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mf_newforms • Show schema
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{'Nk2': 2280, 'analytic_conductor': 4.551472915212982, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 15, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 4, 'char_parity': 1, 'char_values': [570, 4, [191, 457, 211], [2, 1, 4]], 'cm_discs': [], 'conrey_index': 77, 'conrey_indexes': [77, 533], 'dim': 36, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [128, 896, 3136, -52928, 249536, -577760, 784912, -558328, 191090, 9918, 2505, -9320, 4940, 1452, 238, -32, 18, 6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 687228322362, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 5, 3, -1, 4, 0], [1, 1, 15, 5, 1, 4, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '570.2.k.a', 'level': 570, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 2280, 'analytic_conductor': 4.551472915212982, 'char_conductor': 15, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 4, 'char_parity': 1, 'char_values': [570, 4, [191, 457, 211], [2, 1, 4]], 'conrey_index': 77, 'cusp_dim': 224, 'dim': 72, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 687228322362, 'hecke_orbit_dims': [36, 36], 'label': '570.2.k', 'level': 570, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'mf_dim': 256, 'mf_new_dim': 72, 'num_forms': 2, 'prim_orbit_index': 5, 'relative_dim': 36, 'sturm_bound': 240, 'trace_bound': 7, 'trace_display': [0, 8, 0, 8], 'traces': [72, 0, 8, 0, 0, 8, 8, 0, 0, -8, 0, -8, 16, 0, 8, -72, 0, 0, 0, 0, -16, -8, 0, 0, 48, 0, -16, 8, 0, 24, -16, 0, 32, 0, 0, 8, -32, 0, 0, -16, 0, 24, -32, 0, 0, -32, 0, -8, 0, 0, 0, -16, 0, 0, -40, 0, 0, 40, 0, -8, 80, 0, 16, 0, 0, 0, 80, 0, 0, -24, 0, 0, -24, 0, -32, 0, 0, -40, 0, 0, -56, 32, 0, 0, 0, 0, 0, -8, 0, -24, 64, 0, -56, 0, 0, -8, -56, 0, 0, 8, 0, -56, 24, 0, -16, 0, 0, -16, 0, 0, 80, -8, 0, 0, -64, 0, 128, -40, 0, 0, -184, 0, 72, 0, 0, 80, 40, 0, 0, 96, 0, -32, 32, 0, 40, 16, 0, -16, 0, 0, -16, 0, 0, 0, 136, 0, 64, -32, 0, -56, -160, 0, -160, 0, 0, -32, -80, 0, 0, 8, 0, -64, -96, 0, 80, 128, 0, 24, 0, 0, 0, 32, 0, 0, -152, 0, -88, 0, 0, -24, -80, 0, 152, 0, 0, 0, 0, 0, 0, 0, 0, 8, 8, 0, 16, 88, 0, 32, 0, 0, -80, -8, 0, 0, -64, 0, -120, -16, 0, 16, 96, 0, -152, 0, 0, 8, 16, 0, 0, -24, 0, 112, -40, 0, -72, -144, 0, 0, 0, 0, -160, -40, 0, 0, -16, 0, 144, 144, 0, -8, 128, 0, 88, 0, 0, -32, 0, 0, 0, -16, 0, -16, 80, 0, 88, 72, 0, 56, 0, 0, 48, 40, 0, 0, 144, 0, -72, 80, 0, 16, 96, 0, 16, 0, 0, 96, 0, 0, 0, 56, 0, 80, -48, 0, 40, 64, 0, 0, 0, 0, 256, 24, 0, 0, 248, 0, -200, -72, 0, 32, -96, 0, 64, 0, 0, -16, -272, 0, 0, 0, 0, 40, -40, 0, -152, -80, 0, 8, 0, 0, 48, 64, 0, 0, -224, 0, 200, 32, 0, 24, 0, 0, 64, 0, 0, 16, 104, 0, 0, 0, 0, 0, 336, 0, -184, 112, 0, 0, 0, 0, -240, 8, 0, 0, 0, 0, 0, -104, 0, -40, -72, 0, -40, 0, 0, 16, 328, 0, 0, -80, 0, 56, -272, 0, 32, -64, 0, 56, 0, 0, 80, 32, 0, 0, -112, 0, -200, -56, 0, 136, 256, 0, -24, 0, 0, -80, -64, 0, 0, -48, 0, 0, 288, 0, 64, -176, 0, -56, 0, 0, 0, -24, 0, 0, -80, 0, -160, 0, 0, 120, 144, 0, -128, 0, 0, 64, -224, 0, 0, 128, 0, 16, -88, 0, 56, 16, 0, -64, 0, 0, -328, 0, 0, 0, -128, 0, -216, -8, 0, 112, 224, 0, 112, 0, 0, 0, 40, 0, 0, -32, 0, -56, -56, 0, 16, -208, 0, 128, 0, 0, 48, 40, 0, 0, -128, 0, 320, -16, 0, -24, -384, 0, -152, 0, 0, -88, 232, 0, 0, -176, 0, -72, -80, 0, 256, 16, 0, -96, 0, 0, 304, -216, 0, 0, 296, 0, 80, 40, 0, -272, -304, 0, -72, 0, 0, -80, -288, 0, 0, 32, 0, 24, -144, 0, -320, 64, 0, -32, 0, 0, 96, -32, 0, 0, 400, 0, 168, -72, 0, 32, 112, 0, -128, 0, 