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4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 1 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196112,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 0.2211456,0.5150003,0.4761605 Non Non Non 3 78 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098045,0.0095,0.5/0.02098056,0.0095,-0.5/0.01212062,-0.0095,0.5/0.01212074,-0.0095,-0.5/-0.01212038,0.0095,-0.5/-0.01212074,0.0095,0.5/-0.02098022,-0.0095,-0.5/-0.02098056,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 2 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196114,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 0.04614555,0.5150003,0.4761606 Non Non Non 3 73 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098024,0.0095,0.5/0.02098057,0.0095,-0.5/0.01212042,-0.0095,0.5/0.01212074,-0.0095,-0.5/-0.01212059,0.0095,-0.5/-0.01212074,0.0095,0.5/-0.02098041,-0.0095,-0.5/-0.02098057,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 3 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196187,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 0.08114585,0.5150003,0.4761605 Non Non Non 3 74 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02097986,0.0095,0.5/0.02098094,0.0095,-0.5/0.01212003,-0.0095,0.5/0.01212108,-0.0095,-0.5/-0.01212111,0.0095,-0.5/-0.01212111,0.0095,0.5/-0.02098094,-0.0095,-0.5/-0.02098094,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 1 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196112,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 0.1161455,0.5150003,0.4761605 Non Non Non 3 75 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098045,0.0095,0.5/0.02098056,0.0095,-0.5/0.01212062,-0.0095,0.5/0.01212074,-0.0095,-0.5/-0.01212038,0.0095,-0.5/-0.01212074,0.0095,0.5/-0.02098022,-0.0095,-0.5/-0.02098056,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 2 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196112,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 0.1511457,0.5150003,0.4761607 Non Non Non 3 76 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098056,0.0095,-0.5/0.01212064,-0.0095,0.5/0.02098047,0.0095,0.5/0.01212074,-0.0095,-0.5/-0.01212036,0.0095,-0.5/-0.0209802,-0.0095,-0.5/-0.01212074,0.0095,0.5/-0.02098056,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 4 <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.019,0.1934642 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false 0.5000001,0.5,0.5000001,0.5 0.1393899,0.1595003,0.4531305 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 3 108 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.019,0.1934642 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false 0.5000001,0.5,0.5000001,0.5 0.1393903,0.8705003,0.4516608 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 3 110 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196132,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 -0.05885422,0.5150003,0.4761606 Non Non Non 2 70 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098066,0.0095,0.5/0.02098066,0.0095,-0.5/0.01212084,-0.0095,0.5/0.01212084,-0.0095,-0.5/-0.01212037,0.0095,-0.5/-0.01212081,0.0095,0.5/-0.02098021,-0.0095,-0.5/-0.02098066,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 5 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196214,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 -0.2688543,0.5150003,0.4761606 Non Non Non 2 64 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098042,0.0095,0.5/0.02098107,0.0095,-0.5/0.01212057,-0.0095,0.5/0.01212124,-0.0095,-0.5/-0.01212093,0.0095,-0.5/-0.01212124,0.0095,0.5/-0.02098075,-0.0095,-0.5/-0.02098107,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 6 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196112,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 -0.2338545,0.5150003,0.4761606 Non Non Non 2 65 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098028,0.0095,0.5/0.02098056,0.0095,-0.5/0.01212044,-0.0095,0.5/0.01212074,-0.0095,-0.5/-0.01212056,0.0095,-0.5/-0.01212074,0.0095,0.5/-0.0209804,-0.0095,-0.5/-0.02098056,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 7 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196094,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 -0.1988543,0.5150003,0.4761607 Non Non Non 2 66 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098047,0.0095,0.5/0.02098047,0.0095,-0.5/0.01212065,-0.0095,0.5/0.01212065,-0.0095,-0.5/-0.01212064,0.0095,-0.5/-0.01212064,0.0095,0.5/-0.02098047,-0.0095,-0.5/-0.02098047,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 8 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196157,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 -0.1638545,0.5150003,0.4761606 Non Non Non 2 67 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098057,0.0095,0.5/0.02098078,0.0095,-0.5/0.01212074,-0.0095,0.5/0.01212095,-0.0095,-0.5/-0.01212027,0.0095,-0.5/-0.01212098,0.0095,0.5/-0.02098009,-0.0095,-0.5/-0.02098078,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 9 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196089,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 -0.1288542,0.5150003,0.4761606 Non Non Non 2 68 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098044,0.0095,0.5/0.02098044,0.0095,-0.5/0.01212061,-0.0095,0.5/0.01212061,-0.0095,-0.5/-0.01212063,0.0095,-0.5/-0.01212063,0.0095,0.5/-0.02098045,-0.0095,-0.5/-0.02098045,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 