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0.1705003,0.469,-0.02200001 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 7 false 1 1 SPF 2x2材（Kicori便 専用） true false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.038,0.019,0.2670004 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0,0,0.7071068,0.7071068 0.08900072,0.181,0.09250022 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 8 false 1 1 SPF 1x4材（Kicori便 専用） true false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.038,0.038,0.2 0.038,0.038,1.829 0.5490187 340 Kicori便 1 0 false false 0.7071068,0,0,0.7071068 0.06000054,0.1,0.2070005 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 4 false 1 1 SPF 2x2材（Kicori便 専用） true false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.038,0.038,0.2 0.038,0.038,1.829 0.5490187 340 Kicori便 1 0 false false 0.7071068,0,0,0.7071068 0.2810003,0.1,0.2070005 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 2 false 1 1 SPF 2x2材（Kicori便 専用） true false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.038,0.038,0.4879999 0.038,0.038,1.829 0.5490187 340 Kicori便 1 0 false false 0.7071068,0,0,0.7071068 0.2810004,0.244,-0.02199998 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1 false 1 1 SPF 2x2材（Kicori便 専用） true false false <_2xPolygon> 1 eModelTypePolygon 1,0.957,0.549,1 0,0,0,0 0 0 -1 0.5995007,0.8400135,0.2594846 0.5995007,0.8400135,0.2594846 10000 0 1 0 false false 0,0,0,1 0.1738439,0.4420066,0.2057928 Non Non Non 0 15 true 0 0 座った幼児100cm true false false Doll Model\Sitting Baby 100cm.dmesh <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.26 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.7071069,0.7071068,1.045409E-08,1.193786E-08 -0.09149993,0.4054992,0.4100004 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 23 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.125 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false -0.6532816,-0.6532816,-0.2705981,-0.2705981 -0.04476894,0.4054992,0.3177339 0,45,0,-45,0,0,0,0 0,0,0,0 0,0,0,0 0 26 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.125 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.6532816,0.6532816,-0.2705981,-0.2705981 -0.04476894,0.4054992,0.5022338 0,45,0,-45,0,0,0,0 0,0,0,0 0,0,0,0 0 25 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.125 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false -0.2705981,-0.2705981,0.6532816,0.6532817 0.3802305,0.4054992,0.5022337 0,45,0,-45,0,0,0,0 0,0,0,0 0,0,0,0 0 27 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.125 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false -0.2705981,-0.2705981,-0.6532816,-0.6532816 0.3802307,0.4054992,0.3177339 0,45,0,-45,0,0,0,0 0,0,0,0 0,0,0,0 0 28 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.5 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000001,0.5,0.5000001,0.5 0.1680002,0.4054992,0.2705004 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 20 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.038,0.038,0.4499992 0.038,0.038,1.829 0.5490187 340 Kicori便 1 0 false false 0.7071068,0,0,0.7071068 0.4370002,0.2249996,0.2610004 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 17 false 1 1 SPF 2x2材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.26 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.7071069,0.7071068,1.045409E-08,1.193786E-08 0.4275002,0.4054992,0.4100008 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 22 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.038,0.038,0.4499992 0.038,0.038,1.829 0.5490187 340 Kicori便 1 0 false false 0.7071068,0,0,0.7071068 0.4370002,0.2249996,0.5590011 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 18 false 1 1 SPF 2x2材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.5 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000001,0.5,0.5000001,0.5 0.1680002,0.4054992,0.5495012 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 21 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.038,0.038,0.4499992 0.038,0.038,1.829 0.5490187 340 Kicori便 1 0 false false 0.7071068,0,0,0.7071068 -0.1009999,0.2249996,0.2610004 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 16 false 1 1 SPF 2x2材（Kicori便 専用） false false false <_2xLumber> 0 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.038,0.038,0.4499992 0.038,0.038,1.829 0.5490187 340 Kicori便 1 0 false false 0.7071068,0,0,0.7071068 -0.1009999,0.2249996,0.5590011 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 19 false 1 1 SPF 2x2材（Kicori便 専用） false false false <_2xBoard> 0 eModelTypePineBoard 1,1,0.8,1 0.6,0.2,0,1 0 0 10027 0.4,0.018,0.65 0.4,0.018,0.91 0.5 2000 1 0 false false 0,0.7071068,0,0.7071068 0.1680002,0.4619991,0.4100006 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 24 false 2 2 パイン集成材 18mm false false false <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.038,0.038,0.4499992 