<_2xModel> 3.0 0.122819840908051,0.51252019405365,0.887976229190826 1.57639788314434,1.13214501014719,5.05038450397065 eViewPerspective 20 4.4522428823623246 0.10000000149011612 504.45224288236233 7.9999008178710937 19.25 eViewingEye false eDrawFaceAndEdge false e_TextSizeMedium false e_PersWeak eDrawFaceAndEdge <_2xLayer> <_2xLayerInfoItem> 完成図（半円加工イメージ） 83 0.122819840908051,0.51252019405365,0.887976229190826 1.57639788314434,1.13214501014719,5.05038450397065 eViewPerspective 20 4.4522428823623246 0.10000000149011612 504.45224288236233 7.9999008178710937 19.25 eViewingEye false eDrawFaceAndEdge false true <_2xLayerVisibleList> false 111 false 110 false 112 true 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 true 60 true 51 true 53 false 58 true 55 true 50 false 72 true 52 true 63 false 81 true 90 true 89 true 79 true 67 true 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false 115 false false #FF000000 <_2xLayerInfoItem> すべての材料オブジェクトを表示 111 -1.56669819355011,1.63836646080017,0.0210033264011145 -1.50957904225081,6.14588581286037,13.1116654451339 eViewPerspective 20 13.84508678244625 0.10000000149011612 513.84508678244629 19 0.25 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> true 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 true 60 true 51 true 53 true 58 true 55 true 50 true 72 true 52 true 63 true 81 false 90 false 89 true 79 true 67 true 82 true 92 false 80 true 108 true 101 true 106 true 107 true 97 true 104 true 105 false 85 false 86 false 87 false 84 true 115 false false #FF000000 <_2xLayerInfoItem> フォルダ構成について①(ピクチャ画像） 110 -2.96917939186096,0,4.34477376937866 -2.96917939186096,5.92784960332988,4.34478403081063 eViewTop 20 5.9278496033387595 0.10000000149011612 505.92784960333876 89.9999008178711 0 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 true 110 true 112 true 116 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 115 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> フォルダ構成について②(ピクチャ画像） 112 -2.96127557754517,0,5.99469184875488 -2.96127557754517,5.92784960332988,5.99470211018685 eViewTop 20 5.9278496033387595 0.10000000149011612 505.92784960333876 89.9999008178711 0 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 true 110 true 112 true 116 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 115 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> フォルダ構成について③(ピクチャ画像） 116 -2.96522736549377,0,7.6604175567627 -2.96522736549377,5.92784960332988,7.66042781819466 eViewTop 20 5.9278496033387595 0.10000000149011612 505.92784960333876 89.9999008178711 0 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 true 110 true 112 true 116 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 115 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 製作手順（ピクチャ画像） 117 -3.00207877159119,0,8.21447372436523 -3.00207877159119,5.63145711874679,8.2144834727256 eViewTop 20 5.63145711875523 0.10000000149011612 505.63145711875524 89.9999008178711 0 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 116 true 117 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 115 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 構造説明図（半円加工イメージ・Front表示） 91 0.30869996547699,0.663347363471985,0.886839926242828 0.30869996547699,0.663347363471985,6.3804599815477 eViewFront 20 5.4936200553048709 0.10000000149011612 505.49362005530486 0 0 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 true 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 true 60 true 51 true 53 false 58 true 55 true 50 false 72 true 52 true 63 false 81 true 90 true 89 true 79 true 67 true 82 true 92 true 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 完成図（変形シミュレーション1・半円加工イメージ） 93 -2.93901371955872,0.593095898628235,0.343845069408417 -2.30269717018341,1.13016722709025,6.15401000601002 eViewPerspective 20 5.8695281712740384 0.10000000149011612 505.86952817127406 5.25 6.25 eViewingEye false eDrawFaceAndEdge true false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 true 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 true 108 true 101 false 106 false 107 true 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 完成図（変形シミュレーション2・半円加工イメージ） 109 -3.11754751205444,0.48065322637558,0.283342659473419 -3.51428929068878,1.74154744951723,5.9570144258174 eViewPerspective 20 5.8256166706259274 0.10000000149011612 505.82561667062595 12.5 -4 eViewingEye false eDrawFaceAndEdge true false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 true 108 false 101 true 106 false 107 false 97 true 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 完成図（変形シミュレーション3・半円加工イメージ） 102 -2.80787658691406,0.400847375392914,0.198006197810173 -4.84235992341977,1.42519558512396,5.63947905866429 eViewPerspective 20 5.8989862346601933 0.10000000149011612 505.89898623466019 10 -20.5 eViewingEye false eDrawFaceAndEdge true false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 true 108 false 101 false 106 true 107 false 97 false 104 true 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 完成図（★木取り図対象の表示） 98 0.150377050042152,0.501596868038177,0.878453969955444 1.31309365515751,0.943435140816045,4.74173828310498 eViewPerspective 20 4.0585830837041668 0.10000000149011612 504.05858308370415 6.2499008178710938 16.75 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 true 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 true 60 true 51 true 53 true 58 true 55 true 50 true 72 true 52 true 63 true 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 木取り図2×4（caDIY3D用） 113 0.24194423854351,0.010552785359323,-7.95075225830078 0.24194423854351,6.33729000661261,-7.95074130637252 eViewTop 20 6.3267372212627668 0.10000000149011612 506.32673722126276 89.9999008178711 0 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 83 false 111 false 110 false 112 false 116 false 117 false 91 false 93 false 109 false 102 false 98 true 113 true 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 true 115 false 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 木取り図１×4（caDIY3D用） 114 0.258645325899124,0.010552785359323,-5.84566974639893 0.258645325899124,6.9683425116795,-5.84565770208426 eViewTop 20 6.9577897263306037 0.10000000149011612 506.95778972633059 89.9999008178711 0 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 true 113 true 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 true 115 false false #FF000000 <_2xLayerInfoItem> ビス位置　テーブル上面 47 -0.149470448493958,0.720768094062805,-0.194936379790306 -0.649334625319093,1.15623922358831,0.380091577130867 eViewPerspective 20 0.87758558053572677 0.10000000149011612 500.87758558053571 29.749900817871094 -41 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 true 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 true 60 true 51 true 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス位置　テーブル裏面 48 -0.0154095338657498,0.851967811584473,-0.0273048393428326 -0.544766109568389,0.033967210119047,-0.717175760078849 eViewPerspective 20 1.1938447367704821 0.10000000149011612 501.19384473677047 -43.249900817871094 217.5 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 true 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 true 60 true 51 true 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス位置　テーブル側面ストッパー 49 -0.198020279407501,0.662806332111359,-0.256976157426834 -0.454753621903435,0.578996494640485,-0.795228803309195 eViewPerspective 20 0.60220595215041739 0.10000000149011612 500.60220595215043 -7.9999008178710937 205.5 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 true 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 true 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス位置　テーブル部L脚 59 0.230122566223145,0.696875870227814,0.834984123706818 0.479108464257439,0.837212414244999,0.0571523991844126 eViewPerspective 20 0.82867998327468384 0.10000000149011612 500.8286799832747 9.75 162.25 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 true 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 true 51 true 53 true 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス位置　座席R座面 54 -0.533603310585022,0.366477489471436,-0.220102906227112 -1.46648981448476,0.99176361338821,0.286413138181027 eViewPerspective 20 1.2319977553404908 0.10000000149011612 501.2319977553405 30.5 -421.5 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 true 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 true 55 true 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス位置　座席R脚1 56 -0.464835464954376,0.201408937573433,-0.218354463577271 -1.0248784124081,0.799316032373712,1.2795484412046 eViewPerspective 20 1.7072943826883307 0.10000000149011612 501.7072943826883 20.5 -20.5 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 true 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 true 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス位置　座席R脚2 57 -0.388676315546036,0.159594371914864,-0.243175089359283 -0.844890495688384,0.0169588091214764,1.32202485508232 eViewPerspective 20 1.6365595461260609 0.10000000149011612 501.63655954612608 -5 -16.25 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 true 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 true 50 true 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス位置　座席L座面 61 0.620818734169006,0.383866369724274,-0.102921925485134 0.953564480013925,1.16725473099258,0.491238356476248 eViewPerspective 20 1.0379997575187423 0.10000000149011612 501.03799975751872 49 29.25 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 true 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 true 52 true 63 false 81 false 90 false 89 false 79 false 67 true 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス位置　座席L脚 62 0.529533803462982,0.234085574746132,0.0846235603094101 -0.257371295241784,0.632042104657304,1.69801810714213 eViewPerspective 20 1.8386492318590968 0.10000000149011612 501.83864923185911 12.5 -26 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 true 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 true 63 false 81 false 90 false 89 false 79 false 67 true 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス位置　座席L貫 64 0.807495355606079,0.148775026202202,0.701389670372009 2.06840409860381,0.0350373478408543,1.40753249558096 eViewPerspective 20 1.4496429930300909 0.10000000149011612 501.44964299303007 -4.5 60.75 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 true 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 true 63 false 81 false 90 false 89 false 79 false 67 true 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 穴加工　テーブル部天板受け 74 0.081755056977272,0.724884986877441,1.03074193000793 0.439071289564397,0.936826170828302,2.14699752354685 eViewPerspective 20 1.1910585651560848 0.10000000149011612 501.19105856515608 10.25 17.75 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 true 74 false 75 