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11.286479330168351 0.10000000149011612 511.28647933016833 87.74 359.75 eViewingEye false eDrawFaceAndEdge NotDisplay false false <_2xLayerVisibleList> true 0 false 1 false 2 false 3 true 4 false false #FF0000FF <_2xPaint> <_2xPaintings> 10010 ブラック (標準の塗料セット) #FF000000 0 -1 <_2xPaintings> 10012 ライトグレー (標準の塗料セット) #FFBBBBBB 0 -1 <_2xPaintings> 10011 グレー (標準の塗料セット) #FF808080 0 -1 <_2xBooleanMeshInfo /> <_2xPictureImageInfos /> <_2xObject> <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,1 0 0 10010 0.5999998,0.012,0.5000001 0.91,0.012,1.82 0.5 1500 1 0 false false 0,0.7071068,0,0.7071068 -1.567695,0.6759997,-0.04069108 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 24 false 4 4 OSB合板 false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,1 0 0 10010 0.5,0.012,1.300001 0.91,0.012,1.82 0.5 1500 1 0 false false 0,0.7071068,0,0.7071068 -1.967696,0.676,-0.5906909 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 23 false 4 4 OSB合板 false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 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0.551273465 780 Kicori便 1 0 false false 0.5,0.5000001,-0.5000001,0.5 -1.374695,0.3348261,0.1767981 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 25 false 1 1 SPF 2x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.5019608,0.5019608,0.5019608,1 0 0 10011 0.089,0.038,0.947995 0.089,0.038,3.658 0.551273465 780 Kicori便 1 0 false false 0.7071068,0.7071069,-1.045409E-08,1.193786E-08 -1.41269,0.6256733,-0.2906994 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 17 false 1 1 SPF 2x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.5019608,0.5019608,0.5019608,1 0 0 10011 0.089,0.038,0.3479999 0.089,0.038,3.658 0.551273465 780 Kicori便 1 0 false false 0.5,0.5000001,-0.5000001,-0.5000001 -1.567695,0.2832731,0.2022981 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 33 false 1 1 SPF 2x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.5019608,0.5019608,0.5019608,1 0 0 10011 0.089,0.038,0.9481411 0.089,0.038,3.658 0.551273465 780 Kicori便 1 0 false false 0.7071068,0.7071069,-1.045409E-08,1.193786E-08 -1.412695,0.2832731,-0.2907724 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 31 false 1 1 SPF 2x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.5019608,0.5019608,0.5019608,1 0 0 10011 0.089,0.038,0.67 0.089,0.038,3.658 0.551273465 780 Kicori便 1 0 false false -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -1.400196,0.3351735,-0.78368 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 26 false 1 1 SPF 2x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.5019608,0.5019608,0.5019608,1 0 0 10011 0.089,0.038,1.059 0.089,0.038,3.658 0.551273465 780 Kicori便 1 0 false false 0.5,0.5000001,-0.5000001,-0.5000001 -1.96119,0.6258466,-0.7457019 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 18 false 1 1 SPF 2x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.5019608,0.5019608,0.5019608,1 0 0 10011 0.089,0.038,1.059 0.089,0.038,3.658 0.551273465 780 Kicori便 1 0 false false 0.5,0.5000001,-0.5000001,-0.5000001 -1.961195,0.2816734,-0.7457018 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 30 false 1 1 SPF 2x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.5019608,0.5019608,0.5019608,1 0 0 10011 0.089,0.038,0.348 0.089,0.038,3.658 0.551273465 780 Kicori便 1 0 false false -4.892375E-08,1.045409E-08,-0.7071069,-0.7071069 -2.509696,0.2815002,-0.5906837 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 32 false 1 1 SPF 2x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.5019608,0.5019608,0.5019608,1 0 0 10011 0.089,0.038,0.3479819 0.089,0.038,3.658 0.551273465 780 Kicori便 1 0 false false -4.892375E-08,1.045409E-08,-0.7071069,-0.7071069 -2.509696,0.6256735,-0.5906927 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 20 false 1 1 SPF 2x4材（Kicori便 専用） false false false <_2xComment> 3 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.1573782,0.03370024,0 0.089,0.038,1.82 0 0 1 0 false false 0,-0.4146932,0,0.9099613 -1.730683,1.054999,-0.5190992 Non Non Non 0 1 false 0 0 コーナー机 false false false 0 1 0.2 0.2 0.2 1 -1.87568462 0.703999937 -0.503099442 0 0 0 eEndQube <_2xComment> 3 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.452137,0.06799213,0 0.089,0.038,1.82 0 0 1 0 false false 0,-0.4383712,0,0.8987942 -2.256687,1.127998,0.5739023 Non Non Non 0 2 false 0 0 使いやすさを考えてこの部分の 脚を取りました。 