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 1.01676008710096,0.464838032984406,0.19734932628902 4.68656345349805,2.17464474536032,0.745805114151466 eViewPerspective 20 4.0855476368468642 0.10000000149011612 504.08554763684685 24.739999999999995 81.5 eViewingEye false eDrawFaceAndEdge PartsNameOnly false e_TextSizeMedium false Regular Meiryo UI e_PersWeak eDrawFaceAndEdge <_2xLayer> <_2xLayerInfoItem> 設計 4 0.221625342965126,-0.00987101066857576,0.407615214586258 0.890261292558172,0.601024533738463,1.08211172228916 eViewPerspective 65 1.1292532657327026 0.10000000149011612 501.1292532657327 32.749900817871094 44.75 eViewingEye false eDrawFaceAndEdge PartsNameOnly false true <_2xLayerVisibleList> true 4 false 6 false 5 false 7 false 8 false false #FFFF4F4F <_2xLayerInfoItem> 構造 6 0.615622460842133,-0.197954773902893,0.155073091387749 1.72708976532668,0.861657115614379,1.47966824455821 eViewPerspective 65 2.02797663821534 0.10000000149011612 502.02797663821536 31.499900817871094 40 eViewingEye false eDrawFaceAndEdge PartsNameOnly 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0 66 false 3 -1 3 針葉樹合板 false false false eModelTypePlyWood -0.06,0.006,0.425/0.06,0.006,0.45/0.06,-0.006,0.45/0.06,0.006,-0.45/0.06,-0.006,-0.45/-0.06,-0.006,-0.4/-0.06,0.006,-0.4/0,0.006,-0.388/0,0.006,-0.4/0,-0.006,-0.4/0,-0.006,-0.388/-0.06,-0.006,-0.388/-0.06,0.005652193,-0.388/-0.06,0.006,-0.388/-0.06,-0.006,0.388/-0.06,0.006,0.388/-0.06,0.006,0.4/0,-0.006,0.4/-0.06,-0.006,0.4/-0.06,0.005989305,0.4/0,-0.006,0.388/0,0.006,0.388/0,0.006,0.4 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> 4 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.18,0.012,0.6 0.91,0.012,1.82 0.5 1500 1 0 false false 0.5000001,0.5,-0.5000001,-0.5000001 0.1589999,0.09000006,-0.04599999 Non Non Non 0 67 false 3 -1 3 針葉樹合板 false false false eModelTypePlyWood 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<_2xBoolean> 4 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0.012,0.9 0.91,0.012,1.82 0.5 1500 1 0 false false 0,1,0,-7.675708E-09 0.00900008,0.174,-0.44 Non Non Non 0 69 false 3 -1 3 針葉樹合板 false false false eModelTypePlyWood -0.15,0.006,0.45/-0.15,-0.006,0.45/-0.15,0.006,-0.45/0.15,0.006,-0.45/0.15,-0.006,-0.45/-0.15,-0.006,-0.45/0.11,0.006,0.4/0.15,0.006,0.4/0.15,0.006,0.388/0.11,0.006,0.388/0.15,-0.006,0.4/0.11,-0.006,0.4/0.11,-0.006,0.388/0.15,-0.006,0.388/0.15,0.006,-0.4/0.15,-0.006,-0.4/0.15,0.005969724,-0.4/0.11,0.006,-0.388/0.15,0.006,-0.388/0.11,0.006,-0.4/0.15,-0.005324728,-0.388/0.15,-0.006,-0.388/0.11,-0.006,-0.4/0.11,-0.006,-0.388 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> 4 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.12,0.012,0.9 0.91,0.012,1.82 0.5 1500 1 0 false false 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4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 1 <_2xBoolean> 6 eModelTypeBoolean 1,1,0.8,1 1,0.8784314,0.6980392,0.4980392 0 0 50001 0.3,0.012,0.9 0.91,0.012,1.82 0.5 1500 1 0 false false 0,0,0,1 1.319,0.388,0.4600001 Non Non Non 0 154 false 3 -1 3 針葉樹合板 true false false eModelTypePlyWood -0.15,0.006,0.45/-0.15,-0.006,0.45/-0.15,0.006,-0.45/0.15,0.006,-0.45/0.15,-0.006,-0.45/-0.15,-0.006,-0.45/0.11,0.006,0.4/0.15,0.006,0.4/0.15,0.006,0.388/0.11,0.006,0.388/0.15,-0.006,0.4/0.11,-0.006,0.4/0.11,-0.006,0.388/0.15,-0.006,0.388/0.15,0.006,-0.4/0.15,-0.006,-0.4/0.15,0.005969724,-0.4/0.11,0.006,-0.388/0.15,0.006,-0.388/0.11,0.006,-0.4/0.15,-0.005324728,-0.388/0.15,-0.006,-0.388/0.11,-0.006,-0.4/0.11,-0.006,-0.388 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> 6 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 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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> 6 eModelTypeBoolean 1,1,0.8,1 0,0,0,0 0 0 -1 0.18,0.012,0.6 0.91,0.012,1.82 0.5 1500 1 0 false false 0.5000001,0.5,0.5000001,0.5 1.169,0.09000005,0.06599995 Non Non Non 0 93 false 3 -1 3 針葉樹合板 true false false eModelTypePlyWood 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0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,-0.7071068 -1.523443,0.012,1.034191 Non Non Non 0 121 false 0 -1 0 300 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 8 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.1100001,0,0.04999995 0.089,0.038,1.82 0 0 1 0 false false -6.181723E-08,0.9999999,-2.934288E-15,4.941407E-09 -1.673443,0.012,1.009191 Non Non Non 0 127 false 0 -1 0 50 false false false 0 0 1 0 0 0 1 eEndQube true Top <_2xDimension> 8 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.1100001,0,0.01200008 0.089,0.038,1.82 0 0 1 0 false false -6.181723E-08,0.9999999,-2.934288E-15,4.941407E-09 -1.673443,0.012,0.9781907 Non Non Non 0 128 false 0 -1 0 12 false false false 0 0 1 0 0 0 1 eEndQube true Top <_2xDimension> 8 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.1500001,0,0.04000001 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,0.7071068 -1.653443,0.012,0.9721906 Non Non Non 0 145 false 0 -1 0 40 false false false 0 0 1 0 0 0 1 eEndArrowInside 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