false 73 false 76 false 88 true 60 true 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 true 90 false 89 false 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 穴加工・半円加工　テーブル部L脚 75 0.319818049669266,0.449892282485962,0.926388204097748 0.660868875876462,0.688657698721879,3.07969837464461 eViewPerspective 20 2.1931870145127808 0.10000000149011612 502.19318701451277 6.25 9 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 true 75 false 73 false 76 false 88 true 60 true 51 false 53 true 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 true 89 true 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 穴加工・半円加工　座席R　 73 -0.122445695102215,0.575735032558441,1.00186562538147 0.89908633520044,1.9222767183951,3.88658308880708 eViewPerspective 20 3.3433960346364624 0.10000000149011612 503.34339603463644 23.75 19.5 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 true 73 false 76 false 88 false 60 false 51 false 53 false 58 true 55 true 50 true 72 false 52 false 63 false 81 false 90 false 89 false 79 true 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 穴加工・半円加工　座席L 76 0.530819058418274,0.250702083110809,0.775498569011688 0.88845666202617,0.526513767996491,2.70513840146043 eViewPerspective 20 1.9817887435361772 0.10000000149011612 501.98178874353619 8 10.5 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 true 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 true 63 true 81 false 90 false 89 false 79 false 67 true 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> 組立寸法図　テーブル部L脚位置 88 -0.0309255849570036,0.428757339715958,0.76381641626358 -1.50916336682482,0.965994279056011,2.11837177839943 eViewPerspective 20 2.0757241381802043 0.10000000149011612 502.07572413818019 15 -47.5 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 true 88 false 60 true 51 true 53 true 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 true 79 false 67 false 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false 115 false false #FF000000 <_2xLayerInfoItem> ★テーブル部(天板のみ) 60 true <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> ★テーブル部(天板除く) 51 true <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> ★テーブル部側面ストッパー 53 true <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> ★テーブル部L脚 58 false <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> ★座席R座面部 55 true <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> ★座席R脚部1 50 true <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> ★座席R脚部2 72 false <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> ★座席L座面部 52 true <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> ★座席L脚部1 63 true <_2xLayerVisibleList> false 37 false 41 false 42 false 17 false 34 false 35 false 39 false 40 false 44 false 43 false 46 false 45 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 true 62 false 60 false 51 false 53 false 58 false 55 false 50 false 52 true 63 false false #FFFFC000 <_2xLayerInfoItem> ★座席L脚部2 81 false <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> 木取り図用材料オブジェクト 115 false <_2xLayerVisibleList /> false false #FF000000 <_2xLayerInfoItem> R側ボルト 90 true <_2xLayerVisibleList /> false false #FF000000 <_2xLayerInfoItem> L側ボルト 89 true <_2xLayerVisibleList /> false false #FF000000 <_2xLayerInfoItem> テーブル部L脚（半円加工イメージ） 79 true <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> 座席R脚部2（半円加工イメージ） 67 true <_2xLayerVisibleList> false 37 false 41 false 42 false 17 false 34 false 35 false 39 false 40 false 44 false 43 false 46 false 45 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 60 false 51 false 53 false 58 true 55 true 50 true 72 false 52 false 63 false 65 false 66 false 67 false 69 false 70 false 71 true 73 false 74 false 75 false 76 false false #FFFFC000 <_2xLayerInfoItem> 座席L脚部2(半円加工イメージ) 82 true <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> ベンチの背もたれ（テーブル部）(構造説明図（Front表示）) 92 false <_2xLayerVisibleList /> false false #FF000000 <_2xLayerInfoItem> ダミー軸(構造説明図（Front表示）) 80 false <_2xLayerVisibleList /> false false #FF000000 <_2xLayerInfoItem> 変形シミュレーション用座席L部 108 false <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> 変形シミュレーション用テーブル部1 101 false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 true 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 79 false 67 false 82 false 92 false 80 true 108 true 101 false 106 false 107 true 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FFFFC000 <_2xLayerInfoItem> 変形シミュレーション用テーブル部2 106 false <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> 変形シミュレーション用テーブル部3 107 false <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> 変形シミュレーション用座席R部1 97 false <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> 変形シミュレーション用座席R部2 104 false <_2xLayerVisibleList> false 39 false 40 false 83 false 110 false 112 false 91 false 93 false 109 false 102 false 98 false 47 false 48 false 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 false 60 false 51 false 53 false 58 false 55 false 50 false 72 false 52 false 63 false 81 false 90 false 89 false 77 false 78 false 79 false 67 false 82 false 92 false 80 true 108 false 101 true 106 false 107 false 97 true 104 false 105 false 85 false 86 false 87 false 84 false 111 false false #FFFFC000 <_2xLayerInfoItem> 変形シミュレーション用座席R部3 105 false <_2xLayerVisibleList /> false false #FFFFC000 <_2xLayerInfoItem> ビス干渉チェック　テーブル ストッパー　 85 -0.201842099428177,0.696759819984436,-0.256159991025925 -0.221598449901974,0.874472167186253,-1.01062457695229 eViewPerspective 20 0.77536365864609524 0.10000000149011612 500.77536365864609 13.249900817871094 181.5 eViewingEye false eDrawEdgeOnly false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 true 47 true 48 true 49 false 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 true 60 true 51 true 53 false 58 true 55 true 50 false 72 true 52 true 63 false 81 true 90 true 89 true 79 true 67 true 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス干渉チェック　テーブルL脚 86 0.224030926823616,0.675822138786316,0.883551836013794 0.272253815413824,0.621028681246376,1.61929093979206 eViewPerspective 20 0.739350930750488 0.10000000149011612 500.7393509307505 -4.2500991821289062 363.75 eViewingEye false eDrawEdgeOnly false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 true 47 false 48 false 49 true 59 false 54 false 56 false 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 true 60 true 51 true 53 false 58 true 55 true 50 false 72 true 52 true 63 false 81 true 90 true 89 true 79 true 67 true 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス干渉チェック　座席R 87 -0.502195715904236,0.320719599723816,-0.309982240200043 -0.497978115802249,0.746034337792227,-1.27657884801266 eViewPerspective 20 1.056039495854056 0.10000000149011612 501.05603949585407 23.749900817871094 179.75 eViewingEye false eDrawEdgeOnly false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 true 54 true 56 true 57 false 61 false 62 false 64 false 74 false 75 false 73 false 76 false 88 true 60 true 51 true 53 false 58 true 55 true 50 false 72 true 52 true 63 false 81 true 90 true 89 true 79 true 67 true 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xLayerInfoItem> ビス干渉チェック　座席L 84 0.616874933242798,0.269402414560318,-0.154431015253067 0.705368313106,0.601185155449586,-1.71284888729931 eViewPerspective 20 1.5957998400002271 0.10000000149011612 501.59579984000021 11.999900817871094 176.75 eViewingEye false eDrawEdgeOnly false false <_2xLayerVisibleList> false 111 false 110 false 112 false 83 false 91 false 93 false 109 false 102 false 98 false 113 false 114 false 47 false 48 false 49 false 59 false 54 false 56 false 57 true 61 true 62 true 64 false 74 false 75 false 73 false 76 false 88 true 60 true 51 true 53 false 58 true 55 true 50 false 72 true 52 true 63 false 81 true 90 true 89 true 79 true 67 true 82 false 92 false 80 false 108 false 101 false 106 false 107 false 97 false 104 false 105 false 85 false 86 false 87 false 84 false false #FF000000 <_2xObject> <_2xCylinder> 101 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-1.789147E-08,1 -2.670916,0.3174505,0.848837 Non 0,0,0,0 0,0,0,0 120 998 false 0 南洋材丸棒 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-1.789147E-08,1 -2.912343,0.72101,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 983 false 1 SPF 1x4材 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 0.4999996,-0.4999993,0.4999993,-0.4999996 -2.959342,0.6670101,0.886839 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 996 false 1 SPF 2x4材 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-1.789147E-08,1 -2.818344,0.7210099,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 993 false 1 SPF 1x4材 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-1.789147E-08,1 -3.006343,0.7210099,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 982 false 1 SPF 1x4材 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-1.789147E-08,1 -3.194342,0.7210102,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 984 false 1 SPF 1x4材 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0.5000001,0.5000002,0.5000001,0.5000002 -3.196366,0.6670103,0.9248391 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 975 false 1 SPF 2x4材 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-1.789147E-08,1 -3.194342,0.6130099,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 977 false 1 SPF 1x4材 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-1.789147E-08,1 -3.100343,0.61301,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 978 false 1 SPF 1x4材 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-1.789147E-08,1 -3.100342,0.7210101,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 981 false 1 SPF 1x4材 true false false <_2xCylinder> 101 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-1.789147E-08,1 -3.127004,0.667424,0.8869078 Non 0,0,0,0 0,0,0,0 120 1015 false 0 南洋材丸棒 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-1.789147E-08,1 -3.006342,0.6130099,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 979 false 1 SPF 1x4材 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-1.789147E-08,1 -2.912343,0.6130109,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 980 false 1 SPF 1x4材 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-1.789147E-08,1 -2.724345,0.72101,0.3438389 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 994 false 1 SPF 1x4材 true false false <_2xLumber> 101 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.4645 0.089,0.038,1.82 0.4 350 0.7010573,0.09229587,0.09229587,0.7010573 -2.719622,0.4987691,0.848837 0,0,15,0,0,0,0,0 0.044,0.044,0,0 0,0,0,0 120 997 false 1 SPF 2x4材 true false false <_2xCylinder> 101 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.7933533,0.6087614 -2.671211,0.3175031,0.848837 Non 0,0,0,0 0,0,0,0 120 1003 false 0 南洋材丸棒 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 