false false false 0 1 0.2 0.2 0.2 1 -2.04268527 0.165999472 -0.3270994 0 0 0 eEndQube <_2xLumber> 4 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 1 0 false false 0,0,0,1 -4.619232,0.01899996,-0.7304537 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 3 false 1 1 SPF 2x4材 true true false <_2xLumber> 4 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 1 0 false false 0,0,0,1 -4.952232,0.01899996,-0.7304537 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 4 false 1 1 SPF 2x4材 true true false <_2xLumber> 4 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 1 0 false false 0,0,0,1 -5.321232,0.01899996,-0.7304537 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 5 false 1 1 SPF 2x4材 true true false <_2xLumber> 4 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 1 0 false false 0,0,0,1 -5.657232,0.01899996,-0.7364537 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 6 false 1 1 SPF 2x4材 true true false <_2xBoard> 4 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.91,0.012,1.82 0.91,0.012,1.82 0.5 1500 1 0 false false 0,0,0,1 -7.683338,0.006,-0.7998822 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 7 false 4 4 OSB合板 12mm true true false <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.08900023 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,0.7071068 -4.619232,0.03799997,-1.640454 Non Non Non 0 8 false 0 0 89 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.6700003 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -4.574731,0.03799997,-1.305454 Non Non Non 0 9 false 0 0 670 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,1.059 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -4.57473,0.03799991,-0.4359539 Non Non Non 0 10 false 0 0 1059 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.5 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071069,0,0.7071067 -7.888338,0.012,-1.709882 Non Non Non 0 11 false 0 0 500 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.5999987 0.089,0.038,1.82 0 0 1 0 false false 0,-0.7071068,0,0.7071068 -7.838337,0.01199998,0.09511895 Non Non Non 0 12 false 0 0 600 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,1.300001 0.089,0.038,1.82 0 0 1 0 false false -7.675709E-09,-1,-7.675708E-09,8.866526E-16 -8.138338,0.01199999,-1.059882 Non Non Non 0 13 false 0 0 1300 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.5000001 0.089,0.038,1.82 0 0 1 0 false false -7.675709E-09,-1,-7.675708E-09,8.866526E-16 -8.138337,0.01199998,-0.1548811 Non Non Non 0 14 false 0 0 500 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.038 0.089,0.038,1.82 0 0 1 0 false false 0.5,0.5,-0.5,0.5 -4.574731,0.01899997,-1.640454 Non Non Non 0 15 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.012 0.089,0.038,1.82 0 0 1 0 false false 0.5,0.5,-0.5,0.5 -8.105336,0.006,-1.709882 Non Non Non 0 16 false 0 0 12 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.038 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,0.7071069,-4.892375E-08 -1.336695,0.6699997,0.2593088 Non Non Non 0 34 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.416,0,0.03800026 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,-0.7071069,-4.892375E-08 -1.336696,0.6701736,-0.8006802 Non Non Non 0 35 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.03800025 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,0.7071069,-4.892375E-08 -1.798695,0.6699997,0.2593088 Non Non Non 0 36 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.353,0,0.03800025 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,0.7071069,-4.892375E-08 -2.598696,0.67,-0.340691 Non Non Non 0 37 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.531,0,0.03801107 0.089,0.038,1.82 0 0 1 0 false false 0.9999974,-0.0001192162,0,0.002283766 -1.317695,0.6700868,-0.8196855 Non Non Non 0 38 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.5070001,0,0.03801107 0.089,0.038,1.82 0 0 1 0 false false 1.306185E-11,-0.002283782,0.9999973,-0.0001192154 -2.579696,0.6700867,-0.8216856 Non Non Non 0 39 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.6169999,0,0.03801107 0.089,0.038,1.82 0 0 1 0 false false 0.9999974,-0.0001192162,0,0.002283766 -1.355695,0.6699129,0.2403035 Non Non Non 0 40 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.789,0,0.03801107 0.089,0.038,1.82 0 0 1 0 false false 1.306185E-11,-0.002283782,0.9999973,-0.0001192154 -1.779695,0.6700865,0.2403035 Non Non Non 0 41 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.03800025 0.089,0.038,1.82 0 0 1 0 false false -0.707107,-6.302464E-08,-0.707107,6.302464E-08 -1.760695,0.6701733,0.2212982 Non Non Non 0 42 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.038 