 1, -2, 0], 'traces': [21, 0, 1, 0, -2, 0, 0, 0, 21, 0, -4, 0, -2, 0, -2, 0, -6, 0, 4, 0, 0, 0, 16, 0, 23, 0, 1, 0, -2, 0, 8, 0, 4, 0, 0, 0, -6, 0, 6, 0, 18, 0, -16, 0, -2, 0, 0, 0, 0, 0, -10, 0, 46, 0, 8, 0, 0, 0, -20, 0, 14, 0, 0, 0, 28, 0, -24, 0, -8, 0, -8, 0, 2, 0, -1, 0, 0, 0, 0, 0, 21, 0, -12, 0, 44, 0, -10, 0, 2, 0, 0, 0, 20, 0, 8, 0, -22, 0, -4, 0, 14, 0, -16, 0, 0, 0, 20, 0, -6, 0, 22, 0, 18, 0, 0, 0, -2, 0, 0, 0, 29, 0, -2, 0, 12, 0, 16, 0, -12, 0, 20, 0, 0, 0, -2, 0, 10, 0, 28, 0, 8, 0, 8, 0, 20, 0, 0, 0, -10, 0, -60, 0, -6, 0, 56, 0, 30, 0, -18, 0, 0, 0, -92, 0, 0, 0, -40, 0, 15, 0, 4, 0, -10, 0, 0, 0, 24, 0, -12, 0, -26, 0, -78, 0, 20, 0, -8, 0, 0, 0, 40, 0, 10, 0, 20, 0, -138, 0, 0, 0, -4, 0, 0, 0, -108, 0, 16, 0, 16, 0, -84, 0, -8, 0, -8, 0, 0, 0, -14, 0, -108, 0, -8, 0, 23, 0, -44, 0, -42, 0, 0, 0, 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mf_subspaces • Show schema
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id: 391535
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, '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': 8, 'weight': 2}
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id: 391526
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 12, 'weight': 2}
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id: 391530
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, '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: 391531
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 3, 'weight': 2}
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id: 391534
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 6, 'weight': 2}
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id: 391536
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '56.2.a', 'sub_level': 56, 'sub_mult': 4, 'weight': 2}
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id: 391538
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '84.2.a', 'sub_level': 84, 'sub_mult': 4, 'weight': 2}
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id: 391539
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '98.2.a', 'sub_level': 98, 'sub_mult': 6, 'weight': 2}
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id: 391527
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, '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: 391528
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '168.2.a', 'sub_level': 168, 'sub_mult': 2, 'weight': 2}
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id: 391529
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '196.2.a', 'sub_level': 196, 'sub_mult': 4, 'weight': 2}
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id: 391532
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '294.2.a', 'sub_level': 294, 'sub_mult': 3, 'weight': 2}
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id: 391533
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '392.2.a', 'sub_level': 392, 'sub_mult': 2, 'weight': 2}
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id: 391537
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '588.2.a', 'sub_level': 588, 'sub_mult': 2, 'weight': 2}
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id: 391525
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1176.2.a', 'level': 1176, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 21, 'sub_label': '1176.2.a', 'sub_level': 1176, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1176.2.a', 'level': 1176, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1157000
{'hecke_orbit_code': 33555608, 'n': 1, 'trace_an': 21}
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id: 1157001
{'hecke_orbit_code': 33555608, 'n': 2, 'trace_an': 0}
-
id: 1157002
{'hecke_orbit_code': 33555608, 'n': 3, 'trace_an': 1}
-
id: 1157003
{'hecke_orbit_code': 33555608, 'n': 4, 'trace_an': 0}
-
id: 1157004
{'hecke_orbit_code': 33555608, 'n': 5, 'trace_an': -2}
-
id: 1157005
{'hecke_orbit_code': 33555608, 'n': 6, 'trace_an': 0}
-
id: 1157006
{'hecke_orbit_code': 33555608, 'n': 7, 'trace_an': 0}
-
id: 1157007
{'hecke_orbit_code': 33555608, 'n': 8, 'trace_an': 0}
-
id: 1157008
{'hecke_orbit_code': 33555608, 'n': 9, 'trace_an': 21}
-
id: 1157009
{'hecke_orbit_code': 33555608, 'n': 10, 'trace_an': 0}
-
id: 1157010
{'hecke_orbit_code': 33555608, 'n': 11, 'trace_an': -4}
-
id: 1157011
{'hecke_orbit_code': 33555608, 'n': 12, 'trace_an': 0}
-
id: 1157012
{'hecke_orbit_code': 33555608, 'n': 13, 'trace_an': -2}
-
id: 1157013
{'hecke_orbit_code': 33555608, 'n': 14, 'trace_an': 0}
-
id: 1157014
{'hecke_orbit_code': 33555608, 'n': 15, 'trace_an': -2}
-
id: 1157015
{'hecke_orbit_code': 33555608, 'n': 16, 'trace_an': 0}
-
id: 1157016
{'hecke_orbit_code': 33555608, 'n': 17, 'trace_an': -6}
-
id: 1157017
{'hecke_orbit_code': 33555608, 'n': 18, 'trace_an': 0}
-
id: 1157018
{'hecke_orbit_code': 33555608, 'n': 19, 'trace_an': 4}
-
id: 1157019
{'hecke_orbit_code': 33555608, 'n': 20, 'trace_an': 0}
-
id: 1157020
{'hecke_orbit_code': 33555608, 'n': 21, 'trace_an': 0}
-
id: 1157021
{'hecke_orbit_code': 33555608, 'n': 22, 'trace_an': 0}
-
id: 1157022
{'hecke_orbit_code': 33555608, 'n': 23, 'trace_an': 16}
-
id: 1157023
{'hecke_orbit_code': 33555608, 'n': 24, 'trace_an': 0}
-
id: 1157024
{'hecke_orbit_code': 33555608, 'n': 25, 'trace_an': 23}
-
id: 1157025
{'hecke_orbit_code': 33555608, 'n': 26, 'trace_an': 0}
-
id: 1157026
