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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 2, 2], [[[2, -1], [3, 1], [7, -1]], 1, 1], [[[2, -1], [3, -1], [7, 1]], 1, 1], [[[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]], 2, 1], [[[2, 1], [3, 1], [7, 1]], 1, 1]], 'ALdims': [1, 2, 2, 1, 2, 1, 1, 2], 'Nk2': 2688, 'analytic_conductor': 5.3659470158300415, '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': [672, 1, [127, 421, 449, 577], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 113, 'dim': 12, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 19], 'hecke_orbit_code': 33555104, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '672.2.a', 'level': 672, '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': 144, 'mf_new_dim': 12, 'num_forms': 10, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 256, 'trace_bound': 5, 'trace_display': [0, 0, -8, 0], 'traces': [12, 0, 0, 0, -8, 0, 0, 0, 12, 0, 0, 0, -8, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 24, 0, 0, 0, -8, 0, 0, 0, 12, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, -32, 0, 0, 0, -8, 0, 0, 0, -16, 0, 0, 0, -8, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, -56, 0, 0, 0, -8, 0, 0, 0, -8, 0, 0, 0, -20, 0, 0, 0, -48, 0, 0, 0, -32, 0, 0, 0, -16, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, -72, 0, 0, 0, 24, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, -44, 0, 0, 0, 56, 0, 0, 0, -16, 0, 0, 0, 56, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, -56, 0, 0, 0, 56, 0, 0, 0, -32, 0, 0, 0, 64, 0, 0, 0, -96, 0, 0, 0, 96, 0, 0, 0, -16, 0, 0, 0, 48, 0, 0, 0, 36, 0, 0, 0, 24, 0, 0, 0, -72, 0, 0, 0, -32, 0, 0, 0, -40, 0, 0, 0, -8, 0, 0, 0, -16, 0, 0, 0, 144, 0, 0, 0, -40, 0, 0, 0, -8, 0, 0, 0, -16, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, -40, 0, 0, 0, 96, 0, 0, 0, -44, 0, 0, 0, 184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -48, 0, 0, 0, -72, 0, 0, 0, 56, 0, 0, 0, -32, 0, 0, 0, 40, 0, 0, 0, -32, 0, 0, 0, -8, 0, 0, 0, 24, 0, 0, 0, 32, 0, 0, 0, 16, 0, 0, 0, -8, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 92, 0, 0, 0, 16, 0, 0, 0, 24, 0, 0, 0, 104, 0, 0, 0, 112, 0, 0, 0, -32, 0, 0, 0, 48, 0, 0, 0, 88, 0, 0, 0, -48, 0, 0, 0, 24, 0, 0, 0, 152, 0, 0, 0, -8, 0, 0, 0, -8, 0, 0, 0, 96, 0, 0, 0, 16, 0, 0, 0, -136, 0, 0, 0, 72, 0, 0, 0, 64, 0, 0, 0, -40, 0, 0, 0, -32, 0, 0, 0, 12, 0, 0, 0, -64, 0, 0, 0, -40, 0, 0, 0, -64, 0, 0, 0, -72, 0, 0, 0, -104, 0, 0, 0, -64, 0, 0, 0, -32, 0, 0, 0, -64, 0, 0, 0, -8, 0, 0, 0, 112, 0, 0, 0, -112, 0, 0, 0, 64, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, -200, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 120, 0, 0, 0, -16, 0, 0, 0, -36, 0, 0, 0, 48, 0, 0, 0, -96, 0, 0, 0, -40, 0, 0, 0, -176, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, 112, 0, 0, 0, -144, 0, 0, 0, -40, 0, 0, 0, 32, 0, 0, 0, -40, 0, 0, 0, -32, 0, 0, 0, 48, 0, 0, 0, -64, 0, 0, 0, -72, 0, 0, 0, -32, 0, 0, 0, 120, 0, 0, 0, -200, 0, 0, 0, -16, 0, 0, 0, 72, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, -16, 0, 0, 0, -32, 0, 0, 0, -8, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 56, 0, 0, 0, 24, 0, 0, 0, -8, 0, 0, 0, -64, 0, 0, 0, -96, 0, 0, 0, 104, 0, 0, 0, -40, 0, 0, 0, -16, 0, 0, 0, -240, 0, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, 128, 0, 0, 0, -8, 0, 0, 0, 96, 0, 0, 0, -152, 0, 0, 0, 96, 0, 0, 0, 64, 0, 0, 0, 16, 0, 0, 0, -152, 0, 0, 0, 12, 0, 0, 0, 56, 0, 0, 0, 160, 0, 0, 0, -64, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, -216, 0, 0, 0, 312, 0, 0, 0, -32, 0, 0, 0, 24, 0, 0, 0, -104, 0, 0, 0, 48, 0, 0, 0, -144, 0, 0, 0, 16, 0, 0, 0, -96, 0, 0, 0, -16, 0, 0, 0, -72, 0, 0, 0, -8, 0, 0, 0, 80, 0, 0, 0, -104, 0, 0, 0, -48, 0, 0, 0, 256, 0, 0, 0, -136, 0, 0, 0, 0, 0, 0, 0, -168, 0, 0, 0, 24, 0, 0, 0, -16, 0, 0, 0, 148, 0, 0, 0, -56, 0, 0, 0, -96, 0, 0, 0, 216, 0, 0, 0, 120, 0, 0, 0, -32, 0, 0, 0, -128, 0, 0, 0, 32, 0, 0, 0, -8, 0, 0, 0, 40, 0, 0, 0, -8, 0, 0, 0, 128, 0, 0, 0, -32, 0, 0, 0, 320, 0, 0, 0, 64, 0, 0, 0, -16, 0, 0, 0, -80, 0, 0, 0, -40, 0, 0, 0, -128, 0, 0, 0, -64, 0, 0, 0, 160, 0, 0, 0, 232, 0, 0, 0, -72, 0, 0, 0, 160, 0, 0, 0, 152, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, -72, 0, 0, 0, 160, 0, 0, 0, 140, 0, 0, 0, 208, 0, 0, 0, -96, 0, 0, 0, -32, 0, 0, 0, 88, 0, 0, 0, -56, 0, 0, 0, -208, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 272524
