<_2xModel> 6.0 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 0.170230612158775,-0.311040371656418,-0.614507853984833 -1.31337815744598,3.62720260316884,2.92349749015444 eViewPerspective 20 5.4980300585906861 0.10000000149011612 505.4980300585907 45.749900817871094 -22.75 eViewingEye false eDrawFaceAndEdge NotDisplay false e_TextSizeLarge false Regular Meiryo UI e_PersWeak eDrawFaceAndEdge <_2xLayer> <_2xLayerInfoItem> 天板 0 -0.0379709228873253,-0.0323313064873219,-1.01205205917358 0.795293034109019,2.42086916462408,3.83725852602059 eViewPerspective 20 5.4980300585906861 0.10000000149011612 505.4980300585907 26.499900817871094 9.75 eViewingEye false eDrawFaceAndEdge NotDisplay false true <_2xLayerVisibleList> true 0 true 1 true 2 false 3 false false #FF4F80FF <_2xLayerInfoItem> 本体 1 0.170230612158775,-0.311040371656418,-0.614507853984833 -1.31337815744598,3.62720260316884,2.92349749015444 eViewPerspective 20 5.4980300585906861 0.10000000149011612 505.4980300585907 45.749900817871094 -22.75 eViewingEye false eDrawFaceAndEdge NotDisplay false true <_2xLayerVisibleList> false 0 true 1 false 2 false 3 false false #FFFF4F4F <_2xLayerInfoItem> 引き出し 2 -0.0440043434500694,0.196716859936714,0.24065063893795 -0.0440043434500699,3.04518353553475,-3.21482793862852 eViewPerspective 20 4.4781798313615422 0.10000000149011612 504.47817983136156 39.499900817871094 -180 eViewingEye false eDrawFaceAndEdge NotDisplay false true <_2xLayerVisibleList> false 0 true 1 true 2 false 3 false false #FF4FFF4F <_2xLayerInfoItem> 木取り図用4 3 -0.0164256449788809,0.414173930883408,-2.2180004119873 -0.0164256449788809,7.94992887581574,-2.21798736718323 eViewTop 20 7.5357549449436245 0.10000000149011612 507.53575494494362 89.9999008178711 0 eViewingEye false eDrawFaceAndEdge NotDisplay false false <_2xLayerVisibleList> true 0 true 1 true 2 true 3 false false #FF4F4FFF <_2xPaint> <_2xPaintings> 10000 ホワイト (標準の塗料セット) #FFFAFAFA 0 -1 <_2xBooleanMeshInfo /> <_2xPictureImageInfos /> <_2xObject> <_2xLumber> 2 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.34 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000004,0.5000004,-0.5000001,-0.5000002 -0.01200005,0.6205001,0.3344995 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 11 40 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599977,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0.7071068,0.7071069 -0.1560001,0.618,0.1749999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 11 41 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.3,0.004,0.2999997 0.91,0.004,1.82 0.5 1300 1 0 false false 0,0,0,1 -0.01200005,0.5880002,0.1749997 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 11 44 false 3 3 ラワンベニヤ 4mm false false false <_2xRoundBoard> 2 eModelTypeRoundBoard 0.227451,0.2196078,0.2196078,1 0,0,0,0 0 0 -1 0.03799999,0.03799999,0.018 0.45,0.45,0.018 0.5 2500 1 0 false false 1,0,0,9.685755E-08 0,0.6210001,0.3550001 Non 0,0,0,0 0,0,0,0 11 50 false 0 0 パイン丸板 false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05600012,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0.7071068,0.7071069 0.132,0.6180002,0.1749996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 11 42 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599978,0.012,0.2760007 0.91,0.012,1.82 0.5 4600 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 -0.01199972,0.618,0.0309999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 11 43 false 3 3 シナベニヤ 12mm false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.16 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.6532825,0.6532827,0.2705989,0.270599 0.7918499,0.6305,0.1142859 0,-45,0,45,0,0,0,0 0,0,0,0 0,0,0,0 0 13 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.2899998 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.707107,0.7071071,1.15484E-07,1.41561E-07 0.8515003,0.6305,2.831221E-07 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） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.16 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false -0.6532825,-0.6532827,0.2705981,0.2705982 0.7918519,0.6305,-0.113714 0,-45,0,45,0,0,0,0 0,0,0,0 0,0,0,0 0 14 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.3279998 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.707107,0.7071071,1.15484E-07,1.41561E-07 0.2975,0.6305002,-2.291054E-07 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 1 17 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.3279998 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.707107,0.7071071,1.15484E-07,1.41561E-07 0.6365003,0.6305003,-1.844019E-07 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 1 18 