0.038,0.038,0.91 0.4 200 1 0 false false 0,0.7071068,0,0.7071068 -2.236795,0.019,1.352773 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 39 false 1 1 SPF 2x2材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 1 0 false false 0,0.7071068,0,0.7071068 -2.005795,0.009500002,1.089273 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 42 false 1 1 SPF 1x4材 false true false <_2xLumber> 2 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 1 0 false false 0,0.7071068,0,0.7071068 -2.005795,0.009500002,0.9502729 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 41 false 1 1 SPF 1x4材 false true false <_2xBoard> 2 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.4,0.024,0.91 0.91,0.024,1.82 0.579891741 2980 Kicori便 1 0 false false 0,0.7071068,0,0.7071068 -2.460798,0.009,0.5057724 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 40 false 3 3 針葉樹合板（Kicori便 専用） false true false <_2xBoard> 2 eModelTypePineBoard 0.7764706,0.3490196,0.06666667,1 0,0,0,0 0 0 -1 0.4,0.018,0.65 0.4,0.018,0.91 0.5 2000 1 0 false false 0,0.7071068,0,0.7071068 -2.590798,0.009,0.5057723 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 29 false 2 2 パイン集成材 18mm true false false <_2xBoard> 2 eModelTypePineBoard 1,1,0.8,1 0,0,0,0 0 0 -1 0.4,0.018,0.91 0.4,0.018,0.91 0.5 2000 1 0 false false 0,0.7071068,0,0.7071068 -2.460798,0.009,0.5057724 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 56 false 2 2 パイン集成材 18mm false true false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 1,1,0.3098039,1 0 0 10001 0.051,0.019,0.03800014 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0,0.7071068,0,0.7071068 0.2815002,0.2095,0.02249999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 13 false 1 1 SPF 1x4材（Kicori便 専用） true false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 1,1,0.3098039,1 0 0 10001 0.051,0.019,0.03800014 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0,0.7071068,0,0.7071068 0.0605006,0.2095,0.02249997 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 14 false 1 1 SPF 1x4材（Kicori便 専用） true false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 1,1,0.3098039,1 0 0 10001 0.089,0.019,0.259 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0,0.7071068,0,0.7071068 0.1705002,0.2095,0.1815005 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 10 false 1 1 SPF 1x4材（Kicori便 専用） true false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 1,1,0.3098039,1 0 0 10001 0.038,0.038,0.183 0.038,0.038,1.829 0.5490187 340 Kicori便 1 0 false false 0.7071068,-5.427546E-09,-0.7071068,-5.427545E-09 0.1705003,0.393,-0.02200002 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 5 false 1 1 SPF 2x2材（Kicori便 専用） true false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 1,1,0.3098039,1 0 0 10001 0.089,0.019,0.1829998 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0,0.7071068,0,0.7071068 0.1705002,0.2095,0.003500047 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 12 false 1 1 SPF 1x4材（Kicori便 専用） true false false <_2xComment> 2 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.2297356,0.02415711,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,0,0,-0.7071068 -2.034797,0.05,0.2767723 Non Non Non 0 54 false 0 0 針葉樹合板 24mm false false false 0 1 0.2 0.2 0.2 1 -2.084797 0 0.326772273 0 0 0 eEndQube <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.5 0.089,0.019,1.82 0.4 300 1 0 false false 0,-0.7071069,0,-0.7071068 -2.665797,0.009500001,0.9502728 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 30 false 1 1 SPF 1x4材 true false false <_2xDimension> 2 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.6500001 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071069,0,0.7071068 -2.590798,0.02100004,0.3057722 Non Non Non 0 47 false 0 0 650.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.5 0.089,0.019,1.82 0.4 300 1 0 false false 0,0.7071068,0,0.7071068 -2.665797,0.009500002,1.089273 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 31 false 1 1 SPF 1x4材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.26 0.089,0.019,1.82 0.4 300 1 0 false false 0,0.7071068,0,0.7071068 -2.285796,0.0095,0.9502728 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 32 false 1 1 SPF 1x4材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.26 0.089,0.019,1.82 0.4 300 1 0 false false 0,0.7071068,0,0.7071068 -2.285796,0.009500001,1.089273 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 33 false 1 1 SPF 1x4材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.125 0.089,0.019,1.82 0.4 300 1 0 false false 0,0.7071068,0,0.7071068 -2.093295,0.009500001,0.9502728 0,45,0,-45,0,0,0,0 0,0,0,0 0,0,0,0 0 34 false 1 1 SPF 1x4材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.125 0.089,0.019,1.82 0.4 300 1 0 false false 0,0.7071068,0,0.7071068 -1.968295,0.009500001,0.9502728 0,45,0,-45,0,0,0,0 