{'hecke_orbit_code': 33555608, 'n': 27, 'trace_an': 1}
-
id: 1157027
{'hecke_orbit_code': 33555608, 'n': 28, 'trace_an': 0}
-
id: 1157028
{'hecke_orbit_code': 33555608, 'n': 29, 'trace_an': -2}
-
id: 1157029
{'hecke_orbit_code': 33555608, 'n': 30, 'trace_an': 0}
-
id: 1157030
{'hecke_orbit_code': 33555608, 'n': 31, 'trace_an': 8}
-
id: 1157031
{'hecke_orbit_code': 33555608, 'n': 32, 'trace_an': 0}
-
id: 1157032
{'hecke_orbit_code': 33555608, 'n': 33, 'trace_an': 4}
-
id: 1157033
{'hecke_orbit_code': 33555608, 'n': 34, 'trace_an': 0}
-
id: 1157034
{'hecke_orbit_code': 33555608, 'n': 35, 'trace_an': 0}
-
id: 1157035
{'hecke_orbit_code': 33555608, 'n': 36, 'trace_an': 0}
-
id: 1157036
{'hecke_orbit_code': 33555608, 'n': 37, 'trace_an': -6}
-
id: 1157037
{'hecke_orbit_code': 33555608, 'n': 38, 'trace_an': 0}
-
id: 1157038
{'hecke_orbit_code': 33555608, 'n': 39, 'trace_an': 6}
-
id: 1157039
{'hecke_orbit_code': 33555608, 'n': 40, 'trace_an': 0}
-
id: 1157040
{'hecke_orbit_code': 33555608, 'n': 41, 'trace_an': 18}
-
id: 1157041
{'hecke_orbit_code': 33555608, 'n': 42, 'trace_an': 0}
-
id: 1157042
{'hecke_orbit_code': 33555608, 'n': 43, 'trace_an': -16}
-
id: 1157043
{'hecke_orbit_code': 33555608, 'n': 44, 'trace_an': 0}
-
id: 1157044
{'hecke_orbit_code': 33555608, 'n': 45, 'trace_an': -2}
-
id: 1157045
{'hecke_orbit_code': 33555608, 'n': 46, 'trace_an': 0}
-
id: 1157046
{'hecke_orbit_code': 33555608, 'n': 47, 'trace_an': 0}
-
id: 1157047
{'hecke_orbit_code': 33555608, 'n': 48, 'trace_an': 0}
-
id: 1157048
{'hecke_orbit_code': 33555608, 'n': 49, 'trace_an': 0}
-
id: 1157049
{'hecke_orbit_code': 33555608, 'n': 50, 'trace_an': 0}
-
id: 1157050
{'hecke_orbit_code': 33555608, 'n': 51, 'trace_an': -10}
-
id: 1157051
{'hecke_orbit_code': 33555608, 'n': 52, 'trace_an': 0}
-
id: 1157052
{'hecke_orbit_code': 33555608, 'n': 53, 'trace_an': 46}
-
id: 1157053
{'hecke_orbit_code': 33555608, 'n': 54, 'trace_an': 0}
-
id: 1157054
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id: 1157948
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id: 1157949
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id: 1157950
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id: 1157951
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id: 1157952
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id: 1157953
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id: 1157954
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id: 1157955
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id: 1157956
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id: 1157957
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id: 1157958
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id: 1157959
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id: 1157960
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id: 1157961
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id: 1157962
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id: 1157963
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id: 1157964
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id: 1157965
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id: 1157966
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id: 1157967
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id: 1157968
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id: 1157969
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id: 1157970
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id: 1157971
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id: 1157972
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id: 1157973
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id: 1157974
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id: 1157975
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id: 1157976
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id: 1157977
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id: 1157978
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id: 1157979
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id: 1157980
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id: 1157981
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id: 1157982
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id: 1157983
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id: 1157984
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id: 1157985
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id: 1157986
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id: 1157987
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id: 1157988
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id: 1157989
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id: 1157990
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id: 1157991
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id: 1157992
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id: 1157993
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id: 1157994
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id: 1157995
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id: 1157996
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id: 1157997
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id: 1157998
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id: 1157999
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