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,0.7071069,-4.892375E-08 -1.374695,0.6698261,0.2212981 Non Non Non 0 43 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.5759999,0,0.3480044 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,0.7071069,-4.892375E-08 -1.567697,0.6698261,0.2212981 Non Non Non 0 44 false 0 0 348 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.218,0,0.03800025 0.089,0.038,1.82 0 0 1 0 false false -0.707107,-6.302464E-08,-0.707107,6.302464E-08 -1.722695,0.6701733,0.2212982 Non Non Non 0 45 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.222,0,0.038 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,0.7071069,-4.892375E-08 -1.412695,0.6698261,0.2212981 Non Non Non 0 46 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.5260004,0,0.03801107 0.089,0.038,1.82 0 0 1 0 false false 1.306185E-11,-0.002283782,0.9999973,-0.0001192154 -2.579696,0.6700868,-0.3596963 Non Non Non 0 47 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.636,0,0.089 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,0.7071069,-4.892375E-08 -2.535196,0.6701735,-0.3787016 Non Non Non 0 48 false 0 0 89 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.4570002,0,0.03801107 0.089,0.038,1.82 0 0 1 0 false false 1.306185E-11,-0.002283782,0.9999973,-0.0001192154 -2.579696,0.6702604,-0.397707 Non Non Non 0 49 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.369,0,0.08899964 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,-0.7071069,-4.892375E-08 -2.535271,0.6701735,-0.8006801 Non Non Non 0 50 false 0 0 89 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 1.21,0,1.300001 0.089,0.038,1.82 0 0 1 0 false false -0.7071068,1.193786E-08,0.7071069,-4.892375E-08 -1.967696,0.67,-0.8406909 Non Non Non 0 51 false 0 0 1300 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.827,0,1.046075 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,-0.7071069,-4.892375E-08 -1.967733,0.6701735,-0.8006802 Non Non Non 0 52 false 0 0 1046 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.8230017,0,0.1270001 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,-3.17733E-07,-0.7071068,-1.193786E-08 -2.554196,0.67,-0.8026803 Non Non Non 0 53 false 0 0 127 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.8271856,0,0.1270001 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,-3.17733E-07,-0.7071068,-1.193786E-08 -1.379196,0.6701735,-0.8006802 Non Non Non 0 54 false 0 0 127 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.6109999,0,0.08899964 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,-0.7071069,-4.892375E-08 -1.400196,0.6701736,-0.8006802 Non Non Non 0 55 false 0 0 89 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.223,0,0.03800026 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,4.892375E-08,-0.7071069,-4.892375E-08 -2.598771,0.6701735,-0.8006801 Non Non Non 0 56 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.1389999,0,1.059232 0.089,0.038,1.82 0 0 1 0 false false -0.7071068,-7.341777E-08,-0.7071069,-5.259198E-09 -1.961306,0.5811735,-0.7246801 Non Non Non 0 57 false 0 0 1059 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.6690001,0,0.5 0.089,0.038,1.82 0 0 1 0 false false 0,0,1,-7.675708E-09 -2.617697,0.67,-0.590691 Non Non Non 0 58 false 0 0 500 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.5490002,0,0.03801107 0.089,0.038,1.82 0 0 1 0 false false 1.306185E-11,-0.002283782,0.9999973,-0.0001192154 -2.490696,0.6702603,-0.435707 Non Non Non 0 59 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3780001,0,0.03801107 0.089,0.038,1.82 0 0 1 0 false false 1.306185E-11,-0.002283782,0.9999973,-0.0001192154 -2.617697,0.6699132,-0.7836749 Non Non Non 0 60 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.5509999,0,0.03801107 0.089,0.038,1.82 0 0 1 0 false false 1.306185E-11,-0.002283782,0.9999973,-0.0001192154 -2.490696,0.6700867,-0.7456783 Non Non Non 0 61 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3980002,0,0.272171 0.089,0.038,1.82 0 0 1 0 false false 1.306185E-11,-0.002283782,0.9999973,-0.0001192154 -2.490696,0.6693784,-0.5905889 Non Non Non 0 62 false 0 0 272 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3050001,0,0.0130002 0.089,0.038,1.82 0 0 1 0 false false -3.101889E-07,0.7071066,1.989773E-07,-0.7071068 -1.43819,0.5811735,-0.7626802 Non Non Non 0 63 false 0 0 13 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 2.097,0,1.1 0.089,0.038,1.82 0 0 1 0 false false -1,8.932022E-08,1.396709E-15,7.675708E-09 -1.317695,0.6699998,-0.290691 Non Non Non 