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.3279998 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.707107,0.7071071,1.15484E-07,1.41561E-07 -0.1805,0.6305001,-3.036112E-07 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 2 15 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.3279998 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.707107,0.7071071,1.15484E-07,1.41561E-07 0.1585,0.6305001,-2.589077E-07 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 2 16 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.038,0.019,1.668 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0,0.7071068,0,0.7071069 -0.01100019,0.5764999,0.1640001 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 32 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.16 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false -0.2705988,-0.2705989,0.6532823,0.6532825 -0.8141489,0.6305,-0.113714 0,-45,0,45,0,0,0,0 0,0,0,0 0,0,0,0 0 12 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.1960001 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 -0.7470002,0.6304999,0.1734998 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 8 26 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.1959998 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 0.7249999,0.6304998,0.1735003 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 8 8 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.158 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 0.228,0.6305001,0.1734997 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 8 27 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.158 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 -0.25,0.6305003,0.1734996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 8 28 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.025,0.019,0.3200001 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 -0.4890001,0.6625003,0.1734996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 8 29 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.025,0.019,0.3200001 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 -0.01100008,0.6625002,0.1734996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 8 30 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.025,0.019,0.3200001 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 0.4670002,0.6625003,0.1734996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 8 31 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.3279998 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.707107,0.7071071,1.15484E-07,1.41561E-07 -0.6585001,0.6305,-3.483146E-07 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 4 37 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.3279998 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.707107,0.7071071,1.15484E-07,1.41561E-07 -0.3195,0.6305,-3.185123E-07 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 4 38 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.16 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false -0.2705981,-0.2705981,-0.6532821,-0.6532823 -0.8141489,0.6305,0.1142859 0,-45,0,45,0,0,0,0 0,0,0,0 0,0,0,0 0 7 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.2899998 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.707107,0.7071071,1.15484E-07,1.41561E-07 -0.8734999,0.6305001,-3.576279E-07 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 11 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xLumber> 2 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.34 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000004,0.5000004,-0.5000001,-0.5000002 0.4660001,0.6205001,0.1944995 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 10 45 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599978,0.012,0.2760007 0.91,0.012,1.82 0.5 4600 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 0.4660003,0.618,-0.1090001 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 10 48 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599977,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0.7071068,0.7071069 0.3219999,0.618,0.03499985 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 10 46 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.3,0.004,0.2999997 0.91,0.004,1.82 0.5 1300 1 0 false false 0,0,0,1 0.4660001,0.5880002,0.03499974 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 10 49 false 3 3 ラワンベニヤ 4mm false false false <_2xRoundBoard> 2 eModelTypeRoundBoard 0.227451,0.2196078,0.2196078,1 0,0,0,0 0 0 -1 0.03799999,0.03799999,0.018 0.45,0.45,0.018 0.5 2500 1 0 false false 1,0,0,9.685755E-08 0.4739999,0.6210001,0.215 Non 0,0,0,0 0,0,0,0 10 51 false 0 0 パイン丸板 