10 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196188,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 -0.09385449,0.5150003,0.4761606 Non Non Non 2 69 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.0209804,0.0095,0.5/0.02098094,0.0095,-0.5/0.0121206,-0.0095,0.5/0.01212112,-0.0095,-0.5/-0.01212064,0.0095,-0.5/-0.01212111,0.0095,0.5/-0.02098045,-0.0095,-0.5/-0.02098094,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 11 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.0419615,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 -0.02385456,0.5150003,0.4761606 Non Non Non 2 71 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098019,0.0095,0.5/0.02098075,0.0095,-0.5/0.01212036,-0.0095,0.5/0.01212095,-0.0095,-0.5/-0.01212065,0.0095,-0.5/-0.01212093,0.0095,0.5/-0.02098048,-0.0095,-0.5/-0.02098075,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 12 <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.019,0.3047087 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false 0.5000001,0.5,0.5000001,0.5 -0.1199875,0.1595003,0.4531301 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 2 109 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.019,0.3047087 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false 0.5000001,0.5,0.5000001,0.5 -0.1199871,0.8705003,0.4516603 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 2 111 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196196,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 0.01114575,0.5150003,0.4761607 Non Non Non 2 72 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098098,0.0095,0.5/0.02098098,0.0095,-0.5/0.01212115,-0.0095,0.5/0.01212115,-0.0095,-0.5/-0.01212051,0.0095,-0.5/-0.01212116,0.0095,0.5/-0.02098036,-0.0095,-0.5/-0.02098098,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 13 <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.3149999,0.015,0.7980001 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -5.259198E-09,-0.7071069,5.259198E-09,-0.7071069 -0.1635974,1.0225,0.2776304 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 99 false 3 3 シナランバー false false false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0.015,0.5619998 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -5.259198E-09,-0.7071069,5.259198E-09,-0.7071069 -0.2635975,0.8325,0.2851305 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 105 false 3 3 シナランバー false false false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0.015,0.5619998 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -5.259198E-09,-0.7071069,5.259198E-09,-0.7071069 -0.2635975,0.6675,0.2851305 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 103 false 3 3 シナランバー false false false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0.015,0.5619998 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -5.259198E-09,-0.7071069,5.259198E-09,-0.7071069 -0.2635975,0.5025,0.2851305 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 102 false 3 3 シナランバー false false false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0.015,0.5619998 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -5.259198E-09,-0.7071069,5.259198E-09,-0.7071069 -0.2635975,0.3375,0.2851305 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 101 false 3 3 シナランバー false false false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0.015,0.5619998 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -5.259198E-09,-0.7071069,5.259198E-09,-0.7071069 -0.2635975,0.1725,0.2851305 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 90 false 3 3 シナランバー false false false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.3149999,0.015,0.7980001 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -5.259198E-09,-0.7071069,5.259198E-09,-0.7071069 -0.1635974,0.007500008,0.2776304 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 100 false 3 3 シナランバー false false false <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196212,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 -0.5488544,0.5150003,0.4761605 Non Non Non 1 56 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098106,0.0095,-0.5/0.01212024,-0.0095,0.5/0.01212124,-0.0095,-0.5/0.02098006,0.0095,0.5/-0.01212123,0.0095,-0.5/-0.01212123,0.0095,0.5/-0.02098106,-0.0095,-0.5/-0.02098106,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 14 <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.019,0.2659643 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false 0.5000001,0.5,0.5000001,0.5 -0.4193598,0.8705003,0.4516608 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 1 112 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.019,0.2659643 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false 0.5000001,0.5,0.5000001,0.5 -0.4193602,0.1595003,0.4531305 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 1 107 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196074,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 -0.5138545,0.5150003,0.4761605 Non Non Non 1 57 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098037,0.0095,-0.5/0.01212054,-0.0095,0.5/0.02098037,0.0095,0.5/0.01212054,-0.0095,-0.5/-0.01212047,0.0095,-0.5/-0.0209803,-0.0095,-0.5/-0.01212057,0.0095,0.5/-0.02098037,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 