0.4999996,-0.4999993,0.4999993,-0.4999996 -2.959342,0.6670101,-0.1991611 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 995 false 1 SPF 2x4材 true false false <_2xCylinder> 101 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-1.789147E-08,1 -3.127004,0.667424,-0.1990923 Non 0,0,0,0 0,0,0,0 120 1014 false 0 南洋材丸棒 true false false <_2xLumber> 101 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0.5000002,0.5000001,0.5000002,0.5000001 -3.196366,0.6670103,-0.2371609 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 120 976 false 1 SPF 2x4材 true false false <_2xLumber> 101 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.4645 0.089,0.038,1.82 0.4 350 0.7010573,0.09229587,0.09229587,0.7010573 -2.719596,0.4986057,-0.1611589 0,0,15,0,0,0,0,0 0.044,0.044,0,0 0,0,0,0 120 999 false 1 SPF 2x4材 true false false <_2xCylinder> 101 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 3.162296E-08,0.9999999,-3.149572E-17,-7.675708E-09 -2.670893,0.3172879,-0.1611606 Non 0,0,0,0 0,0,0,0 120 1000 false 0 南洋材丸棒 true false false <_2xCylinder> 101 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.7933533,0.6087614 -2.671211,0.3175031,-0.1611629 Non 0,0,0,0 0,0,0,0 120 1006 false 0 南洋材丸棒 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.4191257 0.089,0.038,1.82 0.4 350 0.5,-0.5000001,0.5000001,-0.5000001 -3.44815,0.3177426,0.9628392 28,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 128 991 false 1 SPF 2x4材 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0.6087613,0.7933533 -3.664547,0.3211438,0.3438392 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 128 974 false 1 SPF 2x4材 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.823 0.089,0.038,1.82 0.4 350 0.6861027,-0.1710646,-0.1710646,0.6861027 -3.29951,0.3424416,0.9249077 28,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 128 1009 false 1 SPF 2x4材 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0,1 -3.589364,0.3812426,0.3438393 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 128 986 false 1 SPF 2x4材 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0,1 -3.487579,0.3812426,0.3438393 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 128 985 false 1 SPF 2x4材 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.019,0.362 0.089,0.019,1.82 0.4 300 0.7071059,3.062167E-07,-3.062167E-07,0.7071059 -3.48758,0.1812425,0.9343396 62,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 128 990 false 1 SPF 1x4材 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.2730001 0.089,0.038,1.82 0.4 350 0.7071068,0,0,0.7071068 -3.487579,0.1367425,0.9628392 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 128 992 false 1 SPF 2x4材 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.4191257 0.089,0.038,1.82 0.4 350 0.5,-0.5000001,0.5000001,-0.5000001 -3.44815,0.3177426,-0.2751607 28,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 128 988 false 1 SPF 2x4材 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.019,0.362 0.089,0.019,1.82 0.4 300 0.7071059,3.062167E-07,-3.062167E-07,0.7071059 -3.487579,0.1812425,-0.2466602 62,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 128 987 false 1 SPF 1x4材 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.2730001 0.089,0.038,1.82 0.4 350 0.7071068,0,0,0.7071068 -3.487579,0.1367425,-0.2751607 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 128 989 false 1 SPF 2x4材 true false false <_2xLumber> 97 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.823 0.089,0.038,1.82 0.4 350 0.6861027,-0.1710646,-0.1710646,0.6861027 -3.29951,0.3424415,-0.2370921 28,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 128 1007 false 1 SPF 2x4材 true false false <_2xCylinder> 97 eModelTypeCylinder 0,0,0,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -3.127103,0.6667675,0.9249077 Non 0,0,0,0 0,0,0,0 128 1010 false 0 南洋材丸棒 true false false <_2xCylinder> 97 eModelTypeCylinder 0,0,0,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -3.127004,0.6667675,-0.2370921 Non 0,0,0,0 0,0,0,0 128 1008 false 0 南洋材丸棒 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.413 0.089,0.038,1.82 0.4 350 0.5000001,-0.5000001,0.5000001,-0.5000001 -2.508683,0.3175002,0.8108371 -15,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 127 1001 false 1 SPF 2x4材 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.972 0.089,0.038,1.82 0.4 350 0,0,0,1 -2.37053,0.3810001,0.3438409 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 127 1021 false 1 SPF 2x4材 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.972 0.089,0.038,1.82 0.4 350 0,0,0,1 -2.47253,0.3810001,0.3438409 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 127 1016 false 1 SPF 2x4材 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 -0.7010576,0.09229591,-0.09229601,0.7010576 -2.647992,0.1809847,0.772837 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 127 1011 false 1 SPF 2x4材 true false false <_2xCylinder> 108 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -2.671211,0.3175034,0.810837 Non 0,0,0,0 0,0,0,0 127 1002 false 0 南洋材丸棒 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.4665 0.089,0.038,1.82 0.4 350 0.5000001,-0.5000001,0.5000001,-0.5000001 -2.48579,0.132531,0.8108371 -15,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 127 1012 false 1 SPF 2x4材 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.896 0.089,0.038,1.82 0.4 350 0,0,0.7933533,0.6087614 -2.256683,0.1769156,0.34384 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 127 1019 false 1 SPF 2x4材 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 0.09229597,-0.7010576,-0.7010576,0.09229597 -2.323604,0.1809847,-0.08515885 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 127 1020 false 1 SPF 2x4材 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.413 0.089,0.038,1.82 0.4 350 0.5000001,-0.5000001,0.5000001,-0.5000001 -2.508683,0.3175002,-0.1231589 -15,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 127 1004 false 1 SPF 2x4材 true false false <_2xCylinder> 108 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -2.671211,0.3175034,-0.1231629 Non 0,0,0,0 0,0,0,0 127 1005 false 0 南洋材丸棒 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.4665 0.089,0.038,1.82 0.4 350 0.5000001,-0.5000001,0.5000001,-0.5000001 -2.48579,0.132531,-0.1231629 -15,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 127 1017 false 1 SPF 2x4材 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 -0.7010576,0.09229591,-0.09229601,0.7010576 -2.647992,0.1809847,-0.08515885 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 127 1013 false 1 SPF 2x4材 true false false <_2xLumber> 108 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 0.09229597,-0.7010576,-0.7010576,0.09229597 -2.323604,0.1809847,0.772837 -15,0,15,0,0,0,0,0 0,0,0,0 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uyeGtZM6bnoqNZxva/s7IoM05MCZcS/Lj2S2HdOhIVZTKkc+8cU5ljoL7J2cDPfk/kMATCowKarhgrQUbzAGKItA//3C/7sjO4cJEuexuBKjYBhnvvxOq2PmLAnDVAC5H27+QX248AXYTHlWrTgqdW6tL3hDyyECPzoaO1J8QR+uiCT456rPTSOkul/KEQ7s9SN4Z0TnhhHh+bgOkvONOLxDbx8B48q2dXBgjmaetIFzAi2Yv12KNb5v/xsVwQ5iu7HL9VedaiShtKPe2DeB/876vPbDicToxFx8HHZxAcYci+3YlYfrE/aZsXLAApMJ2VfOM8sWuLGbQaVZghkPJ8UkBcFu6cXUcsucl7RG5tloOoMT5sa8OTuCUio8y6YjTKS4V1e5B6y0Zco3ix0aLJGpQeWxcTYVaFdvEuKGq0Ua1JP59Il+fjK/n4UDdo9Yg2s0yW/qlkX89aCzFLt10fMBQ6y6xIiIlTseUZ47p7AS0aCiWzPFCW3cW0NKdO3Gk8huXEQpHZ1mf77j1crqlF/Nzm5oXEp0mGt0qmvR97k/RJeC3U9R57tOvWnNHGJKgaASxCfX9ABpgdxrOIMyhOkuttR+nH4q1y03zmfEBKxDyaCx0zp+LIM8pbkIV4fHtQ6onOavQ2ywJ6b87bri8lKiSubZnC8FX1RWWLclaryrAMbTIxRGvKHFXL3aBJMG6csuJr7JRqM4j7/0Kj5F5M4slRH4cE4HMKLKCBxuLMBqgTm1J6ygbjwI0qn5VgfHV8ugmxboyCjwQb48q190ERhp6cSmGGXltAtWyhUIyaxuSi5TS0KRWNc0ue809yU81oxKIIdX2biNjyX8U2e4Ow6sRFua+aBwPPr0JhO95HylROlVDy/4iUwpKgdQESD7Kzi0PRSPRm/I+7YPIQMlQ1sfpl5VK27WSTTupyJk1d2NkmI4PYJjxeZGvrsgD6wJMNqaGSVjf4oGw3lTa3LQh4y12v1Fa5Ixh59VsTCXPj1JUEz76AfHFB9Gc0mEbU350vHB5DTfqjYNmWsdFpEx2q7pZFbZSK5PCWGhmNS3QURHTYBC5SAfbYIg5vR/oHLMe4ydIX4trQtHx8u8ZCcB9ZBDnOp4jXAPk9OOOvLmhaw7a62L9zGNtHpInaeB9tauvCCVWZCnYJz5l0Vtu0TWpzcP5IvuVLk+VS69nnnN0UNGWvMFki0EcpRFqyUFxRZHhDGiTxlYp71jD+7ub330ckPH6npjnCc5s0UXPwcFw2vrZsa3bXCJhCmy8kqZB6z26MUn0EKGinjnQxU9MIROfFhFRKJgbjF/QZfYzJqR1pZtVg8VPb8l2okodA1qfxJP3+kySVrXk+Y40K+zI2jC9NuW3x4XdujVrOVnZUg46jL+OfIzypk3c9LRm5q5m5hewpS2OFY8qMjs3LvnqixhIZjg7ZD3pz2r2SqJVdyAir/edHSAiZoQ2n+Iby6aKH8XKieOSH4jCM3WI2Tn/cyleLcPIP7XYoK8/vwfxPQ75YB3VVp7N9L2F1juHK8ka6r/+ee532WTYTkypavThZ5/u6XVq4j9SU6Ri15qsqh6hHJhz2j48N8fufPyTk7N6Yu0ofYXbrnP+zzR3sG37T1Mf+4I8u9EMaOSdSkjBtZ3P6DY3yEGMZxiG1FTuwu210c/mZPL3tjb4erUv8kwokavSfP9P4zpDgBacxvfxMowl4xp/1KBE18pTx5RyE7Zp+9H1svvd+NQqGIUVk3bQy3HizaILgp94VMGmtqCkc2mLeNNQXAc1AWeBsqo3JKI3F5+isCTuj9/4xWl2h68yIjAjohh1sexioB4dEp8N2TdP74/yHKGJH4iVp5lKGlAx0MY/22mbl0/3Hpw5hVTpr4739FVaZP1zq4ICmWznu+TM/fU1s7oedVSjqK2+fmR/ce/ZyQTXmAWxAF4mEUpKFo5YfkV7/5GKthxkaImOn2ToEaAwYe1NZY6OhhTLjaX3DG0w9RKMlll5x85N+nnE7/RBOVvPOdgjNlWb1k7bI0z+46b2VsiGlX9PDXuze+sllP583XUJGque0NaQBiS5xVKVXvttvy0qAMS005j40+CYU107t0G8pfFZoqhBAwx+PNnDjnGT1m0Z1QDz/ee8DFd7pd/wfNmK/FIde+gzqFc51Nt+6vyiRm+Sqx7SsLKr13oJ+hEOvHU7dZjx+NZQwnVvQSLB+HEb1bJg2djwFvlN363BVhI2Bzo/7uqG27hg6TVpIL+tMTszrcM6ud7NQFzS09CTxrQqglakHmgVtC7jFahZ0+IXr2kFek/TCTd7BdmLn0VCci5BxV4EFmeWcMDGYIzSLdWjJF+DY/MT1El0UqFOGxNPzrdgVLoplhOf/ukvrZ+zUy4CuyO4LYZ9ZTzHRPtFjTED2l8YSXmdq9MV/crHrBs+jd8cGCVEKxjU/yCeInpmcdPIx23tEthWjHKXw8GyIRjhF8i1AvWSvuUXcfa+mN71lasVD/ABzlIh1W0lk8JqnkaiOmyaOquESMuqWGe0FG3RgFJBUlpy52N65eqcnK2AaNykMSqckdzmkstYQRsm23YhpQt12ZM7oIRI0r/dIAg59WY6YEP/tVcyxM+A+mRbA+NYXDijexyzA/yuZUnSUTEpc6XRWDHhSWYyzF4jE8p4SiJnAN0fD25F7i01C/3A1NGCEyDsnr9HZzNSZpN94uqGvSl+tFrzp8bRKv3wmQ+I+Dr7S/0JP4ZfLkQ88c/9VlgQpF7KzwQbn28V7EFAnhz5nbiA/ykmmqHwoIPo4fiXwJSk+MfvhlmhV6Z1//OfaF8iKJxChqkMmlB/Q/RwfdwNxprnC6V581Ew5XO7t4uQUSZb46Y0UcDflnevk/mWml9KPMvIrCfxkSw1S5TKu3PsHfk5mHrvr4O2UXTZyDnnbH7Yd+IB624ub/+hxESHDb/tS3rOP+TWcvXIZP7q5eT8S0+FPb5h5MXOaV230iIYWKddvE5sNl6b/Tns7q853Bs56K3ysHJpL9vzytM6q5NH9pYHojjMTuI/49O7HmzfJ9jpf38912Ls70Xlsvrps0Nu/Mmg/pqRrgfOxqeraJUxNotooYnwcF4YUX7I6quS8DBKK5HJLyTVsmR3aHbAvoKMcOpRic/NUlwLDWGRZjiEvUejhAh/dQRIssw4mhuC52St5DM06O71/7EGFs8rSa66FDuacHu4hwTf08qWp0XONnjFiNiw53VI7qK8zb1g646/uoBpC21M0L4+Y3zjr8wkGtFtmG8o6nUDJlNitnCsvBfDAtWrwbvaYRmpHUrZ2l/69PlbkntD7UgI2fHPGBqKu8qu5OjSEBFF3SuIuYAqvNLomVXLZCmHsHBoA6kEcCM/1AX507MTS610tudQTaHSulKWZ+E4IbFO7/hbg8WsTBDdbkvJVGmNF3Hn2CxQGutK2ZfOHlD33yIPGyyC+a33RL0h0K8AcPV4BYwfE9cKGcbPX0hymU1rlJcx0adFphbgNhbeMuHPc+wx9pwx4VT7srseXacl6RifR82M1AwYZtFzAtnORj48qJy41Typ53zZvj62/jgv1u4NsHe4rUfrVkxCMexgFx1aSA6yR6awDrxaCXlkPEjCIuSFulqL52FEbauseQVnG5EdgvckAfhuqsPtHksTuiOOH0fDHCpxldU/fumWoOdUUYN5+luU0cYIhpo6JKtxRg7FSCwm7Law8ISphHZ4NPr4JZ54T4k+vk7ZavpR/mt0gArUC0wMagk8d0duqr+HboatBbdCd2xl+gV1wkmjiPI7ntFanJjJNJR/4vCvaDK43lQO4n4ad8R7wpWpko+cBMBysjRGJ7qtDEzCFr0HVOu+BzUJF6gWKHPEp2PcQkRgjnIr9mWhi6yYEl/ZWYFqZWCzMdOfD5fE3Kip7SzPCMwH4YOWULl8ZzUG+U60+U65DSL5cAzE/2