false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05600012,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0.7071068,0.7071069 0.6100001,0.6180002,0.03499959 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 10 47 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599977,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0.7071068,0.7071069 -0.6330001,0.618,0.2859999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 9 33 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.3,0.004,0.2999997 0.91,0.004,1.82 0.5 1300 1 0 false false 0,0,0,1 -0.489,0.5880002,0.2859998 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 9 36 false 3 3 ラワンベニヤ 4mm false false false <_2xLumber> 2 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,0.34 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000004,0.5000004,-0.5000001,-0.5000002 -0.489,0.6205001,0.4454996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 9 39 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599978,0.012,0.2760007 0.91,0.012,1.82 0.5 4600 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 -0.4889997,0.618,0.1419999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 9 35 false 3 3 シナベニヤ 12mm false false false <_2xRoundBoard> 2 eModelTypeRoundBoard 0.227451,0.2196078,0.2196078,1 0,0,0,0 0 0 -1 0.03799999,0.03799999,0.018 0.45,0.45,0.018 0.5 2500 1 0 false false 1,0,0,9.685755E-08 -0.482,0.6210001,0.4660001 Non 0,0,0,0 0,0,0,0 9 52 false 0 0 パイン丸板 false false false <_2xBoard> 2 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05600012,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0.7071068,0.7071069 -0.345,0.6180002,0.2859996 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 9 34 false 3 3 シナベニヤ 12mm false false false <_2xLumber> 1 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.089,0.019,1.668 0.089,0.019,3.658 0.551273465 798 Kicori便 1 0 false false 0.5000001,0.5000001,0.5000001,0.5000002 -0.0109999,0.6304998,-0.1734998 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 9 false 1 1 SPF 1x4材（Kicori便 専用） false false false <_2xBoard> 3 eModelTypePineBoard 0.5137255,0.2352941,0.04705882,1 0,0,0,0 0 0 -1 0.45,0.025,1.828 0.45,0.025,0.9 0.5 2800 1 0 false false 0,0,0,1 -2.035999,0.01250002,-2.248 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 53 false 2 2 パイン集成材 25mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.3,0.004,0.2999997 0.91,0.004,1.82 0.5 1300 1 0 false false 0,0,0,1 2.096002,0.001999974,-1.484 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 54 false 3 3 ラワンベニヤ 4mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.3,0.004,0.2999997 0.91,0.004,1.82 0.5 1300 1 0 false false 0,0,0,1 2.096002,0.001999974,-1.784 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 55 false 3 3 ラワンベニヤ 4mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.3,0.004,0.2999997 0.91,0.004,1.82 0.5 1300 1 0 false false 0,0,0,1 2.096002,0.001999974,-2.084 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 56 false 3 3 ラワンベニヤ 4mm true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.06,0.06,0.675 0.06,0.06,1.8 0.4 1200 1 0 false false 0,0,0,1 -1.53,0.03,-1.6715 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 57 false 1 1 ホワイトウッド 60角 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.06,0.06,0.675 0.06,0.06,1.8 0.4 1200 1 0 false false 0,0,0,1 -1.53,0.03,-2.3465 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 58 false 1 1 ホワイトウッド 60角 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.06,0.06,0.675 0.06,0.06,1.8 0.4 1200 1 0 false false 0,0,0,1 -1.420999,0.03,-1.6715 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 59 false 1 1 ホワイトウッド 60角 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.06,0.06,0.675 0.06,0.06,1.8 0.4 1200 1 0 false false 0,0,0,1 -1.420999,0.03,-2.3465 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 60 false 1 1 ホワイトウッド 60角 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,1.668 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -1.1635,0.009499996,-2.168 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 61 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.34 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 1.5345,0.009500056,-1.844 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 62 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.34 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 1.5345,0.009500056,-1.504 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 63 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.34 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 1.5345,0.009500056,-2.184 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 64 