15 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196071,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 -0.4788542,0.5150003,0.4761607 Non Non Non 1 58 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.01212052,-0.0095,0.5/0.02098035,0.0095,-0.5/0.02098035,0.0095,0.5/0.01212052,-0.0095,-0.5/-0.01212048,0.0095,-0.5/-0.01212054,0.0095,0.5/-0.02098032,-0.0095,-0.5/-0.02098036,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 16 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196214,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 -0.4438545,0.5150003,0.4761607 Non Non Non 1 59 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.01212104,-0.0095,0.5/0.02098107,0.0095,-0.5/0.02098083,0.0095,0.5/0.01212124,-0.0095,-0.5/-0.01211984,0.0095,-0.5/-0.01212124,0.0095,0.5/-0.02097966,-0.0095,-0.5/-0.02098107,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 17 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196114,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 -0.4088541,0.5150003,0.4761606 Non Non Non 1 60 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098057,0.0095,-0.5/0.01212066,-0.0095,0.5/0.01212074,-0.0095,-0.5/0.02098048,0.0095,0.5/-0.01212074,0.0095,-0.5/-0.01212074,0.0095,0.5/-0.02098057,-0.0095,-0.5/-0.02098057,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 18 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196212,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 -0.3738543,0.5150003,0.4761604 Non Non Non 1 61 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.01211987,-0.0095,0.5/0.02098106,0.0095,-0.5/0.0209797,0.0095,0.5/0.01212124,-0.0095,-0.5/-0.01212114,0.0095,-0.5/-0.01212124,0.0095,0.5/-0.02098097,-0.0095,-0.5/-0.02098106,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 19 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196212,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963676,-0.3799283,0.3799283,-0.5963676 -0.3388542,0.5150003,0.4761607 Non Non Non 1 62 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098106,0.0095,-0.5/0.01212089,-0.0095,0.5/0.01212124,-0.0095,-0.5/0.02098072,0.0095,0.5/-0.01212012,0.0095,-0.5/-0.01212124,0.0095,0.5/-0.02097995,-0.0095,-0.5/-0.02098106,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 20 <_2xBoolean> 0 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.04196183,0.019,1 0.089,0.019,3.658 0.551273465 1229 Kicori便 1 0 false false -0.5963675,-0.3799283,0.3799283,-0.5963675 -0.3038544,0.5150003,0.4761605 Non Non Non 1 63 false 1 1 SPF 1x4材（Kicori便 専用） true false false eModelTypeLumber 0.02098008,0.0095,0.5/0.02098091,0.0095,-0.5/0.01212026,-0.0095,0.5/0.0121211,-0.0095,-0.5/-0.01212075,0.0095,-0.5/-0.01212108,0.0095,0.5/-0.02098057,-0.0095,-0.5/-0.02098091,-0.0095,0.5 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 21 <_2xCylinder> 4 eModelTypeCylinder 1,1,0.8,1 0,0,0,0 0 0 -1 0.02,0.02,0.185 0.02,0.02,0.91 0.6 350 1 0 false false 0,0.7071068,0,0.7071068 0.1279025,0.925,0.2951306 Non 0,0,0,0 0,0,0,0 0 106 false 0 0 南洋材丸棒 false false false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.798,0.015,1 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -0.7071069,-5.411863E-08,5.411863E-08,-0.7071069 -0.1635974,0.515,0.1276305 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 87 false 3 3 シナランバー false false false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0.015,1 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -0.5000001,-0.5000001,0.5000001,-0.5000001 -0.5550973,0.5149999,0.2851304 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 88 false 3 3 シナランバー false false false <_2xLumber> 4 eModelTypeLumber 0.6196079,0.6196079,0.6196079,1 0,0,0,0 0 0 -1 0.012,0.003,1 0.012,0.003,1.82 0 0 スガツネ(LAMP) 型番：AP-DM1820 1 0 false false 0.5,0.5000001,-0.5000001,0.5 -0.5460969,0.5150001,0.1911306 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 95 false 0 0 棚柱 false false false <_2xLumber> 4 eModelTypeLumber 0.6196079,0.6196079,0.6196079,1 0,0,0,0 0 0 -1 0.012,0.003,1 0.012,0.003,1.82 0 0 スガツネ(LAMP) 型番：AP-DM1820 1 0 false false 0.5,0.5000001,-0.5000001,0.5 -0.5460969,0.5150001,0.3911306 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 96 false 0 0 棚柱 false false false <_2xLumber> 4 eModelTypeLumber 0.6196079,0.6196079,0.6196079,1 0,0,0,0 0 0 -1 0.012,0.003,1 0.012,0.003,1.82 0 0 スガツネ(LAMP) 型番：AP-DM1820 1 0 false false 0.5,0.5000001,-0.5000001,0.5 0.01890261,0.5150001,0.1911306 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 93 false 0 0 棚柱 false false false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0.015,1 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -0.5000001,-0.5000001,0.5000001,-0.5000001 0.02790251,0.5150001,0.2851306 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 92 false 3 3 シナランバー false false false <_2xLumber> 4 eModelTypeLumber 0.6196079,0.6196079,0.6196079,1 0,0,0,0 0 0 -1 0.012,0.003,1 0.012,0.003,1.82 0 0 スガツネ(LAMP) 型番：AP-DM1820 1 0 false false 0.5,0.5000001,-0.5000001,0.5 0.01890261,0.5150001,0.3911306 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 94 false 0 0 棚柱 false false false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0.015,1 0.91,0.015,1.82 0.3648915 4780 Kicori便 1 0 false false -0.5000001,-0.5000001,0.5000001,-0.5000001 0.2279025,0.515,0.2851306 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 89 false 3 3 シナランバー false false false