GKNJ+DpKz+6skF4ZlZ0HVmGQJBec28zwqpKgTenC6zG5ds4dR9MRUhypjtaJ9sIYXQZ5TfyuZEGWoV/qrvXme/hBFv+5fIv/WKRj1WyS51aH5GyWVMVPaPdh3zxkZNKz1SEcUQxM/38a3nYM7ql8GZSiR2NblCsUtWNZTeDMFatts6psUNkcZN6V+wuqvrzooIH68qA3NKmaS/6pcyoI8LX91U2xJ2rc1whmZUGAsnnjcpOvaGd2ZPAVbR2UbgbEAWeYyZwEVuliEWh12lVIxQomoMkCuMPa4p55MvIcqAIiYsbdEsAgy7BqLkoTHGyh3G7z/jm+Qb17sHkoiIYtZ22JbNHUv55EzqwRGTFF7uduGV/iLWHFJGzpAzHTRmHBMlqrQJBFzVqcerU64FR90FxmsxVcmEmfuSXxA+qaCHlTAPrj2mKP35is9C/CL7EgY3yxh3SHLBMGXUGpwpHkvCwqlrznOeFEnTJBOybc/sbB+7fiB+9mS6XljTYXhy24tEsAG5euQ6e4It194jrzNzTJhN+0r7eiiCoy2bh44aoEWiv1iMTvF83cTG143wXSG65vbMMyRxFx0ceM4lt1TdGfxprtmc1eoRb0RhJHjZFvJPHXIuChSu7803d03kLUfbEV5cXZ7+93+BXL6bQCYdCkjV1jpUUYjGvEPcArddeHI2fGl+SsxV74mErJiUO0uQbm+2JM4xJ++wqsaZKv0G6dTUopicOUHtaepcJ5mHY1mEXzMDCIWU12ZFUsNtAF6iiBr+yv+zAYZqptZ8ja+55Usg6eIhSPiQhMsgb4UBMJ0FbVQlXPFvGZ5BwzzGIo2oOFtT8o2EU8orQQd5XpOcUZcRxaIVRoNUPPf7i6es9wr8HeGacT+ImMdBXsH33DTgOiFhrgd/Nhxcoi2lFakeqrPf9PgAsfh8olGCfuAbmAF+8FheDXoT8P+DTbK120rLggTuLqL8a4kDWqJgJQ8niWjhoLybofYOMnSRMuBpr/pHHG6KXFk2dfZhZ64+gXEbb0B6m4/tGa6JIA/VhzZGAs0GPhsDdLKjeqUwkSmug+G5EADY3rWxeEYkTxC3F7UNxwcqlJyC+qrtFL+LJwgAhyKY1luyOmghV7xM91O2E20bnW9puy8ZOqkfTW4uUObo1kJsTRkbaHMLkp4FaZ0TY8r57kaVqD5jwnc5ZJUGmDUZE1jz0RmRRvP68pWGW+zzQ/LlGqI8bMMMBScXFNSZifD61JUWKoLItgG8OfyOCOYAXZTUpH0R2cE0EQYe6ixdiIXwNC4HwlGKUDTfbaKouMkgnU0/0pzlZ44FfhmfU0hZaJ0pTjbKT8IfPybPcKXZXA+AahAAsUKRKnPLLxv7S52xBYrNSs77NLad7PRqYBylqdWWkVR3N526n0pjXMhiVwin/z1QnY5Fv1NBkMMVrSNHH8LPLQI3SVEuv7TuLnLXP9TVF5dnsWEtyYDjGam+T9jMYlM21cpi+iUGaflegYLd+lj5uWosbn9QKQlYylu0z+KmwFezBzbhlzcw79dvw4lLMudEkj8s54W/dZfjinuGRtCVZ2FF03i1jwl10IkoqpUhTTLI/JzMqzoAA33F9sBHX3kr8rOd/k8j2CvOyK3NrgYH4m59uaCLKiPWe9EhxoeSZ+l7EanTTh4whLkXxlhyUho4Y7qhLVi1iuzM+BRHMdMpbHGvBF39HevYZ4qwYmIaEostZbGgXOiP5wVGnuzUaWSUWCY5GHKRO8kdXHesLt26ZeZGbaavFQygI0Y0tqzHD2qFxbsjxkkS+qz6ixcywDI0iie4FwG5s2P/0XHEWw3kPnZbCXdy+uzIysjp9ncMJjLs3WObDJQ9OOeBCVc6g1pHSX8G5UGeCRkTviSt0l1ykmSSxvY9Qti5VYa79l3e5wKZtR0zfozEPyKAmrVRhdbHihMkojdqagU70Dn8t88U9qVSC8YKp559iYVpEsXT6V72jeTk0ZN8tH6UTZDfMkm4KGTvYhxSTX3BxW6gFVoQZZ26q4VGZYICy55AyNQCR/uz75ZXX2gLglMkUClNlZ48zukaxsET76zYMWNpqVt5qYt/g6/e6CJ8jVhheb4Tw4acqHWtKMeId9viCUhZbK5dAd+xple+ruOnYKCaFGDqJRMn5GoET+BIW6ZXc5HaXgm4fuovImAOBAJ7Q39k+XB15R8I3MBCpE8QEsGK57LRBTKcWPqXham0fnAWjNcabAvA/SJPkIgTHxekR0bc6LSLwmcsBZ2qWRIgGBOPdsMx2LZsLa5wGUme4zL6BYYHOAkF/Ca1+M2OIQH2gpcsBKNKtDBr4Zs6tSQHMRHg2tm8jb7W1Ljft8VlQ2UCQBzuw2o6sRMOB03+sFUDTUjWNaUq1SDG2BywBUfvphSZliYIV6jMbxMvwCgKiHOIZcalnEvFvej1pJT6CfQzgEf/edhmEHi52cUXaIhWh/6ZcHkggrNitKhPHQ8yhLeT1Craro2WjLx6pRJ3wezPkGYLaE6GM0QqrwL0UUEL2jEJLruxChCV0089E4L34U0m2Y5sTd8k6Kk2Sv/42Sjr0cRsVq4sWfXmF8PaebvTN+hPtpeuSUuFjUj20nWSTN0BuDrEamaXQVIELrHK60cVONDA1hpxaDaoS0t05IWLMnrzMx+9W6gPmrc/tu/vRYxlhdWR2YGvaI8Ar7FgF/iLjKayHwvlC5LcvMvI08l4UOq4DtkUULpTkrhV5H1Zp12byGSf1XfUc2F2UquMRmZfJqarZLxAm7iflm5IHpSzh4nudlEiRj1movCfK6q3qLvdiosrv+8eTyZrwaG+T/Yi9KmIj2d7DrWO4pnHhn9UqYrl/RGAaRsoWoYUt/OX8cLA8S87IwxXIRZnmWQNwg5izx53jUcIliyCQf+CLoMTBG0YquaUPCvarI/6RVH41cS/iKnfpFKWkm22AufitF+sr38TmZvIM0qe9QoiBIHt3vIpEWgakVoE1J+uDrwYx5VvJpdXN5qUF2Hz2KwJ2XE4Y7ORJvW9hGG7ABDGovey2flZq6lyMsHozaUR0KXHnK/6gW+kao8xoBBHxcybqdDzJV0J7DFY7jTs2+ycOcHzkadkrzQI6bD8MAURVaedncfLha0jHqgy0scnqm5XuA9TuOVd+SVZnQlhtQg4by/OZNZghAFHVZ6IKvCyCah7E4L/aLwoZz17ur10naZ9P7E71GiXE2f7fQ19tXb+Obd36E3iQrtdBWTyqws5OgxCCevPVEEAgC60tYftVpyYjy5EXnZ8JqJ8c8qr2BCdmxjJaxDN/5kKl9Bazp3uQLuDSKaCRUsChjrApfrPI+rj3pkmwbxWd4N5IheL0/+r2RynOc94ZPQVXKjS5aRWt+qEcO2xD/zznAFp7eqyr/YtoXHFUSnGukWcOqJd5EwL2vu6dFMIOnG/OtwLG4ya51qK+017OzSVMaQ+DyJ0FMLQsy8xYwoIwRz80M1qai7ywrb0A1zFemN0n4QJouTg2uwx7SYXzJVNrRkStr/OwGtxMzjMflDzuvpOIecf4RsUg49e/UdiuUnV0cutUe5WAdP6YUlRQORX6tSW40XjZHqYNbaSPQWsIIafV1GnIg2uGiRgzMSFmiW7MQlcKlNhNDma6i5g5zYQJlys3ZG5Ma7z/dkN6vYptevW6gwf0zuKBQ+Q4sh1VTjcFIlyK4RrEp3fW2fawY57lV/wFA9yklo/wMGUP3WrdY5VmB+lHVAd+8juU7Bnkz4wJQ2pr2rWpevkhNIslG8z1QpEW/0ml7muNT2+/GvgyIvglWrY0mKXhEm7sX1RVXMG6HDNVKrEf15DSQXIkcuIxPWxgXKwS/Re37ofjqigxcsW2tT0RFSBi/rOrGMtgIocQGywi5jeRksfN+7Ppg6H5+UCHff0LP4lykCQSnU/vVTejh9XDQ8g3gS6atLVChZgYSUXXFKN4fYcG6f59jTFJKMQZREhcfl9fPYZDR9dyXdlB7g70LrX/8KI/Puc8Jq68Ud2Y2qxNCHWOJdNxjEhel5VA3p97lLzbrTeBGIeT3qfWKc294IJM6o6NmJVoblJa2a2NpbgtGyHjbyi/gsPcbj90xJJ3ruYol3MsXuqInyxfcm5CkvbBajNKHyiGenleii6hiife80cNmcPB5101f3a/CYq8llECRaWDp1uLuW2wtXjmQYNk0f4lL0D7VZkJOAVmIG6dbXJzAyEk8oYILyPXTkc6uJO+LUyHsugn2vCcxacBxes9Em5TtstKV/yQTMyB288rxfDLmZiDQCJKisjthyGxFXSAdTjSo39rhXuIa2BOyrljlSCgojHFZtjYr0KARNpJr1+kb8MH+6Ehpl16JeLMh3d2L6pztQi3pETmvF8cT9zfb2Y0Ukc4q++MgtOG0UskN2gO0vtT0V/rPaCchgsMY/n3mH+BW7wUCa/2RQ376zwH4mpb2ffP871kD9/9WQbTPwvH9rfOkpn8oTNOPMygsbpwnEydeS0wvlgPwBUcsbh+wqw+gFtNHZU/1RxHBv7eZ3k+AD0wHzff3FEfYliLfWOGK+juu0MlWrTjsCe5dVHOdOIyoZfQ2tamnO840gLflKjceBiPszXLxlO0ulFfEyQkzqSo7On9Rk8LKIe5hXqhy8Br/EaQyy/db8yPJdbtTgNBtbub5zqjsDxHubdGkqu81VjNv0ZB72DLTqzb0u/kjNN7wGn36IF9aTrjDT3r7wo2NStBh2XoxsB65xLTZzkI56uxMGivH485oBczSpnqE6XC4GpUjdAFnnxM6on9CIGoQWVIucE9ukVkgaxyRdyKdCJ4xwZsRbwjTBxz8CffQR5ujDMd3svK5ARbybxYG2CZkB5HqKVQVTQzTZxQCCCrnQ1xrmHgwcjJQufLZmQpR1F1ZzsDJn6ZiVsvC6sCynEiUHdIOlUwDPGIT+A5OB/g+MMok/C8RloAeXI/ZduqJYx2ErXLS/2IoBnRLUeZwLYwxVR2EzL99AnrHeMTxKZNIJInnPVFXplfItiRRsUxE8PC36nsVCprWucgd8zUWnwTfSYgicreXcYFizAIBOHOF1sDgDJ3dYB69/O21yVGZBamHwORJytlqtzJXEDnIels1zlFaspS16FSvJnghFqL/voCkE8S4Bk6MwrWkKEt3PlYcAfww8ujLFjX8qMGew2XOS+3z11yEAwsiDmodpTj06pYAGrn75Z4FtPwfVvS5W54A0eZzTuMwJFME6qv6u2CUWWnjhtXEyUBB38g/MLfREmmcUzjN67cflgZ2knNeDIfc33kiQsQcCttyMROPuEC8vm/alcV8BUVJO2zrP3m+UuzZA0xKqsaFi/t/BEI1zLsDFAW7b0DrZAGChY9yPzEiPtAJw8TyLD3aBRlEb2D1hoJwb3gpZFhgLdDaMkFr92q8Cd8mWkZJMq2HrqIfmIoAC2g2LBuOmfCOuMiuDhZBoWiGQr81e2mYxnjSi0FkiAaXLqpRnRExSJ/JYvF2lYdY2DmiVssoQc5X/IyXbD1QmwkHMS2K6Kss9PY0QrjzhAAHxCu0G0ryQ3GXcDka+9uN7/W5QDj8dL/cNhoXHVA0UEnbad1sdztkPkGc8OehfeoLg/oeHULDnFE6KwxiPvmTUX7xfkb6L0R02z5ticC5aiCCFpsaiTRkg66gcxoCDyl8V5eRozx4reuANzj8Qb2L9ZxFlWJkgpc9BHxy4nLqOVW3Tk8Whpxnc2mFjuNBq4Dy6pKU/vUxtgFpC76+xBJ6Nr0OvIcoN9p8qL1c+VwG1TV4xiRUPFrdmMhTVRGroqu4IaPU/fuTtjJVFh+V8pQS2aYxOldOZgttcxvkr/W7VkU3XvPa9TIvAyBk+z0AiG+ta/LoXEBBP4qB8Haep0XTkkW0WQO/tXqJs2gh9GY3zIV+ExEmXOi2RCHw+uRQsqiiCHz3rtPw16elNdZfLiFmonil6xNMzxU5VhTFNK0nywCSq3VnD4bj0CAm1thrqogiCNf5gqP53SvsZe8Z/anSnMYkDU3Hnq+1aaCxi6drgQjXyeLxrQypbJqN6/MuvakLTlTL80TKvseMUxb/eQyEewZmSvoiZFT2t73c6VZeytTSOieXhxSM9hWVuVTXQsWusd4HXIbcEhJQSpisb7NJOhGGtB3nG756FgTQpxfAr6xI4XlOrkcwmWoNlzFTt7hPmZGfhH7yXw0sSsYR3QNN4w8vYJgPKJHc7EjA+Jd1DwR7kTNT4BcQr/vNUovv525JQxMvgrSaSmQV8+IZLtmY3kMiNhpG4aWL0/XYKTk0zYLrntHdJz007Rl48lpCKalAIvJ0udBnKZULvukLBEhiKSwfBAYKWjS8S3V90+ihCLIVVeBctJEok3SLjLYeUpP64/aSuV8ZY9XptE4YSC5EVrc24OO8kbhyplbh2P2rrfyTyBFGwm9tvxJi0+cFzbuOIeRvo1M25REpOqX0/7pw1cgVn4mSe4GoX3sFwfiR/d2jmf8B0aSlR5w7yYUSQHuCej8UrnZaU01bWRrbL0VwoXiaHAUKBiSgXcDhdjko/qfm3bF7Q7VEGdFYVD8DuwCxAmRfltxLkE3Lhi/pRkz1i0rCVgd4MrHDBg4Unvgm5vT4Ahtlnrr6E0Mpw4mocIMpyN63E/xrYz0zqnM1YaZmJ+ZvxrLGelCg8BVPTMRtsMrhx3FpYJYxuNxKDLGyMIDXrItwLtYH3M1EJIkZfwqyRKCOo+JHDXESNPSmH53GGw2VokSajpW0qxIwnRrLN4QQZRpWErKH6Pyfa9opuKtH0DYSjZFj3BB5z90jzammjBrgEjDaXWh0zgpafiMvFeEFuuMWN6WEcoq20VFdMrhuWUw7KQs0BZZ7glY0jp8Z3juPQWE67v64fWlUCO8nD1jOQgtfs5r/qYTluSw4YwvcySONPynKMzt0ry2Occ323ED7AtThnKS/HB5cJryKjdtLMyi36fk7WHTYOwuXu/EmAsVrrE5JelyuvJxurasSm2FNl3Ce4Q9bGY+VF0ZQlnr0Q+I4xD4Aoh7KSv/uRnFAvHksX+204KQTKhPRQICZWPC7yFTN20RG98AJvuduTDemWy2HX8nZLp+eKPC0pWoTboBJVCjZqCDHFXvLgKQoPWc7omkm6de9RP1MyahjolIbT3XZoSgXdxyqnYbGdp+YqgBETlJBS3mxPl/oP45q2X3DWVqqDMT2ck8dVuBmmm0goPxsyOxR9HLcpqWZ5dNUHn1GMmmCRonfVXcIgoL5FfPdKzrOS9L4py5f/ji28jIR49wvIs0P6vZL9abCeZw5xkA6KWrBU6PNcINAIqrkgnuopHqrIOAFXgCbJlzP1qOLPfxGZozhdqmU4NJR9ZbASZRRbmgKOWoF1EUene34XtoOxrjFUs3wuuiyuCvwYUyJ3/l+MS8mfb9lkhFfFGnfWVQkhyNWrgSZISA806rI6Nai7Tr7dy1jsOJyszSUtp4FtR2I/PmviurE7mVYTVJGYJgLvpwSDC1HG7P5cwU/6t1o6kNeYJKJoc3KeFUdbEh+4UF+vY2B+1ZhzEPSxTPgFF+4QkKRNY6AbjWsfPmgfOGm+xYudjmkjAAmy3vtxbgbh+FItyr0G7O9BPcLhJUrAQTTI10Kbny+tQef4Whv1DdzYb1TDcRrNSYzs8Zfey3FYAqj7T6FSYQJNw3rdbxM7FZw0xaO3AjR7t1J3geYP0rElYsi5NXqJ7jomq9v5zZw+yks3P39xzKTJ4d1+UaK7YtF83MzeFApoxRGb1YLZbQcPRVPOrQ9H7jaPPSmb6az4Jzwd0JFgStcMqHEbKkJGO1zI0ftygYJ4YoNZ2qpeG4nx9STQn3eEbP7oNLNh1I7kOHeNMnQbG3x23UKr8Y4mVuBWpUmQy1iIsocvbCIwo9RrIIOEpmepJlPqT5laQespOhwbGIg7Rn++zls21jwXQVnPZTZvhp7pz3lqZXhsHD4dI5JaM55O0YspgBruNQVCop3wuYBhmKZ58ErsaBK/pL44QlVcQSsecwRJDu6CahWTO9MSQk20vDkhQ2vk5kxNWSaD/hTmhG6CXUNCo2tGMQvfJZUD8mFYaATChOX3yEUoPeIMuxplgsKzkVnavy7pAx0pWXoPohUzZ8jN0hF3RQHFrCrVNFtSS32hVBZfNcDNAkY4XfhiEZjEy4eTmr4KjKgEo8VFiAx5IY22DFFS2aihu2sNxhAxhwwaMYOn6fejDV2rIYaRkt5esdpV2VlRiyteYqBygS0ITPDkg3hbbXWZJEUJCTm7GtSF7en1krvpD3bbh0Zm68/8cykFoUtWcIk47BKEWq2XjYUbWbwWyNNvjdAZ55DO3gSlNbLe/Nc3bWtwqQLetzulU89vcdeSnW6NBDztPSgRWxx22gXY/xA34atXAdFAx7Ls1aw9uVBjVcWT6RlxyzgIdc/09ud6lmqCC65X1dp9gxhDDyEgTi3bPOP/f1TseeIwOeF5mqGj16Pz9osxZJcehEPRgUkA0ZNvqdmMuuWjqdv9QLztytICA87vh9K/yLUhsPNGpqyA+kNtooF2cMNyfh/J9seh03Kv8tYC/Qj0M9Y/EcszXtdax2el3jrC/yBuuVT6KMm28nptafU6tB3r34K32YTsqOfR6va6YWexkvC8fQcyH4e6rxqv7wIb79qAHbFaveh9enj9UR/Zv507otO+nnSZA5MOyig4uWa7ez+58ezkGv2GsCQbYrMAYhE2a3XwwN4w1dL0ZuT6MWn6zp5Ut3vS3/L5kT7qrRuT+wCjnPLzFpiQnD9sdvPn5fa9lWn9/Xv9/VLhe/XXm919lzw6giYCKCPaSXTs3LKB5ZjkQOsyBZtmm2/+p+PbEqxnH71p9+OXW/kb1y9DZ2fHlBqrRw9PLC57SqZFAWI7Uwu/t/4I8nm4ce8YMwFkrgF2/0bT/5JpWR781ZoXi+7BtVfA7zVu4xHIo7Il6WmGCUTju0PC32eb4oUx0qsd3G7yW7lU9sgsDO4yEfqoHuDulsoI7GZXTm5r3+HMsAgA/eN3YkSciNQ9qW2r2ECQzTSYAYEgdoTilgx32fvcpLkcvh4QXuPkV3ZT9bfKGAZJESVhfb5mAh+0xmY5pFP4eqMOv690z0+vvv9por7ficbio+7wXul+A1jREtGPUuvhlYr4x4PeyzNwjvYpn9odckzqq9qxG/d+joEjQQOenvGFcG4420ZR+97V1sv++tWR68Jq2enEXUuiCE+Ag99n3HFx+9r5IshQsbdeDLmAYtLNEtypC5vt1sswqKkIRXmVdPBxcn4eeX6Vv3HM0HF2NnRb85s4PHju+be1L+fv+aNrfmuRPu2o/fy4RcTRDuk9vNinrXuHVhgVEjrHSfQjrFvyPoKDDYpOGdDAGF5Zpcy0bEVb5UDovcu2mNpvM0RTQ9iuqSQA5o+2x2eM53Tg+YKJz9oesL7aPH1nsPJyZNBnO6BkTn/7pPLmkrV7e/cePwYvxnBIdObsuJc0S99PzS4LeuVYKWxwausgxKImH4fxN/nkMuIuO7F0DbxRZdurMWlFK8TVYVFEi8JH0cHaxt1LXk9ILc6Z50Vv2gGGxZw+RctcsOC2eTVUQwpNQLH47j2GGy53PlNz0IowyuFKOSriDOLU54nGe5wlP82p0yb3z0PsfEfDSLdSs8PYJMn45Ld8NQwry4Us2wevtPYS38ib7O5LOdnh3YPVL8JI+GZDZ53faFoBOrNyTVEWnRTD1CeEy78jMOiZiRc/k/sV6dL6qp8hS528Mvr74itgcLiUBRMDF+joAmkrO0eyeXGDkT6kH3R/ALR+ddRoGY5cZ36YoxtpyDGP40k4UfEVOwaMoQMwjRFE29BcItaWxcYTPNvFq1YFJnUmKfhCtGnA3Jj6HnqvmwNRzuU9WIgjY1p2AxcuTQW0z/CVkiIQP6jn318ArS9Nxy3yrY9fv9/CAPF5+xL1Sx6pg+Ht/25Vy8k/uxyQerahtEkJOLTTDViYz/rBFTY0CGt7M80v53pwuLLFNu9K11wQt//GxArSscCbphD/2bwTAM2ukQn7wX6t7Xcdv5SNKJ8/9mjPbh286qhrxYecm8/26xDsw32F4RugFZwvLmjTkv0DePVSXjpHcS1kxt2e059l+4uRqb/ai8ayt5W94pBnchLBJRQ8Garh4nfInFQ5L8Fe+mO6LuUvr93R6DwFzFL2x3T3e/fQ+ToeP4P4eJyDIJ7ZVTyoMckjJv06J9HW1fRrWDHzKH299pJ3qG+z7mwoWl7TFdwxCYvBR80EYgrLWBpbT59fMPhdc4IXO90ZBIrvXzwWPtS8/urdNII8Ux5mWvuwPn+YwPUMiP8/NODtOOZvjN/Vc0fCa4CcL907u8/dxdK1v5vvzbW9u9pmz1uKa01X48qrtNMr7s67l2lQkDHnTQZx7oaEubcfQV+jqZEozpBe7YaS3s5lBFTa7yiv2bGTczZ5U93pmU+PY25vuu4efcKsOq8N2+xL/J1+zXEsHC02oE7JRB/lcZLikIOJQt0BJ/FCbvYM9+UppAWMTqnjxsGo82LVjvIsz4IaA7bSRJKQuJENobA7UpjeKXqyZyTNhIGieeHQf79q1V9oye7J6G1iogq0L0OiqrIHATFvdERPwJk+10tcaAM3AHCetT3qtYdlzGjs20hf7icGjAEnx6oaV7h0sNvQuNw3OMpj7Ru9CayC+rlMOGedMmd9EdFkLZm1fO1OTIL7pnDgm/OKykg++uzAJ+mDn1I3FZiNYisUzAbFPW6zzcboCjMWtYaqBgjBPFH9w7fFIQrt8ZrYMsNiX6e3XQWCCaQW6tiNoq6+6LWp3sGUVdkZZcjf3aiMskTj7sDt3h2vS6I6eHZLeehtdKjRp5vBenvFve++J7lFz76QgIQNiHvysEi/vtvGCkOsdCYWI+E4jr7vktsj20zAChMr2iTGX8KYvSFHW37+xT4LEnp5jdMStLjH8YbrVeOMx6yxnZbjiql1Hcaa9Pya6DLoB3klVDxRL77qjaSy4rC3teZk19P2hH1tgxuC+j8EwkTbvyw9e6/AmBqjdYlzw/RrzmbAZ0WRKShohGtGV29PelQD78IG1ZE2XQPsm7QT/pqO0HzMpTx6CGVEN3+yYApEpsrGG+lxMWGboDtNKBCTHqdKvvM1gI/ZXoD8cl5u647OdCb9GoztmbBPfMwoFb3TPcKBku6dxVjpQkJLaKDppCWLTfUTA2+mSCfNarJ5RmoaeXYxZG0s/7fHSDG0mMeXwcQ4w2YJOgXU/10vsSVrFZgrCvrwUHb1G9hH8tcsvPTY/+pV7Tli6M1Qq2ufV2KzjNchVewxJdugeF0kZ+qrnBzRlef+OGwzOHg3NhXLkUqPv708r7h6USeybQKHYeBM/Qna/24dRF91gCUeoqtcIcoEuHTu7/99CQPfke/LXYURix/nFXn5ewmVtyfDCS1GLLvAZj9/c6Px9Rz+o5YzI/MR2McteSAF7N86h7CF4IRT5NAQuEQ+2A0GZhBs6f0dLIUU628TuVF8aAL8hDvJT0GRaO4wuEMzWqw2PmQZZ2GpNlJN4fTgZNdbZdRBtNijm2eMryQoUMaVjTtvPiLyk9FpptSfIQoPAme0cMEoF0j07xUiaMHYCKjv7zagydIKtqIsuAVWpupYZrNUOcfS+2uMmU9Om+eJOSoyEN1QC97um16H1PUEJCg4XG0cnxSpG2u0UQzAsVNZf+EvRfuZTFaOV+gngQpoXuz4l6zxf5VXhNH9bOUiKnBGy1Jz2ZDi3LBNM8YhBgMxfkdcoyJOzzql2/06b/Ts+f1j5O470QKZ7nEUyRLB6XSlburRV/37FM6TaTSUwj6ekuW8iGpTeCUjL1h6XpB2QreJ5PMOs0T9Dc9+mXhgfAi2lkRuo/+nFdB7uvzKhKjYi4Kkr4rPi+j+R/JkpwSarU2KbKDcfI6Crq6TGZ/ItW1RDG+BFCNxKl+5DCb7vThT/LvvXYkvLiDWSuFUWQwYPAOQZlseIJ2IiKqmTDd139WdiqK6AU9mf4lLGcvSMI567xoIgD3/doPU4uuZ1WGKtXCUJ/6cEAb3WDH81pUXccZZoRnkGf8/vQI3QsTP8gsZPFs3hPtGbrexQzPM3LeI2yJAulQEztxSsTn6HqEppDneIgr6RTLSX7+wWMaJiui+q8k9hhX2ok99G68SN6OcGcqL3JQvNLzFupy/qPATlI2J2iqCiT1GLWIrnpAhJk0GDilm6NIs9N9+o0OU4FUZ41g4frVUXoFFEGkm1EsS/vD8Wn5XZcbhWnE/0JlNUFcpC1kKlxgCG4hVFXh+dXfvrW1qpxaPgr9v7hodWaAk7TXYSyH0a0HtDEHDMu8K7a98Ig09BCGRE9eagY+lqGDn1/P0GdJLxAlSfjYsSs+oBBBPhmVR55uUcPVq54RVG7N0Dv6gIPTalwqjPkXzfqOTSgtcGsd6EW7KGNRyQ89jkVz4YIGBopNqFKCUcw4gUBwHhstYbgeL3xiGicx8d5uszKt26auI44JvVksVTReuHaAXPCjt939vLSxskC6aQuZSbT4RJCdBFErnpKU2ZmwkLU3ghJ0TpWUuZYRwG/FEmUsYnHYgESszEVPq8ifjKm2KsQm0MaQe7RHxa2kze4Y6Lh3brfoRw5a7rfx/kiuctcuD6aXLFE1I/000AUEsbjg1J6C4B3TTgjgCivWsYqhzsw8Eiz0ng/sGGROn3iB1vG+rPKEl8UGY9z4KiJfgw590HLklyx97N3rH9zcvrHmHxVESYuiKxcCIVQeWRjMpp5bBUZIYt83GkMIaps0cyxSTLgyqqcq+kwufu8A0Z7jEdkDLEtHNc2AN5nTR5cnq5h7CxGbDL81gkjm0T0mrTBiwBVe6SiHL1WPiqlwfjTj9HdyXPP/Ki5TBHNZdqOMX+2dsxc9pxXHNwTNssEaUjeR3USn0DPliFEfNtPtKbuzCt5V/kayMUwQ6rE0FX8ei169QHbmviHxQcsT1K1gzkGgLK8JcQmSFCcZowJ7SbL46lf4a4LYir3fUXGMEedMoeyNne8Lv447se83CKbmVS9crOvZcxB/lhh0Ju4KqkYtHJW5i+HpUPQHf1xx58EI/NL1g2+sEGjxPIsa5G6cCGEZ8w3fivoKFRrs6sJFePXLP37KkC52Jb2RgQAIsHtqYwIxFIhfGwlPhqnP/5gL4vcVjylyaViDb3sQRuXq3uu2owONjOgX+Mhxtaycb0FRqsDOLEWHgW7vZhNRDvRWf0onUxrASK4XCMOZzN8numYbeY/33EGTcpVnfBGdUQgq3oczdxrjptT0Gi7OnMfCPI5YBM+6ObU1mWRre+nU5uWwkN1PEEEvxWWUhTQktQTs2SJcinKUAooN7YMMkyUv2EV7kbcG2bhBxn12HEMXTeQ4+3NwJfRKHwH5G3beZ7UKOiDbUg72m0BdmrEGq0YhOSfRN3jbaIRMWlqWglzeS0UJ/egkhGSa76n81cxZscX17liYhkODBHYJ7YaFwggctILi7uzsESOEQHAoNrsEDwS1ooHB3dye4DHD/t+/t7umnZ3rmmelPcOqc+p2z1177XWu8D7WRKbJN7qxhbY1KIDs5JJKg3F/YOmeQmMF9s2jh8hiMi6GoBD/I6gTnPpgmqTYrs/O7GkIpclhIvvDkFtV69hVtEPJUSHa/1CZ/NovY/pVZpA8xmhW2vxI1jfscoMF4+hSwnGFrOwefR0zIOn2psgf0EsRIVQFw3UMGae++MSaq1Q35zJZWrvyItcuUhbnHj5TruDelZ7lHfsA70eP+3mTmJ+E6emvQz3YsXpuCrc3j6/OWuFklr5M6bgzz3D1nziin0nVdnJMpX0jj7p2gIinKhrw423aWadkCynyO2R3R189sFTTelN/tIWYCP+nWVrK4cj5exp9ueFj/vq5D8b+AitNstCUbxoUnIagbixYydqqb1o3wkxWZhtJo3tkMCPaUTU1kaf0KSfl3Sc0me8K8SWtkQ4FpqRPZzDjw6DcVL8JvhVV5r1GNJewzyremi22xk75tu1l8v1p1V1A/z/lqhFpiDkyPbfZSUT/G5aZURki1V0H+7At5lFj+voyrcjomngSSLv50PYMBHdcn7yRIgeBeRT2lH25aSTTLuxsrMfDNZ1tSGLYnsrbRh8qYGaG76hcUiovZ0zpxrDUXubw9vdVnO6hsSvnPEUtKRag9Q5FNsNeMtbWSXGzA7gwwdkVyTAKLlVC7hJOGVKQsW71oVosq0QjaB+VOFHiXieZ7KsHCXMwj+f0Bp246T56SO6KppppwZd/iEl65R0hY/yc30tiF2Tdc4/B9fvdZvhKDlGCGYui8do7WOJh8y2GCdJ2oRmptWFScWD0pco+WAuaBaBLUIezW37hGBwsD04LKI570mujD9VEjLMxn3680Tx09dkjtukXPXtED5f9Prwgt4+8pIdaj48vT8/tCpEEellZolejiQFaQbcCN98Daef/onfym0sYgA+HTnqn1cDVktJwIneeDo5rbypAkDykpqCTeAqqYmZk6/uII+zU7t7ENXTxGWzWrhnXLVW+MAWC+RbbWHR0MlKUtnt9Oyc/e0ur6JERln9xFTCWTRC+zbG41t9pKUHIkXIj9mg0+nfjt03Zc86cLwUatsdcfY+BXN7USzhYZtIW8Sd0rpfiXz5h6nMRJnHWDIzw3KctGmH0FpMjSL1oLDxk/ZKk0EjioyVyndYRPtXZ6mgZr0fhB7Ko/1LUiynPhiu/XUOoGcRLRqAYDqk2+n/Pe3CgC69yAsx8+DRs8Dubmd/zZlKeUyi0WLqgjTLHtep50YfUksvF6RLvpZPSioigXbX6kmH7cadTLg1BEjaIU7dtb77sUPdbkSI99OqwVbfgOfycJlaEXsx7u6GGS+mkiJhoePbblrBhxB+8x+LP7188utLGnbDsZu4VbEPTL3sMmai8msNewudwpJ1TFUJZFPSVwGkNXR4+6RXT1O3grmuhNbduW+QW8KwbVm07cmfOyMQwcytxqoqrWMiOSy65rns6h4aqAdMEyYhVAR6dl54EhS+lgEUMP/voTPGLYAPZcQisazl8XKeiEqSwuUxXYasbJkZwOdDptBd0c924ZCPj+wIjXpa96WGIA0z7vw7e2vhVkJponYOLD7kWZEEUTTFI/GVheH4Ly9T2+5try3cw8uMnohHZ4zuG3lzayoiTr6PbtlZjJ7OiG7wm92ClQraYCVJf0paCZ2qquC++eGAu5TNkLIS2ZMQ2OzaT9ZWQpO4usD6f7NDb5Svx+AqAjh/8BQNNbzShQhpmq+NMPSp0mkPpkKjkTympal0RJmBjIOhSPSvShV7MOJymMiom69lDwm9S93qStb0tvTt8P+NcI8lP27HL3URmfxtq4jUIjO5b5odKn4jUNy7n9V+OKi83Og02aAcibMvjO0mVmcp9GRnIm0j7YfnkSpS1g6tmifD2LZKje8YuXuG8VG1j+I+YYYV4JE9F7uZ8RoJyYgGNLjbOe6iSXqu5Lo84yXWkfF7OSj0sH6P9R4WdZ2Sxe1sEt8MGTxNw+JskwKzAHVxiRmr2ImiYdRyRGmu2V5QA/0adW1sIna+AWBQrqcJqQ0NE94JBe01n3Nn9j234PJNbZ7Xp7sQZXzKzfXHNo2Ef7QMg1q2UNfByI7RWOxn/Tj/FmQnmLincgBFBPsmpSeXZJ/vXiLBveiErn0rWD1VVjmhao8rohx8k00ouPdrQjo6YH9JuvLG9/QUUqYKPtwU9k8e2CAW4sPWO8JCEC42C1QkI2vPAvaOWjZKaP2G2PkaI2rKr4u2TuijBcUYzeV9NTx3p68PrpH1C+2m6Om6vxx07qLRKzVf5LEcaZ6j9LwdssoUHqfCYBwI+/ejDSzcpiiAamMG8wqItolLir80nnD6QQjc7k+/WQYgcfB0SDu7crjkdH3kRCKlFDI1pgLAAFQyCHzomMShBTjUv9To7qeJKP35BhRGIkJ8mpSKxZjT33NO5J5uL9YYNsDLtowxsyxKA9DNKETPLpLLVOP6Vqj2KfqVU3e2Pm2ezFuCXBC4K9BuhXVlvtm5c44Y55uTM9srX/tu0CxGyGbUofoThuXIaHOYGJuq75TyeYT3iqc+OY2pdgMkPEyvDccaac1Vzxr+7BNYcALwfEknyrgbaXRBbvr0YtYGPqtRxeaA+tC5WI+Q8a/h0GFU8hcF9zdx3nerBbffGUo2yNfQgFeI4TP2pD91igyCLxwu5/dop3R7XcSL+HwYb7F/Q5OUF8EjIEisiRCynIsBRu0jDB0voWLiAMB72Fcyl7eJAeaxEsnGtnIMNIkRRM3Pd9Yecez5hdOSVlv5174M7SnSxQG/wQ3ZCyGMnA5rJKV/cqJWrAZOAkWDrgaWp12h/V26LKnRi2jtHLaRPmwWN+xjIBDoi2uy1w8ARnvKjRzlYqxYlxiGqEpHt4psVsXMDmTTUhBiJrsV5ZQ5BOYpqPsZ5h7YjF0Ru8XgeH8iH4lAYzz5akn5qfxgV2N+EdHH0UqpmFx3icWVUkI6TkcJu0dAK1m8CsHiVjFhslmDIVmROoiOUaX+kcAGP0L17/+LlsKDtpVH7Rl3g+C7xRwT7XUKksd3325Mkepdd5k8mDdqMeiBjhvlNVT7MCtaxT6uqBQEX6/Hc7Y//laM1xlnSKYGKbBpmj3MKW9QxL04ZsseC3pjbxgrIfMXRcKMgaaZnBxXBws8KTUK5a4ZHDN6asBFlmul9YEEXMwPH9UpNOa5haMjr+T3zh1wg8IwwBQ9Nc23YlKHKpvQ/am2dycHSCXK5PzfOmrq/o9gOsU0wPwJx2NVrpyaQEa3GhYJ40I9u29J+TVyr+JsO4PqIh8mZtyP5y/7vFJEU4Olb1Rx6/SF58GugcEY/UlN5ShxfABolHzmHKNjlsEHaamOJCV8xBTK5TmbJVmbHEyWkc4D03MD8QdZU62VDPCeloc7O4gRVI2UnZQTsr8VTY8cy5z0LOEiWCm/KU72lXOoB7elqtYY9LMk572H1hR/srD/tkJ62t+GlfjrHrA0rB01b9v/U15PLZE9yLt+tSzG/Q/q2C8B61ZfevNsJWuf/+HF/Ln3fXzoOCj8Mx+3greaaF6yOE5wwVFLfi04okt5lsIoTZ41J9urZYVSOys4k6HN2H8tvnYZg3Lu1MZHXTsgTw1RDzpZ3gwaVDYXp/XjfJpkz/Bc/rS4v7gOgpfBpOY+RDB12gH+kmwjobzUGT/iEEv/oUwsrgw9iP1S9xYCTcG/UmL2J4pzkb9STN9iVMq2+iZb6+u11gt77JbzdylRqU4++Ctv7zSP+O2luenG67RBSbar8raOrS3zciQqCOJm5niZJZ8ciLNrQ9sPV5h2CXaK4BZau2M+6XwlHWwDdxio995WIxnHEe6LZqKKLoJmpau/aSjznoeys2mlTl7I/hBIWzyD9FoGyr2TT2nqvPrBl1SHQN3u0SAORAQ7fUsHSaWYi4S5q9gDIMjBv6o2K6w7dIN1pvi+c/IArbtCXR1CFJTSvdGVUI73LXBNI1yrO1ekfKmVBIsJ5K2B+M/Ar8IQxl6cO4FqVOTicV1yNrX0yS6ZEfGxgTvUQMG/4+U3CV54A0Gsnl01MmycmNMk0Ud0qZICbcZvQjANMRg5A3B49jABESfHAr3I6Cjq9abDfEGHgROGxJc5b5uLhAY7qdZrx2/taTVhYFwp0SbTrHoqhjwYOqJxouSyZinn4+uythe/yvEZ/xPG+Z4apqgdl+Kv7ePLRGHIavvNIICBUryiiNwSnKCNqDGITgnXYNYg7priWZbXhN3Omt9byoMKQwlORS5ADVPojqpqANfKJ61zROoIuVArvi8ABk80IHklRrVwG2WgCNOjTxlfZor1kFm25crjHZpa6/KzsthOCPUplyJkSrOrGyzEW1lQcpD8YZE4+T2RfCazoh1ozuzJ4/Ob79MznvmrkmdVIw3evjAINVMgLUMqwrpk1JG6YSFbJlj6uX9aPO2VZXJjU9CDHNmCD9ehtiakAcO3UkmmvsJu4S1LzZJIN4Qa1H+BeH50fx34/Dg1GwFBfN69sVWEjxHgMX7QT2ZfPfqfHDmlaToGjtB1t/eLxNVS4+lIbYUr5R4/mMqif2LmVgNLkQ1EYk/eYEy/TvKk3sRy48MlVIG4TIgv4a6+JafZnP1nbj+9CiD9HFlXqfsf6wnocCW3Q268aC/XhGZpKCTmsNS3Us5ZJ4DOf6W42tom0LwVqjOSrm6Fy65SbfFja7BL425EizQtEvJLyVXaPJ3cE/72ojCwyzg8mzb2ky1FXosn4iB4QXqUcQFzd0N7896DBaz7XQ3wPoEqpCQhS1L4zMcalbHA9Q/mF+un57Nj9lh//Z/ASfQR1y82jkZnfHL8VRkkJ7jq6Zqt5jsf6GkqVL2jyOKui5cw3tNJgNjeVi7UQnfo4go2CHgw9URWP7j0PVPyEyT3BaJcZT0aiKC4mxOTG9QH8I00+dHk2cANVMG1yttRexOdJenQgqPe8s+gUTnJTcP6x5K1crBRdmRUyaG5AoZhki3kzKOMz75w6X11A5+4YofnppcO/F56x4j9rc6pclHy0IDI5Nbdaw+a9RdplcHNsE7DyfVkrz6xr8xTJ1KiLOH7WpUyIml+uOTaiGDNnrBrQL5XDcX49LB8NPH4IaOb7mA7TS01GWD7N3iopNK4rTOJbvKbQLXFsMZMbuZaOa36h9CzCA1zz0q9XAOI5tQSI6xZBM9sOZ4mFl4k5t4lTGkTSMVB95iSC78mRvqpFpUa6c7AjGlJgzTa6d2ilnBDGZW76OfS/Rkkwjp064ETupqmHPJDHSW1s67y+EJAbnek7FeccSngC1YGZwgK/NUc+Fzcg5JGh56VlcVcf4JYcadI/08x8y0dMC4jpI/XDVWvtD2crc4memKcG3781P9Fw6DX8FsxDDqJ9NAVG0BSzOpzeg9eiWShC5jEJDz4ij6miyJf/jsHuAfBVXmvhT52L7+O9NWuiGDZEAEsNTR3j9fBGY1sVP960mJ6GanpB9OeLDuP57Umm8Ai5JInIInDgW4uyF3g4P3Gwrbicc5xfNW2cazemnbGPLyxLWCPWIXqPEXM/+0J1TkyZu0fjmojwDBG6SS6tLuXPDO76VojExGpFTZ+xShM05+UKdpngtkBPcOYbfhKJ0WCegXoC5dnKmvdldXlaf/NvfHqqkSli3naAzHLiWmbuxC0jrp96C9+4vjKZG+D0shv12y+SwNToZfOLcm25g25xX2a7p87l/M/92Qe7IWQwu5MCZQFsB1P+4YC8OOD6ElgoUXdbzT1AH6RMyGH1tf4LkgvIKJRPvivhcCJONJdCR8/QGxQXQZwqjz+jQ/1QZxkw7WWrJfwuTbbTwG9suuZ4SBiuuI2zwYp8XiGCKKE7l0o9HIfZ62NXU3XKLzUW5hl6SKtNBdPfrg2J/KFUn/QHKFBf0BC3HIGZ3srRgEm0cTF1t9U4brztznmnr+rME6g9SEp+/qTmuGSsq9wP+SgRKyTTZpcMm+wZT7zkX79p1JZMPDeztD6upBiPAK1Lj4AtPJsmY4g0AAWtk2P3YVDAwdhEdjzMbfd0hkQESrR2Gtbomqq6Yhh39deJif6AKD3Rh+A7/VdA7Vfr5QH5cLU1mjqlwSzH8TxW7BuqRGNEP8mg3yHwoumBix3lrCXAWty11tqWZoHJdRLYSoB43Eql9As51j804OH9lYD35Uf5IyRUUMvVaq7d/lesnx6b8cXb7wleqXWb408XTTuSSkVnxMP2aXpfJHT01ecodYT3pR3kOmuE3Vg5D/mM1UvH5MizknCtyQqd0phvFz0VEmMwEe8/5olymktuBGJUC0pKLOnOUe8d+JOpHtm8AShJH+jGp3SGU/ziwjE/02x6iVYY//8QtxUX729+Dwt7yxWJ6LXr8bgKoWWmZY6VwcAyd0o424KEqCS0oWRsuhNWjgspFDmiIwR3NKtnzKes8dI4rKyrQyLJ35mjaSnpI/FNF/NCZQKjqaH3gSJSko2CYOnRZY2PHu3QFubdhTL2AHcAjJdhAxmfBEJ7mBR02iM5pZtfsfrfhTg5rGRq5ztD23D/HvVCMU7phNNAe/sGakLm+GsEJvwSb7WINRVZqiqUJYLiDiEyTTZ4hE2w8tIMsRgThycuZcoXjSd2bm0WKjb+FD5QTckF3GqJ7aqQGj7KQDXYduUGt8Ae7QyfPrCs6uxUqLYYaVWAg/UWNtE76FHCHmoWSr02sr8kVK3W6y00X8BSO/ZLYuezlDS3q2K4YYQ0dt8s1s2o8FxTkfoaaX6w4TVDtr/M6gnje5FVnzjJ+BkSg1hqUzZxffidiiqY12GgaPBNrlhcUJr2n0Q76pfmd+fQB1hRFLCZWVvXY1UCcyEKEcI5Bz4tMsS6Pc5VcEW+hWhy4xswjR80x+xLm8+RTk9qXTcfzqJST+KnoXssuYbjjt3BLGYEkrzYU2tEgzALq97xL+G9gYJj/hWjTZV141vFLHP/nVeT/9Q7z4v8QaVvi5ToU9un/C2lrTZ1MDbxiJNL5fctDstj1uEra37jJLIwRnSNF0sn1LXHLG2LdMb2OJiWG+ubjXjFXMOXiJaIMdZndJaS39MQLjN9x1jxtY27ZdBwINjpEvQ5NgD4iZXIdzHwU3uBNY3lKuBGhX4G+uQyR+3wCAh8EfCz4WnJxSYEJaIjsUgz1evAdcdOZMWxE6RyKciBN+4YKTeELU6m8VM6n/dNckmpq4GgioGWsStXVfXqTeXvtnXxhIQ4gXvp1YDgsPsqf/bu47Gk7u+GOQT+gp0yRV10uhY8+sxhG0JByBFb2FTw2pL4n8+0hG54J8rxq+DeqLKBHZcWMkcR8m417Sdw3X3IT+ud2sAjc1MCOMHVI89j6eoY1WFHoL57NXd/h8/8Wz1Zh3llwnK7Ctzpxil8xu+ptNrzaCRp/2ll9O/kzWt6Y3V1b612YYijkre3rE+j6/iY/HwYB+vW15p7+uyeaDfTvaLb3Z/85zVbIDuRXK9F3KkvymfqtkmtMwj7/vJc7iRm1cyFYSvQw9tZ4t5bDepycgQoqz4f3TCPBBPTiIWPcxX3y7MfH29EycvAlailNJEMS6wJoGDZ1+HQm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<_2xComment> 62 eModelTypeComment 1,1,0.8,1 0 0.2339839,0.009663682,0 0.089,0.038,1.82 0 0 -0.0461324,0.2741437,-0.01851635,-0.9604031 0.6348184,0.4615399,0.02005665 Non Non Non 0 670 false 0 このビスは座板のビスと干渉しないように、位置をずらした。 