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.3279998 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.2845003,0.009499996,-1.498 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 65 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.3279998 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.6205004,0.009500056,-2.809998 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 66 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.3279998 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.6205004,0.009500056,-1.498 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 67 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.3279998 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.6205004,0.009500056,-1.825999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 68 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.3279998 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.6205004,0.009500056,-2.153999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 69 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.3279998 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.6205004,0.009500056,-2.481999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 70 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.2899998 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.2845003,0.009499996,-2.305 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 71 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.2899998 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.2845003,0.009499996,-2.015 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 72 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.1959998 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 0.04649991,0.009500056,-1.432 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 73 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.1960001 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 0.04649991,0.009500056,-2.904 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 74 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.16 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.2845003,0.009499996,-2.594001 0,-45,0,45,0,0,0,0 0,0,0,0 0,0,0,0 0 75 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.16 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.2845003,0.009499996,-2.754001 0,-45,0,45,0,0,0,0 0,0,0,0 0,0,0,0 0 76 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.16 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.2845003,0.009499996,-2.914001 0,-45,0,45,0,0,0,0 0,0,0,0 0,0,0,0 0 77 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.16 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 -0.2845003,0.009499996,-3.074 0,-45,0,45,0,0,0,0 0,0,0,0 0,0,0,0 0 78 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.158 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 0.04649991,0.009500056,-1.929 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 79 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.158 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 0.04649991,0.009500056,-2.407 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 80 false 1 1 SPF 1x4材 true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599978,0.012,0.2760007 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 0.7390014,0.006000012,-1.472 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 81 false 3 3 シナベニヤ 12mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05600012,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 0.800001,0.005999982,-1.484 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 82 false 3 3 シナベニヤ 12mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599977,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 0.8610002,0.006000012,-1.484 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 83 false 3 3 シナベニヤ 12mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599978,0.012,0.2760007 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 0.7390014,0.006000012,-1.748001 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 84 false 3 3 シナベニヤ 12mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05600012,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 0.800001,0.005999982,-1.784 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 85 false 3 3 シナベニヤ 12mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599977,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 0.8610002,0.006000012,-1.784 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 86 false 3 3 シナベニヤ 12mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599977,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 0.9220002,0.006000012,-1.484 