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, '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': 10, 'weight': 2}
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id: 272526
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, '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': 6, 'weight': 2}
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id: 272528
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, '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': 6, 'weight': 2}
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id: 272529
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 4, 'weight': 2}
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id: 272531
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, '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': 5, 'weight': 2}
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id: 272532
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '48.2.a', 'sub_level': 48, 'sub_mult': 4, 'weight': 2}
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id: 272533
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, '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': 6, 'weight': 2}
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id: 272535
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, '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: 272536
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '96.2.a', 'sub_level': 96, 'sub_mult': 2, 'weight': 2}
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id: 272523
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '112.2.a', 'sub_level': 112, 'sub_mult': 4, 'weight': 2}
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id: 272525
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, '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': 3, 'weight': 2}
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id: 272527
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '224.2.a', 'sub_level': 224, 'sub_mult': 2, 'weight': 2}
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id: 272530
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '336.2.a', 'sub_level': 336, 'sub_mult': 2, 'weight': 2}
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id: 272534
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '672.2.a', 'level': 672, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '672.2.a', 'sub_level': 672, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '672.2.a', 'level': 672, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 653000
{'hecke_orbit_code': 33555104, 'n': 1, 'trace_an': 12}
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id: 653001
{'hecke_orbit_code': 33555104, 'n': 2, 'trace_an': 0}
-
id: 653002
{'hecke_orbit_code': 33555104, 'n': 3, 'trace_an': 0}
-
id: 653003
{'hecke_orbit_code': 33555104, 'n': 4, 'trace_an': 0}
-
id: 653004
{'hecke_orbit_code': 33555104, 'n': 5, 'trace_an': -8}
-
id: 653005
{'hecke_orbit_code': 33555104, 'n': 6, 'trace_an': 0}
-
id: 653006
{'hecke_orbit_code': 33555104, 'n': 7, 'trace_an': 0}
-
id: 653007
{'hecke_orbit_code': 33555104, 'n': 8, 'trace_an': 0}
-
id: 653008
{'hecke_orbit_code': 33555104, 'n': 9, 'trace_an': 12}
-
id: 653009
{'hecke_orbit_code': 33555104, 'n': 10, 'trace_an': 0}
-
id: 653010
{'hecke_orbit_code': 33555104, 'n': 11, 'trace_an': 0}
-
id: 653011
{'hecke_orbit_code': 33555104, 'n': 12, 'trace_an': 0}
-
id: 653012
{'hecke_orbit_code': 33555104, 'n': 13, 'trace_an': -8}
-
id: 653013
{'hecke_orbit_code': 33555104, 'n': 14, 'trace_an': 0}
-
id: 653014
{'hecke_orbit_code': 33555104, 'n': 15, 'trace_an': 0}
-
id: 653015
{'hecke_orbit_code': 33555104, 'n': 16, 'trace_an': 0}
-
id: 653016
{'hecke_orbit_code': 33555104, 'n': 17, 'trace_an': 24}
-
id: 653017
{'hecke_orbit_code': 33555104, 'n': 18, 'trace_an': 0}
-
id: 653018
{'hecke_orbit_code': 33555104, 'n': 19, 'trace_an': 0}
-
id: 653019
{'hecke_orbit_code': 33555104, 'n': 20, 'trace_an': 0}
-
id: 653020
{'hecke_orbit_code': 33555104, 'n': 21, 'trace_an': 0}
-
id: 653021