0 64 false 0 0 1100 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3869998,0,0.03799927 0.089,0.038,1.82 0 0 1 0 false false -0.9999973,0.0001192427,7.895593E-11,-0.002283886 -1.355695,0.6697394,0.2022987 Non Non Non 0 65 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 1.6402,0,0.6001492 0.089,0.038,1.82 0 0 1 0 false false -0.9999973,0.0001192427,7.895593E-11,-0.002283886 -1.317695,0.6686291,-0.04076266 Non Non Non 0 66 false 0 0 600 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.7490013 0.089,0.038,1.82 0 0 1 0 false false -0.7071068,2.084386E-08,-0.7071068,2.44129E-07 -2.116196,0.5811737,-0.4167017 Non Non Non 0 67 false 0 0 749 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.2719987 0.089,0.038,1.82 0 0 1 0 false false -0.7071066,-9.759622E-07,-0.7071067,3.650169E-09 -1.567696,0.5811735,-0.4167019 Non Non Non 0 68 false 0 0 272 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.2719996 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,3.025125E-09,0.7071063,-0.0009024716 -1.567695,0.6699997,0.2212982 Non Non Non 0 69 false 0 0 272 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.215,0,0.089 0.089,0.038,1.82 0 0 1 0 false false -1,8.932022E-08,1.396709E-15,7.675708E-09 -1.355695,0.6698261,0.1767981 Non Non Non 0 70 false 0 0 89 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 1.396,0,0.9459782 0.089,0.038,1.82 0 0 1 0 false false 1,2.914516E-12,0.0001726335,-7.675708E-09 -1.393527,0.6701733,-0.289691 Non Non Non 0 71 false 0 0 946 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.4059999,0,0.03801107 0.089,0.038,1.82 0 0 1 0 false false 0.9999974,-0.0001192162,0,0.002283766 -1.355696,0.6702603,-0.7816748 Non Non Non 0 72 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.1082097 0.089,0.038,1.82 0 0 1 0 false false 1,0,0,-7.675708E-09 -1.355696,0.6703471,-0.7877743 Non Non Non 0 73 false 0 0 108 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 1.64,0,0.4998775 0.089,0.038,1.82 0 0 1 0 false false -0.9999973,0.0001192427,7.895593E-11,-0.002283886 -1.317695,0.6688581,-0.590627 Non Non Non 0 74 false 0 0 500 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.01199996 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5,0.5 -2.617697,0.676,-0.840691 Non Non Non 0 75 false 0 0 12 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.7326959,0,0.682 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5,0.5 -2.617697,0.341,-0.840691 Non Non Non 0 76 false 0 0 682 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.4119998,0,0.67 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5,0.5 -2.579696,0.335,-0.8026803 Non Non Non 0 77 false 0 0 670 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.08900005 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5,0.5 -2.528696,0.6256735,-0.7646837 Non Non Non 0 78 false 0 0 89 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.2551733 0.089,0.038,1.82 0 0 1 0 false false -0.4999999,0.5000001,0.4999999,0.5000001 -2.528696,0.4535868,-0.7646837 Non Non Non 0 79 false 0 0 255 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.089 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5,0.5 -2.528696,0.2815002,-0.7646837 Non Non Non 0 80 false 0 0 89 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.2370002 0.089,0.038,1.82 0 0 1 0 false false 0.5000002,-0.5000001,-0.5000001,-0.5000001 -2.528696,0.1185001,-0.7646837 Non Non Non 0 81 false 0 0 237 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -4.892375E-08,1.045409E-08,-0.7071069,-0.7071069 -2.528696,0.6256735,-0.7456923 Non Non Non 0 82 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.075 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -4.892375E-08,1.045409E-08,-0.7071069,-0.7071069 -2.528696,0.6256735,-0.4356931 Non Non Non 0 83 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.075 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-0.7071069,5.411863E-08,-1.045409E-08 -1.39369,0.6256733,-0.7457055 Non Non Non 0 84 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-0.7071069,5.411863E-08,-1.045409E-08 -1.393696,0.6256737,-0.4356932 Non Non Non 0 85 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,-0.5000001,0.5000002,0.5000001 -1.722686,0.6256733,-0.4547018 Non Non Non 0 86 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -0.5000002,-0.5000001,-0.5,-0.5000001 -1.722704,0.6256733,0.2212982 Non Non Non 0 87 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -0.5000002,-0.5000001,-0.5,-0.5000001 -1.412699,0.6256732,0.2212981 Non Non Non 0 88 