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 87 false 3 3 シナベニヤ 12mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05599978,0.012,0.2760007 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 0.7390014,0.006000012,-2.024002 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 88 false 3 3 シナベニヤ 12mm true false false <_2xBoard> 3 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.05600012,0.012,0.3 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 0.9220004,0.006000012,-1.784 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 89 false 3 3 シナベニヤ 12mm true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.038,0.019,1.668 0.038,0.019,0.91 0.4 150 1 0 false false 0,0,0,1 0.2879987,0.009499996,-2.168 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 90 false 1 1 SPF 1x2材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.025,0.019,0.3200001 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 0.01449972,0.009500056,-1.69 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 91 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.025,0.019,0.3200001 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 0.01449972,0.009500056,-2.646 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 92 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.025,0.019,0.3200001 0.089,0.019,1.82 0.4 300 1 0 false false 0,0,0,1 0.01449972,0.009500056,-2.168 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 93 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.06,0.06,1.828 0.06,0.06,1.8 0.4 1200 1 0 false false 0,0,0,1 -1.53,0.03,-2.248 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 94 false 1 1 ホワイトウッド 60角 true true false <_2xLumber> 3 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.06,0.06,1.828 0.06,0.06,1.8 0.4 1200 1 0 false false 0,0,0,1 -1.420999,0.03,-2.248 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 95 false 1 1 ホワイトウッド 60角 true true false <_2xLumber> 3 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 0,0,0,1 -1.1635,0.009499996,-2.244 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 96 false 1 1 SPF 1x4材 true true false <_2xLumber> 3 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 0,0,0,1 1.5345,0.009500056,-2.244 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 97 false 1 1 SPF 1x4材 true true false <_2xLumber> 3 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 0,0,0,1 -0.6205004,0.009500056,-2.244 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 98 false 1 1 SPF 1x4材 true true false <_2xLumber> 3 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 0,0,0,1 -0.2845003,0.009499996,-2.244 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 99 false 1 1 SPF 1x4材 true true false <_2xLumber> 3 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 0,0,0,1 0.04649991,0.009500056,-2.244 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 100 false 1 1 SPF 1x4材 true true false <_2xLumber> 3 eModelTypeLumber 1,1,0.8,1 0,0,0,0 0 0 -1 0.038,0.019,1.828 0.038,0.019,0.91 0.4 150 1 0 false false 0,0,0,1 0.2879987,0.009499996,-2.248 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 101 false 1 1 SPF 1x2材 true true false <_2xBoard> 3 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.6,0.012,0.9 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 1.011001,0.006000012,-1.784 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 102 false 3 3 シナベニヤ 12mm true true false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.06,0.06,0.01 0.06,0.06,1.8 0.4 1200 1 0 false false 0.7071068,0,0,0.7071069 -1.420999,0.004999995,-1.266499 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 103 false 1 1 ホワイトウッド 60角 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.06,0.06,0.01 0.06,0.06,1.8 0.4 1200 1 0 false false 0.7071068,0,0,0.7071069 -1.53,0.004999995,-1.266499 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 104 false 1 1 ホワイトウッド 60角 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.01 0.089,0.019,1.82 0.4 300 1 0 false false 0.7071068,0,0,0.7071069 -1.1635,0.004999995,-1.286999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 105 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.01 0.089,0.019,1.82 0.4 300 1 0 false false 0.7071068,0,0,0.7071069 1.533501,0.004999995,-1.286999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 106 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.01 0.089,0.019,1.82 0.4 300 1 0 false false 0.7071068,0,0,0.7071069 -0.6244997,0.004999995,-1.286999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 107 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.01 0.089,0.019,1.82 0.4 300 1 0 false false 0.7071068,0,0,0.7071069 -0.2854992,0.004999995,-1.286999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 108 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.089,0.019,0.01 0.089,0.019,1.82 0.4 300 1 0 false false 0.7071068,0,0,0.7071069 0.04350108,0.004999995,-1.286999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 109 false 1 1 SPF 1x4材 true false false <_2xLumber> 3 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.038,0.019,0.01 0.038,0.019,0.91 0.4 150 1 0 false false 0.7071068,0,0,0.7071069 0.2879987,0.004999995,-1.286999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 110 false 1 1 SPF 1x2材 true false false <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.6750002 0.089,0.038,1.82 0 0 1 0 false false 2.160669E-07,-1.000001,1.043081E-07,3.019807E-14 -1.56,0.06000009,-1.6715 Non Non Non 0 111 false 0 0 675.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,1.668 0.089,0.038,1.82 0 0 1 0 false false 2.160669E-07,-1.000001,1.043081E-07,3.019807E-14 -1.208,0.01900008,-2.168 Non Non Non 0 112 false 0 0 1668.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.3400002 0.089,0.038,1.82 0 0 1 0 false false 2.160669E-07,-1.000001,1.043081E-07,3.019807E-14 1.49,0.01900014,-1.504 Non Non Non 0 113 false 0 0 340.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.3279996 0.089,0.038,1.82 0 0 1 0 false false 2.160669E-07,-1.000001,1.043081E-07,3.019807E-14 -0.3290004,0.01900003,-1.498 Non Non Non 0 114 false 0 0 328.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.3279996 0.089,0.038,1.82 0 0 1 0 false false 2.160669E-07,-1.000001,1.043081E-07,3.019807E-14 -0.6650006,0.01900014,-1.498 Non Non Non 0 115 false 0 0 328.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.29 0.089,0.038,1.82 0 0 1 0 false false 2.160669E-07,-1.000001,1.043081E-07,3.019807E-14 -0.3290004,0.01900008,-2.015 Non Non Non 0 116 false 0 0 290.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.1599998 0.089,0.038,1.82 0 0 1 0 false false 2.160669E-07,-1.000001,1.043081E-07,3.019807E-14 -0.3290004,8.150931E-08,-2.594001 Non Non Non 0 117 false 0 0 160.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,1.668108 0.089,0.038,1.82 0 0 1 0 false false 0.005691672,0,0,0.9999839 0.3069988,0.009500082,-2.168 Non Non Non 0 118 false 0 0 1668.1 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,1.668 0.089,0.038,1.82 0 0 1 0 false false 2.160669E-07,-1.000001,1.043081E-07,3.019807E-14 0.001999915,5.587935E-08,-2.168 Non Non Non 0 119 false 0 0 1668.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.1959996 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.09099989,5.587935E-08,-1.432 Non Non Non 0 120 false 0 0 196.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.3200002 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.09099989,5.587935E-08,-1.69 Non Non Non 0 121 false 0 0 320.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.158 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.09099989,5.587935E-08,-1.929 Non Non Non 0 122 false 0 0 158.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.3200002 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.09099989,5.587935E-08,-2.168 Non Non Non 0 123 false 0 0 320.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.158 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.09099989,5.587935E-08,-2.407 Non Non Non 0 124 false 0 0 158.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.3200002 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.09099989,5.587935E-08,-2.646 Non Non Non 0 125 false 0 0 320.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.1960001 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.09099989,5.587935E-08,-2.904 Non Non Non 0 126 false 0 0 196.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.2760005 0.089,0.038,1.82 0 0 1 0 false false 2.160669E-07,-1.000001,1.043081E-07,3.019807E-14 0.7110015,1.210719E-08,-1.472 Non Non Non 0 127 false 0 0 276.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.3000002 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.95,1.210719E-08,-1.484 Non Non Non 0 128 false 0 0 300.