false false false 0 1 0.7529412 0 0 1 0.6259693 0.345500261 -0.0661582053 0 0 0 eEndQube <_2xComment> 59 eModelTypeComment 1,1,0.8,1 0 0.1882418,0.01750036,0 0.089,0.038,1.82 0 0 0,-0.9998476,0,-0.01745225 0.258801,0.7754671,0.7998391 Non Non Non 0 1107 false 0 　組み立ての最終段階に４か所のボルト＆ナット接合を行った後、この位置をクランプ等で仮に固定して ピクニックベンチ ⇔ ベンチ変形の動きを確認・調整し、ビスを打つとよいと思う。 　その後、Left側座席の貫の位置を現物合わせで決め、ビスを打って完成。 　ビス長さ70㎜程度。 false false false 0 1 0.2 0.2 0.2 1 0.233802021 0.711467266 0.8498391 0 0 0 eEndQube <_2xComment> 48 eModelTypeComment 1,1,0.8,1 0 0.09390412,0.008210375,0 0.089,0.038,1.82 0 0 0.1825954,-0.9347352,0.3046429,-0.01104597 -0.1889322,0.5166781,-0.2283796 Non Non Non 0 1125 false 0 テーブル棚板の裏面すべて、この位置に下穴を開ける。 ビス長さ40㎜程度。 false false false 0 1 0.2 0.2 0.2 1 -0.1458423 0.6035099 -0.19916 0 0 0 eEndQube <_2xComment> 47 eModelTypeComment 1,1,0.8,1 0 0.08511585,0.008210375,0 0.089,0.038,1.82 0 0 -0.222613,-0.4208242,-0.05463559,0.8777044 -0.1659353,0.808678,-0.2283796 Non Non Non 0 383 false 0 テーブルの天板すべて、この位置に下穴を開ける。 ビス長さ40㎜程度。 false false false 0 1 0.2 0.2 0.2 1 -0.14612864 0.731345534 -0.1986589 0 0 0 eEndQube <_2xPicture> 91 eModelTypePicture 1,1,0.8,1 0 0.198,0,0.7430027 0.089,0.038,1.82 0 0 -0.5000001,0.4999999,0.5,-0.5 1.184329,0.09900012,1.016343 Non Non Non 0 861 false 0 　屋外で使用することを考慮し、雨の後等に乾きやすいように、 板と板の間にすき間を設けている。 　座面のすき間の幅がやや広いので、指等を挟まないように注 意が必要。 　ピクニックベンチ ⇔ ベンチに変形する際、回転部に指等を挟 むと大変危険なので、注意が必要。 false false false 35 Regular Meiryo UI true true 1.5 192,0,0 255,255,255 true false <_2xComment> 91 eModelTypeComment 1,1,0.8,1 0 0.3280013,0.05772808,0 0.089,0.038,1.82 0 0 0,0,0,1 -0.01220991,0.3175028,0.9918389 Non Non Non 0 951 false 0 　ボルト＆ナットで座席部と テーブル部をつなぐ。 false false false 0 1 0.2 0.2 0.2 1 0.347788 0.3175034 0.94383806 0 0 0 eEndQube <_2xPicture> 111 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<_2xLumber> 55 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0.6087613,0.7933533 -0.645548,0.3211438,0.3438401 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 606 false 1 SPF 2x4材 false false false <_2xLumber> 50 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.4191257 0.089,0.038,1.82 0.4 350 0.5,-0.5000001,0.5000001,-0.5000001 -0.4291504,0.3177425,0.9628401 28,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 555 false 1 SPF 2x4材 false false false <_2xLumber> 55 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0,1 -0.5703651,0.3812425,0.3438402 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 611 false 1 SPF 2x4材 false false false <_2xLumber> 53 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0.5000001,0.5000001,0.5000001,0.5000002 -0.1773672,0.6670099,0.92484 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 481 false 1 SPF 2x4材 false false false <_2xLumber> 50 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.019,0.362 0.089,0.019,1.82 0.4 300 0.7071059,3.062167E-07,-3.062167E-07,0.7071059 -0.4685803,0.1812425,0.9343405 62,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 552 false 1 SPF 1x4材 false false false <_2xLumber> 50 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.2730001 0.089,0.038,1.82 0.4 350 0.7071068,0,0,0.7071068 -0.4685789,0.1367425,0.9628401 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 549 false 1 SPF 2x4材 false false false <_2xLumber> 55 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0,1 -0.4685789,0.3812426,0.3438402 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 612 false 1 SPF 2x4材 false false false <_2xLumber> 60 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,0,1 -0.1753423,0.7210099,0.34384 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 469 false 1 SPF 1x4材 false false false <_2xLumber> 72 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.8528822 0.089,0.038,1.82 0.4 350 0.6861027,-0.1710646,-0.1710646,0.6861027 -0.2735861,0.3558762,0.92484 28,0,-28,0,0,0,0,0 0,0,0,0 0,0,0,0 0 625 false 1 SPF 2x4材 false false false <_2xLumber> 51 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 0.4999996,-0.4999993,0.4999993,-0.4999996 0.05965585,0.6670098,0.8868399 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 470 false 1 SPF 2x4材 false false false <_2xLumber> 51 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,0,1 -0.08134302,0.6130099,0.34384 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 971 false 1 SPF 1x4材 false false false <_2xLumber> 51 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,0,1 -0.1753423,0.6130099,0.34384 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 967 false 1 SPF 1x4材 false false false <_2xLumber> 50 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.4191257 0.089,0.038,1.82 0.4 350 0.5,-0.5000001,0.5000001,-0.5000001 -0.4291504,0.3177425,-0.2751598 28,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 539 false 1 SPF 2x4材 false false false <_2xLumber> 50 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.019,0.362 0.089,0.019,1.82 0.4 300 0.7071059,3.062167E-07,-3.062167E-07,0.7071059 -0.4685789,0.1812425,-0.2466593 62,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 542 false 1 SPF 1x4材 false false false <_2xLumber> 50 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.2730001 0.089,0.038,1.82 0.4 350 0.7071068,0,0,0.7071068 -0.4685789,0.1367425,-0.2751598 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 541 false 1 SPF 2x4材 false false false <_2xLumber> 72 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.8528822 0.089,0.038,1.82 0.4 350 0.6861027,-0.1710646,-0.1710646,0.6861027 -0.2735861,0.3558762,-0.2371597 28,0,-28,0,0,0,0,0 0,0,0,0 0,0,0,0 0 456 false 1 SPF 2x4材 false false false <_2xLumber> 60 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,0,1 0.01265592,0.7210099,0.34384 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 962 false 1 SPF 1x4材 false false false <_2xLumber> 51 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,0,1 0.01265592,0.6130099,0.34384 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 972 false 1 SPF 1x4材 false false false <_2xLumber> 60 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,0,1 0.106656,0.7210099,0.34384 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 963 false 1 SPF 1x4材 false false false <_2xLumber> 51 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 0.4999996,-0.4999993,0.4999993,-0.4999996 0.05965585,0.6670098,-0.1991602 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 480 false 1 SPF 2x4材 false false false <_2xLumber> 51 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,0,1 0.106656,0.6130099,0.34384 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 973 false 1 SPF 1x4材 false false false <_2xLumber> 60 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,0,1 0.2006552,0.7210099,0.34384 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 964 false 1 SPF 1x4材 false false false <_2xLumber> 53 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0.5000001,0.5,0.5000001,0.5 -0.1773672,0.6670099,-0.23716 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 482 false 1 SPF 2x4材 false false false <_2xLumber> 58 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.477738 0.089,0.038,1.82 0.4 350 0.7010574,0.09229591,0.09229591,0.7010574 0.3011162,0.4922124,0.848838 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 484 false 1 SPF 2x4材 false false false <_2xLumber> 60 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,0,1 0.2946541,0.7210098,0.3438398 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 965 false 1 SPF 1x4材 false false false <_2xLumber> 63 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 -0.7010576,0.09229591,-0.09229601,0.7010576 0.3710071,0.1809846,0.7728379 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 461 false 1 SPF 2x4材 false false false <_2xLumber> 63 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.4665 0.089,0.038,1.82 0.4 350 0.5000001,-0.5000001,0.5000001,-0.5000001 0.5332093,0.132531,0.810838 -15,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 464 false 1 SPF 2x4材 false false false <_2xLumber> 81 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.4268796 0.089,0.038,1.82 0.4 350 0.5000001,-0.5000001,0.5000001,-0.5000001 0.5033762,0.3175001,0.810838 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 463 false 1 SPF 2x4材 false false false <_2xLumber> 58 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.477738 0.089,0.038,1.82 0.4 350 0.7010574,0.09229591,0.09229591,0.7010574 0.3011162,0.4922124,-0.161158 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 483 false 1 SPF 2x4材 false false false <_2xLumber> 63 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 -0.7010576,0.09229591,-0.09229601,0.7010576 0.3710071,0.1809846,-0.08515795 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 468 false 1 SPF 2x4材 false false false <_2xLumber> 63 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.4665 0.089,0.038,1.82 0.4 350 0.5000001,-0.5000001,0.5000001,-0.5000001 0.5332093,0.132531,-0.123162 -15,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 566 false 1 SPF 2x4材 false false false <_2xLumber> 52 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.972 0.089,0.038,1.82 0.4 350 0,0,0,1 0.5464692,0.3810001,0.3438418 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 460 false 1 SPF 2x4材 false false false <_2xLumber> 81 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.4268796 0.089,0.038,1.82 0.4 350 0.5000001,-0.5000001,0.5000001,-0.5000001 0.5033762,0.3175001,-0.123158 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 465 false 1 SPF 2x4材 false false false <_2xLumber> 63 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 0.09229597,-0.7010576,-0.7010576,0.09229597 0.6953954,0.1809846,0.7728379 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 462 false 1 SPF 2x4材 false false false <_2xLumber> 52 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.972 0.089,0.038,1.82 0.4 350 0,0,0,1 0.6484693,0.3810001,0.3438418 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 458 false 1 SPF 2x4材 false false false <_2xLumber> 63 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.896 0.089,0.038,1.82 0.4 350 0,0,0.7933533,0.6087614 0.7623161,0.1769155,0.3438409 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 459 false 1 SPF 2x4材 false false false <_2xLumber> 63 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 0.09229597,-0.7010576,-0.7010576,0.09229597 0.6953954,0.1809846,-0.08515795 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 467 false 1 SPF 2x4材 false false false <_2xPicture> 91 eModelTypePicture 1,1,0.8,1 0 0.275,0,2.531002 0.089,0.038,1.82 0 0 -0.5000001,0.4999999,0.5,-0.5 0.2843272,1.2965,0.9253432 Non Non Non 0 737 false 0 ■ ベンチ状態での背もたれの角度（この設計では１０５度）はピクニックベンチにした時のテーブルと座席との間隔に関連します。 ■ a1 と a2 の長さを同じにすることで、B1と「テーブル部が回転しB1が移動した後のB2」の高さが同じになった時に、ベンチになった Right座面とLeft座面の高さが同じ（水平）になります。 