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03800025,0.076,0.089 0.089,0.038,1.82 0 0 1 0 false false -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -1.41269,0.6256735,-0.8026801 Non Non Non 0 89 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03800002,0.076,0.089 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-5.411863E-08,5.411863E-08,-0.7071069 -2.509696,0.6256735,-0.3787016 Non Non Non 0 90 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03800022,0.076,0.089 0.089,0.038,1.82 0 0 1 0 false false -4.892375E-08,0.7071069,-0.7071069,-4.892375E-08 -2.509696,0.6256735,-0.8026837 Non Non Non 0 91 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03800005,0.076,0.089 0.089,0.038,1.82 0 0 1 0 false false 0.5000002,-0.5000001,0.5000001,0.5000002 -1.779695,0.6256732,0.2022982 Non Non Non 0 92 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-0.7071069,5.411863E-08,-1.045409E-08 -1.355695,0.6253262,0.2023067 Non Non Non 0 93 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.08891356,0.076,0.038 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,-0.5000002,-0.5000001,-0.5000001 -2.509696,0.2814569,-0.3786837 Non Non Non 0 94 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -4.892375E-08,1.045409E-08,-0.7071069,-0.7071069 -2.528695,0.2816734,-0.7456931 Non Non Non 0 95 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.075 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-0.7071069,5.411863E-08,-1.045409E-08 -1.393695,0.2816734,-0.7457106 Non Non Non 0 96 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.075 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false 0.5000002,0.5000001,0.5000001,0.5000001 -1.412686,0.2832731,0.2212981 Non Non Non 0 97 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.075 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.08891356,0.076,0.038 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,-0.5000001,0.5000002,0.5000002 -2.509695,0.2816302,-0.8027017 Non Non Non 0 98 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.08891356,0.076,0.038 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,-0.5000001,0.5000002,0.5000002 -1.412695,0.2816302,-0.8027019 Non Non Non 0 99 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.08891356,0.076,0.038 0.089,0.038,1.82 0 0 1 0 false false 0.707107,0.7071069,-9.271355E-08,-1.172076E-07 -1.355695,0.2832299,0.2022981 Non Non Non 0 100 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.08891356,0.076,0.038 0.089,0.038,1.82 0 0 1 0 false false -1.172076E-07,-1.550623E-07,-0.7071069,-0.7071068 -1.779695,0.2832298,0.2022982 Non Non Non 0 101 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.09 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-0.7071069,5.411863E-08,-1.045409E-08 -1.355695,0.6253262,0.1512895 Non Non Non 0 102 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.07 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-0.7071069,5.411863E-08,-1.045409E-08 -1.355695,0.2832731,0.1503067 Non Non Non 0 103 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.07 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.076,0.03798275 0.089,0.038,1.82 0 0 1 0 false false 6.302464E-08,-1.045409E-08,0.707107,0.7071069 -1.779695,0.6256733,0.1512895 Non Non Non 0 104 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout2 0.07 0 true Screw <_2xBoard> 4 eModelTypePlyWood 0,0,0,1 0,0,0,0 0 0 -1 0.5,0.012,1.300001 0.91,0.012,1.82 0.5 1500 1 0 false false 0,0.9999999,0,-1.213039E-08 -7.888338,0.006,-1.059882 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 105 false 4 4 OSB合板 12mm true false false <_2xBoard> 4 eModelTypePlyWood 0,0,0,1 0,0,0,0 0 0 -1 0.5000001,0.012,0.5999998 0.91,0.012,1.82 0.5 1500 1 0 false false 0,0.7071068,0,-0.7071068 -7.838337,0.005999986,-0.1548811 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 106 false 4 4 OSB合板 12mm true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,1.059 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -4.61923,0.01899991,-0.435954 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 107 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,1.059 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -4.952232,0.01899996,-0.4359539 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 108 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,1.059 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -5.321232,0.01899996,-0.4359538 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 109 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.947995 