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xComment> 3 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.4147977,0.05239705,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,-0.7071069 0.7935014,0.03500001,-2.118001 Non Non Non 0 129 false 0 0 引き出し背面 x3 false false false 0 1 0.2 0.2 0.2 1 0.7390014 0.006000012 -2.05800152 0 0 0 eEndQube <_2xComment> 3 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.4233711,0.05324335,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,-0.7071069 0.3315011,0.03500001,-2.554001 Non Non Non 0 130 false 0 0 前面下部 1x2材 false false false 0 1 0.2 0.2 0.2 1 0.287000716 0.006000012 -2.49400139 0 0 0 eEndQube <_2xComment> 3 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.4233711,0.05316975,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,-0.7071069 0.1625013,0.03500001,-3.062002 Non Non Non 0 131 false 0 0 前面上部 1x2材 false false false 0 1 0.2 0.2 0.2 1 0.04200059 0.006000012 -2.97200227 0 0 0 eEndQube <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.06400013 0.089,0.038,1.82 0 0 1 0 false false 0,-0.7071068,0,0.7071068 0.05899982,0.01900006,-2.806 Non Non Non 0 132 false 0 0 64.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xComment> 3 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.3047418,0.05265462,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,-0.7071069 -1.078499,0.03500001,-3.090004 Non Non Non 0 133 false 0 0 背面 1x4材 false false false 0 1 0.2 0.2 0.2 1 -1.12299931 0.006000012 -2.98800445 0 0 0 eEndQube <_2xComment> 3 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.6210006,0.05401606,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,-0.7071069 -1.079499,0.03500001,-2.823001 Non Non Non 0 134 false 0 0 補強（引き出し受け）x6 false false false 0 1 0.2 0.2 0.2 1 -0.6479999 0.006000012 -2.45500064 0 0 0 eEndQube <_2xComment> 3 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.4147977,0.05239705,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,-0.7071069 1.663501,0.03500001,-2.313001 Non Non Non 0 135 false 0 0 引き出し背面 x3 false false false 0 1 0.2 0.2 0.2 1 1.57000124 0.006000012 -2.25300145 0 0 0 eEndQube <_2xComment> 3 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.2085947,0.05298578,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,-0.7071069 -0.5514995,0.03500001,-2.322001 Non Non Non 0 136 false 0 0 側面 x2 false false false 0 1 0.2 0.2 0.2 1 -0.3100005 0.0260000117 -2.23199987 0 0 0 eEndQube <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.02499986 0.089,0.038,1.82 0 0 1 0 false false 0,-0.7071068,0,0.7071068 0.01449984,0.01900006,-2.657 Non Non Non 0 137 false 0 0 25.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xComment> 3 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.4147977,0.05258102,0 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,-0.7071069 1.663501,0.03500001,-2.054001 Non Non Non 0 138 false 0 0 引き出し底面 x3 false false false 0 1 0.2 0.2 0.2 1 1.98600113 0.006000012 -1.8020016 0 0 0 eEndQube <_2xBoard> 0 eModelTypePineBoard 0.5137255,0.2352941,0.04705882,1 0,0,0,0 0 0 -1 0.45,0.025,1.828 0.45,0.025,0.9 0.5 2800 1 0 false false 0,0.7071068,0,0.7071069 0,0.6875,-2.980232E-08 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1 false 2 2 パイン集成材 25mm false false false <_2xDimension> 0 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,0.7 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,0,0,0.7071068 0.9139999,0.35,0.2250004 Non Non Non 0 2 false 0 0 700.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xLumber> 1 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.06,0.06,0.675 0.06,0.06,1.8 0.4 1200 1 0 false false 0.7071068,0,0,0.7071069 -0.8749999,0.3375,0.1749997 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 3 false 1 1 ホワイトウッド 60角 false false false <_2xLumber> 1 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.06,0.06,0.675 0.06,0.06,1.8 0.4 1200 1 0 false false 0.7071068,0,0,0.7071069 0.853,0.3375,0.1750003 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 4 false 1 1 ホワイトウッド 60角 false false false <_2xLumber> 1 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.06,0.06,0.675 0.06,0.06,1.8 0.4 1200 1 0 false false 0.7071068,0,0,0.7071069 0.8530002,0.3375,-0.1749995 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 5 false 1 1 ホワイトウッド 60角 false false false <_2xLumber> 1 eModelTypeLumber 1,1,1,1 0,0,0,0 0 0 -1 0.06,0.06,0.675 0.06,0.06,1.8 0.4 1200 1 0 false false 0.7071068,0,0,0.7071069 -0.8749997,0.3375,-0.1750001 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 6 false 1 1 ホワイトウッド 60角 false false false <_2xDimension> 1 eModelTypeDimension 1,1,1,1 0,0,0,0 0 0 -1 0.3,0,0.12 0.089,0.038,1.82 0 0 1 0 false false 1.228771E-07,0.7071068,0,0.7071068 -0.25,0.6750001,0.1639996 Non Non Non 0 19 false 0 0 120.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,1,1 0,0,0,0 0 0 -1 0.3,0,0.32 0.089,0.038,1.82 0 0 1 0 false false 1.228771E-07,0.7071068,0,0.7071068 -0.4890001,0.6750001,0.1639996 Non Non Non 0 20 false 0 0 320.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,1,1 0,0,0,0 0 0 -1 0.3,0,0.32 0.089,0.038,1.82 0 0 1 0 false false 1.228771E-07,0.7071068,0,0.7071068 -0.01100002,0.6750001,0.1639996 Non Non Non 0 21 false 0 0 320.