0,0,0,0 0,0,0,0 0 35 false 1 1 SPF 1x4材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.125 0.089,0.019,1.82 0.4 300 1 0 false false 0,0.7071068,0,0.7071068 -2.093295,0.009500001,1.089273 0,45,0,-45,0,0,0,0 0,0,0,0 0,0,0,0 0 36 false 1 1 SPF 1x4材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.125 0.089,0.019,1.82 0.4 300 1 0 false false 0,0.7071068,0,0.7071068 -1.968295,0.009500001,1.089273 0,45,0,-45,0,0,0,0 0,0,0,0 0,0,0,0 0 37 false 1 1 SPF 1x4材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.038,0.038,0.4499992 0.038,0.038,0.91 0.4 200 1 0 false false 0,0.7071068,0,0.7071068 -2.686795,0.019,1.352773 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 38 false 1 1 SPF 2x2材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.038,0.038,0.91 0.038,0.038,0.91 0.4 200 1 0 false false 0,0.7071068,0,0.7071068 -2.456794,0.019,1.352773 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 43 false 1 1 SPF 2x2材 false true false <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.038,0.038,0.4499992 0.038,0.038,0.91 0.4 200 1 0 false false 0,0.7071068,0,0.7071068 -2.686795,0.019,1.440773 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 44 false 1 1 SPF 2x2材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.038,0.038,0.4499992 0.038,0.038,0.91 0.4 200 1 0 false false 0,0.7071068,0,0.7071068 -2.236795,0.019,1.440773 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 45 false 1 1 SPF 2x2材 true false false <_2xLumber> 2 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.038,0.038,0.91 0.038,0.038,0.91 0.4 200 1 0 false false 0,0.7071068,0,0.7071068 -2.456794,0.019,1.440773 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 46 false 1 1 SPF 2x2材 false true false <_2xDimension> 2 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 0,0.7071069,0,0.7071068 -2.665797,0.019,0.9057728 Non Non Non 0 48 false 0 0 500.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 2 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.2600027 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071069,0,0.7071068 -2.285797,0.019,0.9057727 Non Non Non 0 49 false 0 0 260.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 2 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.1250009 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071069,0,0.7071068 -2.093295,0.019,0.9057727 Non Non Non 0 50 false 0 0 125.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 2 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.1250009 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071069,0,0.7071068 -1.968295,0.019,0.9057727 Non Non Non 0 51 false 0 0 125.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 2 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.4499992 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071069,0,0.7071068 -2.686794,0.038,1.333773 Non Non Non 0 52 false 0 0 450.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 2 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.4499992 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071069,0,0.7071068 -2.236795,0.038,1.333773 Non Non Non 0 53 false 0 0 450.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xComment> 2 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.133476,0.02398947,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,0,0,-0.7071068 -1.137794,0.05,0.875773 Non Non Non 0 55 false 0 0 SPF 1x4材 false false false 0 1 0.2 0.2 0.2 1 -1.18779421 1.86264515E-09 0.925773 0 0 0 eEndQube <_2xComment> 2 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.133476,0.02398947,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,0,0,-0.7071068 -1.951794,0.05,1.283773 Non Non Non 0 57 false 0 0 SPF 2x2材 false false false 0 1 0.2 0.2 0.2 1 -2.001794 1.86264515E-09 1.33377337 0 0 0 eEndQube eCutListPartsTypeSeparator 0.089,0.019,3.658 89.0mm x 19.0mm eModelTypeLumber eCutListPartsTypeBase 21 partsArrangeTop partsArrangeLeft 0,0 25 partsArrangeTop partsArrangeLeft 0.5,0 27 partsArrangeTop partsArrangeLeft 0.625,0 22 partsArrangeTop partsArrangeLeft 0.75,0 28 partsArrangeTop partsArrangeLeft 1.01,0 20 partsArrangeTop partsArrangeLeft 1.135,0 23 partsArrangeTop partsArrangeLeft 1.635,0 26 partsArrangeTop partsArrangeLeft 1.895,0 0.089,0.019,3.658 798 eModelTypeLumber SPF 1x4材（Kicori便 専用） 3410 0.551273465 eCutListPartsTypeSeparator 0.038,0.038,1.829 38.0mm x 38.0mm eModelTypeLumber eCutListPartsTypeBase 17 partsArrangeTop partsArrangeLeft 0,0 18 partsArrangeTop partsArrangeLeft 0.4499992,0 19 partsArrangeTop partsArrangeLeft 0.8999984,0 16 partsArrangeTop partsArrangeLeft 1.349998,0 0.038,0.038,1.829 340 eModelTypeLumber SPF 2x2材（Kicori便 専用） 1450 0.5490187 eCutListPartsTypeSeparator 0.4,0.018,0.91 400.0mm x 18.0mm eModelTypePineBoard eCutListPartsTypeBase 24 partsArrangeTop partsArrangeLeft 0,0 0.4,0.018,0.91 2000 eModelTypePineBoard パイン集成材 18mm 3276 0.5