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -5.657232,0.01899996,-0.4974561 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 110 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.9481411 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -6.029233,0.01899996,-0.4973831 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 111 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.67 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -6.029233,0.01899996,-1.311454 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 112 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.6699999 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -4.619231,0.01899991,-1.305454 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 113 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.67 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -4.952232,0.01899996,-1.305454 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 114 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.67 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -5.321232,0.01899996,-1.305454 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 115 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.67 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -5.657232,0.01899996,-1.311454 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 116 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.6 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -6.419233,0.01899996,-0.6404489 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 117 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.3479819 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -6.833234,0.01899996,-1.472463 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 118 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.3480048 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -6.419233,0.01899996,-1.119451 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 119 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.348 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -6.419233,0.01899996,-1.472454 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 120 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 0.7490196,0.7490196,0.7490196,1 0,0,0,0 0 0 -1 0.089,0.038,0.3479999 0.089,0.038,1.82 0.4 350 1 0 false false 0,0.9999999,0,-1.213039E-08 -6.833234,0.01899996,-1.119472 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 121 false 1 1 SPF 2x4材 true false false <_2xLumber> 4 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 1 0 false false 0,0,0,1 -6.029233,0.01899996,-0.7364537 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 122 false 1 1 SPF 2x4材 true true false <_2xLumber> 4 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 1 0 false false 0,0,0,1 -6.419233,0.01899996,-0.7364537 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 123 false 1 1 SPF 2x4材 true true false <_2xLumber> 4 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 1 0 false false 0,0,0,1 -6.833234,0.01899996,-0.7364537 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 124 false 1 1 SPF 2x4材 true true false <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.6700002 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -4.907732,0.03799996,-1.305454 Non Non Non 0 125 false 0 0 670 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,1.059 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -4.906732,0.03799996,-0.4359539 Non Non Non 0 126 false 0 0 1059 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.6700001 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -5.276732,0.03799996,-1.305454 Non Non Non 0 127 false 0 0 670 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,1.059 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -5.276732,0.03799996,-0.4359538 Non Non Non 0 128 false 0 0 1059 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.67 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -5.612732,0.03799996,-1.311454 Non Non Non 0 129 false 0 0 670 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.9479949 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -5.612732,0.03799996,-0.4974561 Non Non Non 0 130 false 0 0 948 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.6699998 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -5.984733,0.03799996,-1.311454 Non Non Non 0 131 false 0 0 670 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.9481411 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -5.984733,0.03799996,-0.4973831 Non Non Non 0 132 false 0 0 948 