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,1,1 0,0,0,0 0 0 -1 0.3,0,0.32 0.089,0.038,1.82 0 0 1 0 false false 1.228771E-07,0.7071068,0,0.7071068 0.467,0.6750003,0.1639997 Non Non Non 0 22 false 0 0 320.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,1,1 0,0,0,0 0 0 -1 0.3,0,0.12 0.089,0.038,1.82 0 0 1 0 false false 1.228771E-07,0.7071068,0,0.7071068 0.228,0.6750002,0.1639997 Non Non Non 0 23 false 0 0 120.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,1,1 0,0,0,0 0 0 -1 0.3,0,0.177 0.089,0.038,1.82 0 0 1 0 false false 1.228771E-07,0.7071068,0,0.7071068 -0.7565001,0.6750001,0.1639996 Non Non Non 0 24 false 0 0 177.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,1,1 0,0,0,0 0 0 -1 0.3,0,0.176999 0.089,0.038,1.82 0 0 1 0 false false 1.228771E-07,0.7071068,0,0.7071068 0.7344997,0.6750003,0.1639997 Non Non Non 0 25 false 0 0 177.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 0 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3,0,1.828 0.089,0.038,1.82 0 0 1 0 false false 1.713634E-07,0.7071071,1.490116E-08,0.7071074 5.960464E-08,0.7,-0.225 Non Non Non 0 139 false 0 0 1828.0 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top eCutListPartsTypeSeparator 0.45,0.025,0.9 450.0mm x 25.0mm eModelTypePineBoard eCutListPartsTypeBase 1 partsArrangeTop partsArrangeLeft 0,0 0.45,0.025,0.9 2800 eModelTypePineBoard パイン集成材 25mm 5062 0.5 eCutListPartsTypeSeparator 0.06,0.06,1.8 60.0mm x 60.0mm eModelTypeLumber eCutListPartsTypeBase 3 partsArrangeTop partsArrangeLeft 0,0 4 partsArrangeTop partsArrangeLeft 0.678,0 0.06,0.06,1.8 1200 eModelTypeLumber ホワイトウッド 60角 2592 0.4 eCutListPartsTypeBase 5 partsArrangeTop partsArrangeLeft 0,0 6 partsArrangeTop partsArrangeLeft 0.678,0 0.06,0.06,1.8 1200 eModelTypeLumber ホワイトウッド 60角 2592 0.4 eCutListPartsTypeSeparator 0.91,0.012,1.82 910.0mm x 12.0mm eModelTypePlyWood eCutListPartsTypeBase 33 partsArrangeTop partsArrangeLeft 0,0 34 partsArrangeTop partsArrangeLeft 0.303,0 35 partsArrangeTop partsArrangeLeft 0.606,0 41 partsArrangeTop partsArrangeLeft 0.8850007,0 42 partsArrangeTop partsArrangeLeft 1.188001,0 43 partsArrangeTop partsArrangeLeft 1.491001,0 46 partsArrangeTop partsArrangeLeft -2.980232E-08,0.05900012 47 partsArrangeTop partsArrangeLeft 0.303,0.05900012 48 partsArrangeTop partsArrangeLeft 0.606,0.05900045 0.91,0.012,1.82 4600 eModelTypePlyWood シナベニヤ 12mm 9937 0.5 eCutListPartsTypeSeparator 0.91,0.004,1.82 910.0mm x 4.0mm eModelTypePlyWood eCutListPartsTypeBase 36 partsArrangeTop partsArrangeLeft 0,0 44 partsArrangeTop partsArrangeLeft 0.3029997,0 49 partsArrangeTop partsArrangeLeft 0.6059994,0 0.91,0.004,1.82 1300 eModelTypePlyWood ラワンベニヤ 4mm 3312 0.5 eCutListPartsTypeSeparator 0.03799999,0.03799999,0.018 φ38.0mm x 18.0mm eModelTypeRoundBoard eCutListPartsTypeBase 50 partsArrangeTop partsArrangeLeft 0,0 0.03799999,0.03799999,0.018 17.8271523 eModelTypeRoundBoard パイン丸板 10 0.5 eCutListPartsTypeBase 51 partsArrangeTop partsArrangeLeft 0,0 0.03799999,0.03799999,0.018 17.8271523 eModelTypeRoundBoard パイン丸板 10 0.5 eCutListPartsTypeBase 52 partsArrangeTop partsArrangeLeft 0,0 0.03799999,0.03799999,0.018 17.8271523 eModelTypeRoundBoard パイン丸板 10 0.5 eCutListPartsTypeSeparator 0.089,0.019,3.658 89.0mm x 19.0mm eModelTypeLumber eCutListPartsTypeBase 39 partsArrangeTop partsArrangeLeft 0,0 40 partsArrangeTop partsArrangeLeft 0.343,0 45 partsArrangeTop partsArrangeLeft 0.686,0 11 partsArrangeTop partsArrangeLeft 1.029,0 9 partsArrangeTop partsArrangeLeft 1.322,0 37 partsArrangeTop partsArrangeLeft 2.993,0 38 partsArrangeTop partsArrangeLeft 3.324,0 0.089,0.019,3.658 798 eModelTypeLumber SPF 1x4材（Kicori便 専用） 3410 0.551273465 eCutListPartsTypeBase 15 partsArrangeTop partsArrangeLeft 0,0 16 partsArrangeTop partsArrangeLeft 0.3309998,0 17 partsArrangeTop partsArrangeLeft 0.6619996,0 18 partsArrangeTop partsArrangeLeft 0.9929994,0 14 partsArrangeTop partsArrangeLeft 1.323999,0 10 partsArrangeTop partsArrangeLeft 1.486999,0 13 partsArrangeTop partsArrangeLeft 1.779999,0 8 partsArrangeTop partsArrangeLeft 1.942999,0 26 partsArrangeTop partsArrangeLeft 2.141999,0 27 partsArrangeTop partsArrangeLeft 2.340999,0 28 partsArrangeTop partsArrangeLeft 2.501999,0 7 partsArrangeTop partsArrangeLeft 2.662999,0 12 partsArrangeTop partsArrangeLeft 2.825999,0 0.089,0.019,3.658 798 eModelTypeLumber SPF 1x4材（Kicori便 専用） 3410 0.551273465 eCutListPartsTypeBase 32 partsArrangeTop partsArrangeLeft 0,0 29 partsArrangeBottom partsArrangeLeft 0,0 31 partsArrangeBottom partsArrangeLeft 0.3230001,0 30 partsArrangeBottom partsArrangeLeft 0.6460002,0 0.089,0.019,3.658 798 eModelTypeLumber SPF 1x4材（Kicori便 専用） 3410 0.551273465