false false false 55 Regular Meiryo UI true true 1.5 0,0,0 255,255,255 true false <_2xComment> 88 eModelTypeComment 1,1,0.8,1 0 0.2319281,0.02185591,0 0.089,0.038,1.82 0 0 -0.009834098,-0.3745399,-0.00530538,0.9271436 -0.1047708,0.268308,0.9696539 Non Non Non 0 683 false 0 　「ビス位置　テーブル部L脚」カメラ再生の寸法と、 ここの寸法によって脚の角度をチェックできると思う。 false false false 0 1 0.7529412 0 0 1 -0.00335713476 0.326523244 0.8672232 0 0 0 eEndQube <_2xDimension> 88 eModelTypeDimension 1,1,0.8,1 0 0.07300001,0,0.03799987 0.089,0.038,1.82 0 0 -0.6594157,0.7517784,8.894104E-05,0.0001480247 -0.2198403,0.6035162,0.88684 Non Non Non 0 1286 false 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 88 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.6359025 0.089,0.038,1.82 0 0 -0.3720891,0.6012887,0.6028134,-0.3696187 0.06412241,0.4604864,0.867839 Non Non Non 0 1287 false 0 636 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.124 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.129629,-0.01199989,-5.085784 Non Non Non 0 1278 false 0 1124 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 114 eModelTypeLumber 1,1,0.8,1 0 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.2183714,-0.02149987,-5.041284 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1189 false 1 SPF 1x4材 true true false <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 -0.129629,-0.02149987,-5.041284 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1150 false 1 SPF 1x4材 true false false <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.124 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.129629,-0.01199989,-5.263784 Non Non Non 0 1277 false 0 1124 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 -0.129629,-0.02149987,-5.219283 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1149 false 1 SPF 1x4材 true false false <_2xLumber> 114 eModelTypeLumber 1,1,0.8,1 0 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.2183714,-0.02149987,-5.219283 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1188 false 1 SPF 1x4材 true true false <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.124 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.129629,-0.01199989,-5.441783 Non Non Non 0 1276 false 0 1124 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 -0.129629,-0.02149987,-5.397283 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1135 false 1 SPF 1x4材 true false false <_2xLumber> 114 eModelTypeLumber 1,1,0.8,1 0 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.2183714,-0.02149987,-5.397283 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1187 false 1 SPF 1x4材 true true false <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 -0.129629,-0.02149987,-5.575282 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1145 false 1 SPF 1x4材 true false false <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.124 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.129629,-0.01199989,-5.621782 Non Non Non 0 1275 false 0 1124 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 114 eModelTypeLumber 1,1,0.8,1 0 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.2183714,-0.02149987,-5.575282 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1186 false 1 SPF 1x4材 true true false <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 -0.09162872,-0.02149987,-5.753283 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1157 false 1 SPF 1x4材 true false false <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.2 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.09162848,-0.01199989,-5.797784 Non Non Non 0 1274 false 0 1200 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 114 eModelTypeLumber 1,1,0.8,1 0 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.2183714,-0.02149987,-5.753282 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1185 false 1 SPF 1x4材 true true false <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 -0.09162872,-0.02149987,-5.931281 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1151 false 1 SPF 1x4材 true false false <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.2 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.09162872,-0.01199989,-5.975781 Non Non Non 0 1273 false 0 1200 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 114 eModelTypeLumber 1,1,0.8,1 0 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.2183714,-0.02149987,-5.931281 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1184 false 1 SPF 1x4材 true true false <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.2 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.09162872,-0.01199989,-6.15378 Non Non Non 0 1272 false 0 1200 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 -0.09162872,-0.02149987,-6.109281 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1152 false 1 SPF 1x4材 true false false <_2xLumber> 114 eModelTypeLumber 1,1,0.8,1 0 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.2183714,-0.02149987,-6.109281 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1183 false 1 SPF 1x4材 true true false <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 -0.09162872,-0.02149987,-6.28728 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1153 false 1 SPF 1x4材 true false false <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.2 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.09162872,-0.01199989,-6.331779 Non Non Non 0 1271 false 0 1200 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 114 eModelTypeLumber 1,1,0.8,1 0 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.2183714,-0.02149987,-6.28728 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1182 false 1 SPF 1x4材 true true false <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.2 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.09162848,-0.01199989,-6.509779 Non Non Non 0 1270 false 0 1200 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 -0.09162872,-0.02149987,-6.46528 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1156 false 1 SPF 1x4材 true false false <_2xLumber> 114 eModelTypeLumber 1,1,0.8,1 0 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.2183714,-0.02149987,-6.46528 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1181 false 1 SPF 1x4材 true true false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.019,0.362 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 -0.5106289,-0.02149987,-6.643279 62,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1142 false 1 SPF 1x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.019,0.362 0.089,0.019,1.82 0.4 300 0,0.7071068,0,-0.7071069 -0.3160141,-0.02149987,-6.643279 62,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1154 false 1 SPF 1x4材 true false false <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.4649865,-0.02149987,-6.643279 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1138 false 1 SPF 1x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.2730001 0.089,0.038,1.82 0.4 350 0,0.7071068,0,-0.7071069 -0.5551292,-0.03099987,-7.580279 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1155 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 0,0.7071068,0,-0.7071069 -0.1391313,-0.03099987,-7.580279 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1137 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.972 0.089,0.038,1.82 0.4 350 0,0.7071068,0,-0.7071069 0.6263672,-0.03099987,-7.580279 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1163 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.2730001 0.089,0.038,1.82 0.4 350 0,-0.7071069,0,-0.7071067 -0.5551283,-0.03100001,-7.399277 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1143 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 0,-0.7071069,0,-0.7071067 -0.1391306,-0.03100001,-7.399277 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1139 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.972 0.089,0.038,1.82 0.4 350 0,0.7071068,0,-0.7071069 0.6263679,-0.03100001,-7.399278 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1147 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 -0.05362949,-0.03100001,-7.221279 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1133 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.8528822 0.089,0.038,1.82 0.4 350 0.7071069,-4.892375E-08,0.7071069,-4.892375E-08 -0.2651876,-0.03100001,-7.758278 28,0,-28,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1166 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.8528822 0.089,0.038,1.82 0.4 350 0.7071069,-4.892375E-08,0.7071069,-4.892375E-08 0.5408739,-0.03100001,-7.758278 28,0,-28,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1164 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.4191257 0.089,0.038,1.82 0.4 350 -0.7071069,1.045409E-08,-0.7071069,1.193786E-08 -0.4820653,-0.03100001,-7.936278 28,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1132 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0,0.7071065,0,-0.7071068 -0.2773493,-0.03100003,-7.936278 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1144 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.4031262,-0.03100003,-7.936278 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1134 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.4191257 0.089,0.038,1.82 0.4 350 -0.7071067,5.573103E-08,-0.707107,-2.166398E-09 -0.4820653,-0.03100003,-8.114278 28,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1141 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0,0.7071068,0,-0.7071069 -0.2773488,-0.03100005,-8.114278 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1148 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.4031264,-0.03100005,-8.114278 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1146 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 -0.4923354,-0.031,-8.292279 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1136 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 -0.1175978,-0.031,-8.292279 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1161 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.896 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.5296957,-0.031,-8.292279 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1162 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.4665 0.089,0.038,1.82 0.4 350 0,-0.7071069,0,-0.7071067 -0.4583784,-0.031,-8.648278 -15,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1160 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.4268796 0.089,0.038,1.82 0.4 350 0,0.7071068,0,-0.7071069 -0.03553638,-0.031,-8.648278 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1169 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.3533489,-0.031,-8.648278 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1140 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.477738 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.7676629,-0.031,-8.648278 