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.348 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -6.374733,0.03799996,-1.472454 Non Non Non 0 133 false 0 0 348 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.348005 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -6.374733,0.03799996,-1.119451 Non Non Non 0 134 false 0 0 348 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.5999999 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -6.374733,0.03799996,-0.6404488 Non Non Non 0 135 false 0 0 600 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.3479821 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -6.788734,0.03799996,-1.472463 Non Non Non 0 136 false 0 0 348 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 4 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.3480001 0.089,0.038,1.82 0 0 1 0 false false 0.0001726335,0,0,1 -6.788734,0.03799996,-1.119472 Non Non Non 0 137 false 0 0 348 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 2.097,0,0.8000014 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-4.892375E-08,-0.7071068,2.960846E-07 -2.217696,0.6699998,-0.340691 Non Non Non 0 138 false 0 0 800 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.8970006,0,0.5000002 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-5.411863E-08,-0.7071068,-7.131569E-08 -1.567695,0.6699997,0.2593088 Non Non Non 0 139 false 0 0 500 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true Top <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03994722,0.024,0.08944421 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,0.7071068 -2.535418,0.6821736,-0.3986752 Non Non Non 0 140 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.04 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03994722,0.024,0.044 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,0.7071068 -1.377252,0.6821736,-0.7846536 Non Non Non 0 141 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.04 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03994722,0.024,0.08944421 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,0.7071068 -2.535412,0.6823466,-0.7846755 Non Non Non 0 142 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.04 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03994722,0.024,0.08944421 0.089,0.038,1.82 0 0 1 0 false false 0,1,0,-7.675708E-09 -1.373721,0.6818262,0.1770202 Non Non Non 0 143 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.04 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03994722,0.024,0.08944421 0.089,0.038,1.82 0 0 1 0 false false 0,1,0,-7.675708E-09 -1.759721,0.6821734,0.176576 Non Non Non 0 144 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.04 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03994722,0.024,0.044 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,0.7071068 -1.415696,0.6821737,-0.4037197 Non Non Non 0 145 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.04 0 true Screw <_2xScrew> 2 eModelTypeScrew 1,1,0.8,1 0,0,0,0 0 0 -1 0.03994722,0.024,0.044 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,0.7071068 -1.411696,0.6821737,-0.2667198 Non Non Non 0 146 false 0 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 0.7529412 0.7529412 0.7529412 1 eScrewLayout1 0.04 0 true Screw eCutListPartsTypeSeparator 0.089,0.038,3.658 89.0mm x 38.0mm eModelTypeLumber eCutListPartsTypeBase 29 partsArrangeTop partsArrangeLeft 0,0 21 partsArrangeTop partsArrangeLeft 0.673,0 22 partsArrangeTop partsArrangeLeft 1.735,0 27 partsArrangeTop partsArrangeLeft 2.338,0 19 partsArrangeTop partsArrangeLeft 3.011173,0 0.089,0.038,3.658 780 eModelTypeLumber SPF 2x4材（Kicori便 専用） 6820 0.551273465 eCutListPartsTypeBase 25 partsArrangeTop partsArrangeLeft 0,0 17 partsArrangeTop partsArrangeLeft 0.673,0 33 partsArrangeTop partsArrangeLeft 1.623995,0 31 partsArrangeTop partsArrangeLeft 1.974995,0 26 partsArrangeTop partsArrangeLeft 2.926136,0 0.089,0.038,3.658 780 eModelTypeLumber SPF 2x4材（Kicori便 専用） 6820 0.551273465 eCutListPartsTypeBase 18 partsArrangeTop partsArrangeLeft 0,0 30 partsArrangeTop partsArrangeLeft 1.062,0 32 partsArrangeTop partsArrangeLeft 2.124,0 20 partsArrangeTop partsArrangeLeft 2.475,0 28 partsArrangeTop partsArrangeLeft 2.825982,0 0.089,0.038,3.658 780 eModelTypeLumber SPF 2x4材（Kicori便 専用） 6820 0.551273465 eCutListPartsTypeSeparator 0.91,0.012,1.82 910.0mm x 12.0mm eModelTypePlyWood eCutListPartsTypeBase 24 partsArrangeTop partsArrangeLeft 0,0 23 partsArrangeTop partsArrangeLeft 0.5030001,0 0.91,0.012,1.82 1500 eModelTypePlyWood OSB合板 9937 0.5