0, -224, 80, 0, 0, 216, 0, 16, 0, 0, 120, 32, 0, 8, 0, 0, 256, -144, 0, 0, 368, 0, 96, 0, 0, 0, -32, 0, 224, 0, 0, -8, 8, 0, 0, -40, 0, -72, 112, 0, -168, 224, 0, 64, 0, 0, 80, 32, 0, 0, -176, 0, -48, 128, 0, 0, -272, 0, 56, 0, 0, 32, 184, 0, 0, -208, 0, 160, -48, 0, 56, 80, 0, -176, 0, 0, 208, -64, 0, 0, -40, 0, 40, -80, 0, -48, 560, 0, -48, 0, 0, -80, 368, 0, 0, 16, 0, -208, -80, 0, -240, 32, 0, -64, 0, 0, -240, 96, 0, 0, -280, 0, 136, -288, 0, -32, -528, 0, 56, 0, 0, -192, -48, 0, 0, -336, 0, -24, 216, 0, -160, 40, 0, 88, 0, 0, 288, -48, 0, 0, -480, 0, 0, 32, 0, -144, -576, 0, 56, 0, 0, 80, 64, 0, 0, 152, 0, -128, 32, 0, 112, 16, 0, -88, 0, 0, 32, 0, 0, 0, 336, 0, 224, 160, 0, 0, 16, 0, -336, 0, 0, -200, -232, 0, 0, 136, 0, -152, 224, 0, 296, 32, 0, 360, 0, 0, 0, 48, 0, 0, -248, 0, -208, 0, 0, 160, -16, 0, 352, 0, 0, 96, 224, 0, 0, 0, 0, -56, -400, 0, 80, 96, 0, 8, 0, 0, -384, -8, 0, 0, 224, 0, -256, -296, 0, -40, 416, 0, -488, 0, 0, 16, -288, 0, 0, 0, 0, -32, -48, 0, 24, -32, 0, 0, 0, 0, -128, -240, 0, 0, 320, 0, 408, -8, 0, -240, -160, 0, 192, 0, 0, 0, -16, 0, 0, 0, 0, 136, 168, 0, 280, 112, 0, -120, 0, 0, -464, 16, 0, 0, -64, 0, -80, 312, 0, -40, 328, 0, 24, 0, 0, 448, -216, 0, 0, 80, 0, 152, 288, 0, 96, 0, 0, 24, 0, 0, 272, 272, 0, 0, 224, 0, -336, 16, 0, 224, 256, 0, 248, 0, 0, 192, -80, 0, 0, 40, 0, 256, 192, 0, 80, -48, 0, 112, 0, 0, 352, 40, 0, 0, -184, 0, 352, 336, 0, 32, 64, 0, 280, 0, 0, 208, -464, 0, 0, 128, 0, 0, 576, 0, -328, 176, 0, 128, 0, 0, -416, 472, 0, 0, 48, 0, 48, -40, 0, -304, 32, 0, -16, 0, 0, 0, 392, 0, 0, -96, 0, 112, -592, 0, -64, -128, 0, 144, 0, 0, -224, -144, 0, 0, -48, 0, -488, -272, 0, 8, 648, 0, -120, 0, 0, -224, 312, 0, 0, 248, 0, -88, 96, 0, -24, -80, 0, -312, 0, 0, 480, -40, 0, 0, -256, 0, -560, 0, 0, 392, -64, 0, -176, 0, 0, -160, -576, 0, 0, 88], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 7917249
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 77, 'source_dim': 36, 'source_embedding_index': 4, 'source_hecke_orbit_code': 687228322362, 'source_is_minimal': True, 'source_label': '570.2.k.a.77.4', 'source_level': 570, 'target_conrey_index': 77, 'target_dim': 36, 'target_embedding_index': 4, 'target_hecke_orbit_code': 687228322362, 'target_is_minimal': True, 'target_label': '570.2.k.a.77.4', 'target_level': 570, 'twist_class_label': '570.2.k.a.77.4', 'twist_class_level': 570, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 7917250
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 77, 'source_dim': 36, 'source_embedding_index': 4, 'source_hecke_orbit_code': 687228322362, 'source_is_minimal': True, 'source_label': '570.2.k.a.77.4', 'source_level': 570, 'target_conrey_index': 77, 'target_dim': 36, 'target_embedding_index': 10, 'target_hecke_orbit_code': 687228322362, 'target_is_minimal': True, 'target_label': '570.2.k.a.77.10', 'target_level': 570, 'twist_class_label': '570.2.k.a.77.4', 'twist_class_level': 570, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 7917251
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 77, 'source_dim': 36, 'source_embedding_index': 4, 'source_hecke_orbit_code': 687228322362, 'source_is_minimal': True, 'source_label': '570.2.k.a.77.4', 'source_level': 570, 'target_conrey_index': 533, 'target_dim': 36, 'target_embedding_index': 10, 'target_hecke_orbit_code': 687228322362, 'target_is_minimal': True, 'target_label': '570.2.k.a.533.10', 'target_level': 570, 'twist_class_label': '570.2.k.a.77.4', 'twist_class_level': 570, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 7917252