{'hecke_orbit_code': 33555104, 'n': 22, 'trace_an': 0}
-
id: 653022
{'hecke_orbit_code': 33555104, 'n': 23, 'trace_an': 0}
-
id: 653023
{'hecke_orbit_code': 33555104, 'n': 24, 'trace_an': 0}
-
id: 653024
{'hecke_orbit_code': 33555104, 'n': 25, 'trace_an': 36}
-
id: 653025
{'hecke_orbit_code': 33555104, 'n': 26, 'trace_an': 0}
-
id: 653026
{'hecke_orbit_code': 33555104, 'n': 27, 'trace_an': 0}
-
id: 653027
{'hecke_orbit_code': 33555104, 'n': 28, 'trace_an': 0}
-
id: 653028
{'hecke_orbit_code': 33555104, 'n': 29, 'trace_an': -8}
-
id: 653029
{'hecke_orbit_code': 33555104, 'n': 30, 'trace_an': 0}
-
id: 653030
{'hecke_orbit_code': 33555104, 'n': 31, 'trace_an': 0}
-
id: 653031
{'hecke_orbit_code': 33555104, 'n': 32, 'trace_an': 0}
-
id: 653032
{'hecke_orbit_code': 33555104, 'n': 33, 'trace_an': 0}
-
id: 653033
{'hecke_orbit_code': 33555104, 'n': 34, 'trace_an': 0}
-
id: 653034
{'hecke_orbit_code': 33555104, 'n': 35, 'trace_an': 0}
-
id: 653035
{'hecke_orbit_code': 33555104, 'n': 36, 'trace_an': 0}
-
id: 653036
{'hecke_orbit_code': 33555104, 'n': 37, 'trace_an': -8}
-
id: 653037
{'hecke_orbit_code': 33555104, 'n': 38, 'trace_an': 0}
-
id: 653038
{'hecke_orbit_code': 33555104, 'n': 39, 'trace_an': 0}
-
id: 653039
{'hecke_orbit_code': 33555104, 'n': 40, 'trace_an': 0}
-
id: 653040
{'hecke_orbit_code': 33555104, 'n': 41, 'trace_an': 24}
-
id: 653041
{'hecke_orbit_code': 33555104, 'n': 42, 'trace_an': 0}
-
id: 653042
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id: 653938
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id: 653940
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id: 653941
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id: 653942
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id: 653943
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id: 653944
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id: 653945
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id: 653946
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id: 653947
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id: 653948
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id: 653949
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id: 653950
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id: 653951
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id: 653952
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id: 653953
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id: 653954
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id: 653955
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id: 653956
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id: 653957
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id: 653958
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id: 653959
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id: 653960
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id: 653961
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id: 653962
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id: 653963
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id: 653964
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id: 653965
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id: 653982
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id: 653984
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id: 653985
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id: 653986
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id: 653987
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id: 653988
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id: 653989
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id: 653990
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id: 653992
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id: 653993
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id: 653994
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id: 653995
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id: 653996
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id: 653997
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id: 653998
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id: 653999
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