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 77, 'source_dim': 36, 'source_embedding_index': 4, 'source_hecke_orbit_code': 687228322362, 'source_is_minimal': True, 'source_label': '570.2.k.a.77.4', 'source_level': 570, 'target_conrey_index': 533, 'target_dim': 36, 'target_embedding_index': 4, 'target_hecke_orbit_code': 687228322362, 'target_is_minimal': True, 'target_label': '570.2.k.a.533.4', 'target_level': 570, 'twist_class_label': '570.2.k.a.77.4', 'twist_class_level': 570, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 2}
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hecke_orbit_code 687228322362 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 11, 'hecke_orbit': 1, 'label': '570.2.k.a', 'level': 570, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 40942000
{'hecke_orbit_code': 687228322362, 'n': 1, 'trace_an': 36}
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id: 40942001
{'hecke_orbit_code': 687228322362, 'n': 2, 'trace_an': 0}
-
id: 40942002
{'hecke_orbit_code': 687228322362, 'n': 3, 'trace_an': 4}
-
id: 40942003
{'hecke_orbit_code': 687228322362, 'n': 4, 'trace_an': 0}
-
id: 40942004
{'hecke_orbit_code': 687228322362, 'n': 5, 'trace_an': 0}
-
id: 40942005
{'hecke_orbit_code': 687228322362, 'n': 6, 'trace_an': 4}
-
id: 40942006
{'hecke_orbit_code': 687228322362, 'n': 7, 'trace_an': -12}
-
id: 40942007
{'hecke_orbit_code': 687228322362, 'n': 8, 'trace_an': 0}
-
id: 40942008
{'hecke_orbit_code': 687228322362, 'n': 9, 'trace_an': 0}
-
id: 40942009
{'hecke_orbit_code': 687228322362, 'n': 10, 'trace_an': -4}
-
id: 40942010
{'hecke_orbit_code': 687228322362, 'n': 11, 'trace_an': 0}
-
id: 40942011
{'hecke_orbit_code': 687228322362, 'n': 12, 'trace_an': -4}
-
id: 40942012
{'hecke_orbit_code': 687228322362, 'n': 13, 'trace_an': 8}
-
id: 40942013
{'hecke_orbit_code': 687228322362, 'n': 14, 'trace_an': 0}
-
id: 40942014
{'hecke_orbit_code': 687228322362, 'n': 15, 'trace_an': 4}
-
id: 40942015
{'hecke_orbit_code': 687228322362, 'n': 16, 'trace_an': -36}
-
id: 40942016
{'hecke_orbit_code': 687228322362, 'n': 17, 'trace_an': 0}
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id: 40942017
{'hecke_orbit_code': 687228322362, 'n': 18, 'trace_an': 0}
-
id: 40942018
{'hecke_orbit_code': 687228322362, 'n': 19, 'trace_an': 0}
-
id: 40942019
{'hecke_orbit_code': 687228322362, 'n': 20, 'trace_an': 0}
-
id: 40942020
{'hecke_orbit_code': 687228322362, 'n': 21, 'trace_an': -32}
-
id: 40942021
{'hecke_orbit_code': 687228322362, 'n': 22, 'trace_an': -4}
-
id: 40942022
{'hecke_orbit_code': 687228322362, 'n': 23, 'trace_an': 0}
-
id: 40942023
{'hecke_orbit_code': 687228322362, 'n': 24, 'trace_an': 0}
-
id: 40942024
{'hecke_orbit_code': 687228322362, 'n': 25, 'trace_an': 32}
-
id: 40942025
{'hecke_orbit_code': 687228322362, 'n': 26, 'trace_an': 0}
-
id: 40942026
{'hecke_orbit_code': 687228322362, 'n': 27, 'trace_an': 28}
-
id: 40942027
{'hecke_orbit_code': 687228322362, 'n': 28, 'trace_an': -12}
-
id: 40942028
{'hecke_orbit_code': 687228322362, 'n': 29, 'trace_an': 0}
-
id: 40942029
{'hecke_orbit_code': 687228322362, 'n': 30, 'trace_an': -8}
-
id: 40942030
{'hecke_orbit_code': 687228322362, 'n': 31, 'trace_an': 8}
-
id: 40942031
{'hecke_orbit_code': 687228322362, 'n': 32, 'trace_an': 0}
-
id: 40942032
{'hecke_orbit_code': 687228322362, 'n': 33, 'trace_an': 36}
-
id: 40942033
{'hecke_orbit_code': 687228322362, 'n': 34, 'trace_an': 0}
-
id: 40942034
{'hecke_orbit_code': 687228322362, 'n': 35, 'trace_an': 0}
-
id: 40942035
{'hecke_orbit_code': 687228322362, 'n': 36, 'trace_an': 4}
-
id: 40942036
{'hecke_orbit_code': 687228322362, 'n': 37, 'trace_an': -32}
-
id: 40942037
{'hecke_orbit_code': 687228322362, 'n': 38, 'trace_an': 0}
-
id: 40942038
{'hecke_orbit_code': 687228322362, 'n': 39, 'trace_an': 0}
-
id: 40942039
{'hecke_orbit_code': 687228322362, 'n': 40, 'trace_an': -8}
-
id: 40942040
{'hecke_orbit_code': 687228322362, 'n': 41, 'trace_an': 0}
-
id: 40942041
{'hecke_orbit_code': 687228322362, 'n': 42, 'trace_an': 12}
-
id: 40942042
{'hecke_orbit_code': 687228322362, 'n': 43, 'trace_an': -24}
-
id: 40942043
{'hecke_orbit_code': 687228322362, 'n': 44, 'trace_an': 0}
-
id: 40942044
{'hecke_orbit_code': 687228322362, 'n': 45, 'trace_an': -28}
-
id: 40942045
{'hecke_orbit_code': 687228322362, 'n': 46, 'trace_an': -16}
-
id: 40942046
{'hecke_orbit_code': 687228322362, 'n': 47, 'trace_an': 0}
-
id: 40942047
{'hecke_orbit_code': 687228322362, 'n': 48, 'trace_an': -4}
-
id: 40942048
{'hecke_orbit_code': 687228322362, 'n': 49, 'trace_an': 0}
-
id: 40942049
{'hecke_orbit_code': 687228322362, 'n': 50, 'trace_an': 0}
-
id: 40942050
{'hecke_orbit_code': 687228322362, 'n': 51, 'trace_an': -40}
-
id: 40942051
{'hecke_orbit_code': 687228322362, 'n': 52, 'trace_an': -8}
-
id: 40942052
{'hecke_orbit_code': 687228322362, 'n': 53, 'trace_an': 0}
-
id: 40942053
{'hecke_orbit_code': 687228322362, 'n': 54, 'trace_an': 0}
-
id: 40942054
{'hecke_orbit_code': 687228322362, 'n': 55, 'trace_an': -4}
-
id: 40942055
{'hecke_orbit_code': 687228322362, 'n': 56, 'trace_an': 0}
-
id: 40942056
{'hecke_orbit_code': 687228322362, 'n': 57, 'trace_an': 4}
-
id: 40942057
{'hecke_orbit_code': 687228322362, 'n': 58, 'trace_an': -4}
-
id: 40942058
{'hecke_orbit_code': 687228322362, 'n': 59, 'trace_an': 0}
-
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id: 40942400
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id: 40942412
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id: 40942415
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id: 40942892
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id: 40942901
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id: 40942902
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id: 40942903
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id: 40942904
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id: 40942905
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id: 40942908
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id: 40942910
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id: 40942911
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id: 40942912
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id: 40942913
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id: 40942914
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id: 40942915
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id: 40942916
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id: 40942917
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id: 40942919
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id: 40942920
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id: 40942922
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id: 40942923
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id: 40942925
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id: 40942926
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id: 40942928
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id: 40942929
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id: 40942930
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id: 40942931
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id: 40942932
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id: 40942935
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id: 40942937
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id: 40942938
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id: 40942939
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id: 40942940
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id: 40942941
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id: 40942942
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id: 40942943
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id: 40942944
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id: 40942945
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id: 40942946
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id: 40942947
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id: 40942948
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id: 40942949
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id: 40942950
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id: 40942951
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id: 40942952
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id: 40942953
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id: 40942954
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id: 40942955
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id: 40942956
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id: 40942957
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id: 40942958
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id: 40942959
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id: 40942960
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id: 40942962
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id: 40942963
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id: 40942965
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id: 40942966
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id: 40942967
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id: 40942970
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id: 40942971
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id: 40942975
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id: 40942976
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id: 40942977
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id: 40942979
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id: 40942980
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id: 40942981
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id: 40942982
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id: 40942983
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id: 40942984
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id: 40942985
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id: 40942986
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id: 40942987
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id: 40942988
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id: 40942989
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id: 40942990
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id: 40942991
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id: 40942992
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id: 40942993
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id: 40942995
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id: 40942998
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id: 40942999
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