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1165 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.4665 0.089,0.038,1.82 0.4 350 0,-0.7071069,0,-0.7071067 -0.4583784,-0.031,-8.470279 -15,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1159 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.4268796 0.089,0.038,1.82 0.4 350 0,0.7071068,0,-0.7071069 -0.03553638,-0.031,-8.470279 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1168 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.3985855 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.3533489,-0.031,-8.470279 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1158 false 1 SPF 2x4材 true false false <_2xLumber> 115 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.477738 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.7676629,-0.031,-8.470278 -15,0,15,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1167 false 1 SPF 2x4材 true false false <_2xPicture> 111 eModelTypePicture 1,1,0.8,1 0 0.127,0,0.315 0.089,0.038,1.82 0 0 0.4280075,-0.5628585,-0.4280076,0.5628585 -0.5511172,2.871933,0.999084 Non Non Non 0 1280 false 0 木取り図 false false false 80 Bold Meiryo UI true true 1.5 0,0,0 255,255,255 true false <_2xScrew> 61 eModelTypeScrew 0,0.6901961,0.9411765,1 0 0.038,0.076,0.03 0.089,0.038,1.82 0 0 0,-0.7071069,0,-0.7071067 0.6779684,0.4000001,-0.123158 Non Non Non 0 562 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xLumber> 67 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.823 0.089,0.038,1.82 0.4 350 0.6861027,-0.1710646,-0.1710646,0.6861027 -0.2805112,0.3424414,-0.2370912 28,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 112 624 false 1 SPF 2x4材 true false false <_2xCylinder> 67 eModelTypeCylinder 0,0,0,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -0.1080043,0.6667673,-0.2370912 Non 0,0,0,0 0,0,0,0 112 627 false 0 南洋材丸棒 true false false <_2xLumber> 79 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.4645 0.089,0.038,1.82 0.4 350 0.7010574,0.09229591,0.09229591,0.7010574 0.2993771,0.4987686,0.8488379 0,0,15,0,0,0,0,0 0.044,0.044,0,0 0,0,0,0 96 647 false 1 SPF 2x4材 true false false <_2xCylinder> 79 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 0.3480831,0.3174504,0.8488379 Non 0,0,0,0 0,0,0,0 96 651 false 0 南洋材丸棒 true false false <_2xLumber> 79 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.4645 0.089,0.038,1.82 0.4 350 0.7010574,0.09229591,0.09229591,0.7010574 0.2994031,0.4986058,-0.161158 0,0,15,0,0,0,0,0 0.044,0.044,0,0 0,0,0,0 93 650 false 1 SPF 2x4材 true false false <_2xCylinder> 79 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,1,0,-7.675708E-09 0.348106,0.3172877,-0.1611597 Non 0,0,0,0 0,0,0,0 93 868 false 0 南洋材丸棒 true false false <_2xLumber> 67 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.823 0.089,0.038,1.82 0.4 350 0.6861027,-0.1710646,-0.1710646,0.6861027 -0.2805112,0.3424415,0.9249086 28,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 113 623 false 1 SPF 2x4材 true false false <_2xCylinder> 67 eModelTypeCylinder 0,0,0,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -0.1081033,0.6667674,0.9249086 Non 0,0,0,0 0,0,0,0 113 864 false 0 南洋材丸棒 true false false <_2xCylinder> 90 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -0.1080043,0.6674237,-0.1990914 Non 0,0,0,0 0,0,0,0 0 863 false 0 南洋材丸棒 true false false <_2xCylinder> 90 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -0.1080043,0.6674237,0.8869087 Non 0,0,0,0 0,0,0,0 0 626 false 0 南洋材丸棒 true false false <_2xLumber> 82 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.413 0.089,0.038,1.82 0.4 350 0.5000001,-0.5000001,0.5000001,-0.5000001 0.5103161,0.3175001,0.810838 -15,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 108 656 false 1 SPF 2x4材 true false false <_2xCylinder> 82 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 0.347788,0.3175033,0.8108379 Non 0,0,0,0 0,0,0,0 108 865 false 0 南洋材丸棒 true false false <_2xLumber> 82 eModelTypeLumber 0,0.6901961,0.9411765,1 0 0.089,0.038,0.413 0.089,0.038,1.82 0.4 350 0.5000001,-0.5000001,0.5000001,-0.5000001 0.5103161,0.3175001,-0.123158 -15,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 107 657 false 1 SPF 2x4材 true false false <_2xCylinder> 82 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 0.347788,0.3175033,-0.123162 Non 0,0,0,0 0,0,0,0 107 944 false 0 南洋材丸棒 true false false <_2xCylinder> 89 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.7933533,0.6087615 0.347788,0.3175033,0.849337 Non 0,0,0,0 0,0,0,0 0 734 false 0 南洋材丸棒 true false false <_2xCylinder> 89 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.7933533,0.6087615 0.347788,0.3175033,-0.161162 Non 0,0,0,0 0,0,0,0 0 942 false 0 南洋材丸棒 true false false <_2xScrew> 64 eModelTypeScrew 1,1,0.8,1 0 0.038,0.076,0.03 0.089,0.038,1.82 0 0 -0.4304592,-0.5609853,-0.4304594,0.5609855 0.773033,0.2103279,0.7728409 Non Non Non 0 585 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xComment> 64 eModelTypeComment 1,1,0.8,1 0 0.06629909,0.007542674,0 0.089,0.038,1.82 0 0 0.01064712,0.4065972,-0.02391384,0.9132326 0.8230329,0.2393279,0.7228409 Non Non Non 0 1131 false 0 ビス長さ70㎜程度。 false false false 0 1 0.2 0.2 0.2 1 0.773033 0.2103279 0.7728409 0 0 0 eEndQube <_2xComment> 64 eModelTypeComment 1,1,0.8,1 0 0.3682711,0.00754777,0 0.089,0.038,1.82 0 0 0,-0.5877853,0,-0.8090169 0.8206421,-0.0180133,0.9133947 Non Non Non 0 953 false 0 　組み立ての一番最後に、ベンチに変形させた状態で、現物合わせで貫（背もたれのストッパー）の位置を決める。 false false false 0 1 0.2 0.2 0.2 1 0.7894834 0.06898669 0.8245195 0 0 0 eEndQube <_2xScrew> 64 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.038 0.089,0.038,1.82 0 0 -1.064329E-07,-3.430553E-09,0.6087614,-0.7933533 0.7883042,0.1533383,0.7728409 Non Non Non 0 586 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xDimension> 64 eModelTypeDimension 1,1,0.8,1 0 0.074,0,0.1335417 0.089,0.038,1.82 0 0 0.5533814,0.4401795,0.2823722,-0.6482878 0.7727221,0.06450757,0.7918394 Non Non Non 0 952 false 0 133.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xScrew> 64 eModelTypeScrew 1,1,0.8,1 0 0.038,0.076,0.03 0.089,0.038,1.82 0 0 -0.4304592,-0.5609853,-0.4304594,0.5609855 0.7718681,0.2146744,-0.08515911 Non Non Non 0 668 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 false <_2xScrew> 64 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.038 0.089,0.038,1.82 0 0 -1.064329E-07,-3.430553E-09,0.6087614,-0.7933533 0.7871391,0.1576848,-0.08515911 Non Non Non 0 669 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 false <_2xComment> 62 eModelTypeComment 1,1,0.8,1 0 0.0840902,0.009566722,0 0.089,0.038,1.82 0 0 0,-0.190809,0,0.9816272 0.7473072,0.3378274,0.08784208 Non Non Non 0 1130 false 0 ビス長さ70㎜程度。 false false false 0 1 0.2 0.2 0.2 1 0.6973072 0.2878274 -0.06615789 0 0 0 eEndQube <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.146,0.076,0.03000002 0.089,0.038,1.82 0 0 0.4304594,0.5609854,0.5609856,0.4304594 0.6973072,0.2878274,-0.06615789 Non Non Non 0 572 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xDimension> 62 eModelTypeDimension 1,1,0.8,1 0 0.1140001,0,0.3195371 0.089,0.038,1.82 0 0 0.5001858,0.4999995,0.4999995,0.4998154 0.5332002,0.3622227,-0.1040987 Non Non Non 0 567 false 0 319.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.037,0.076,0.046 0.089,0.038,1.82 0 0 -0.09229586,0.7010573,0.7010574,-0.09229596 0.6246544,0.344541,-0.06615794 Non Non Non 0 573 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.3520001,0.076,0.03000002 0.089,0.038,1.82 0 0 -0.4304594,0.5609857,0.5609857,-0.4304592 0.3364841,0.1661207,-0.06615806 Non Non Non 0 570 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.2280001,0.076,0.03000002 0.089,0.038,1.82 0 0 -0.4304594,0.5609857,0.5609857,-0.4304592 0.3204371,0.1062334,-0.06615806 Non Non Non 0 569 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.1459999 0.089,0.038,1.82 0 0 0.09229606,0.7010573,0.7010574,0.09229594 0.369027,0.2875897,-0.06617341 Non Non Non 0 581 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.03 0.089,0.038,1.82 0 0 0.09229606,0.7010573,0.7010574,0.09229594 0.3840381,0.343598,-0.06615786 Non Non Non 0 582 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.3360002 0.089,0.038,1.82 0 0 -0.7010576,0.09229635,0.09229584,-0.7010574 0.3975751,0.166158,-0.06615806 Non Non Non 0 580 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.2120001 0.089,0.038,1.82 0 0 -0.7010576,0.09229635,0.09229584,-0.7010574 0.381528,0.1062705,-0.06615806 Non Non Non 0 579 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xDimension> 62 eModelTypeDimension 1,1,0.8,1 0 0.078,0,0.09111789 0.089,0.038,1.82 0 0 -1.963639E-08,0.7071221,0.683136,0.1824917 0.288201,0.04401552,-0.1041601 Non Non Non 0 568 false 0 91 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.1620001,0.076,0.03000002 0.089,0.038,1.82 0 0 0.5609856,0.4304592,0.4304594,0.5609857 0.4301183,0.2876114,-0.06615786 Non Non Non 0 584 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.0475,0.076,0.03000002 0.089,0.038,1.82 0 0 0.5609856,0.4304592,0.4304594,0.5609857 0.4449362,0.3429107,-0.06615785 Non Non Non 0 583 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.1619999 0.089,0.038,1.82 0 0 -0.09229586,0.7010573,0.7010574,-0.09229596 0.6362842,0.2876115,-0.06615794 Non Non Non 0 574 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.336,0.076,0.03000002 0.089,0.038,1.82 0 0 -0.5609856,0.4304594,0.4304594,-0.5609854 0.6688274,0.1661579,-0.06615794 Non Non Non 0 578 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.2125,0.076,0.03000002 0.089,0.038,1.82 0 0 -0.5609856,0.4304594,0.4304594,-0.5609854 0.6848093,0.1065119,-0.06615795 Non Non Non 0 577 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.03000002 0.089,0.038,1.82 0 0 0.4304594,0.5609854,0.5609856,0.4304594 0.6823624,0.3436289,-0.06615798 Non Non Non 0 571 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.352 0.089,0.038,1.82 0 0 -0.7010574,-0.09229579,-0.09229603,-0.7010573 0.7299193,0.1661207,-0.06615792 Non Non Non 0 575 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 62 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.228 0.089,0.038,1.82 0 0 -0.7010574,-0.09229579,-0.09229603,-0.7010573 0.7459651,0.1062333,-0.06615795 Non Non Non 0 576 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 61 eModelTypeScrew 0,0.6901961,0.9411765,1 0 0.03,0.076,0.038 0.089,0.038,1.82 0 0 0,1,0,-7.675708E-09 0.6189693,0.4000001,-0.1231582 Non Non Non 0 561 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xComment> 61 eModelTypeComment 1,1,0.8,1 0 0.04747268,0.005400843,0 0.089,0.038,1.82 0 0 -0.1189806,0.2148263,0.02637736,0.9690189 0.6859683,0.5020002,-0.173158 Non Non Non 0 1129 false 0 ビス長さ70㎜程度。 false false false 0 1 0.2 0.2 0.2 1 0.6779684 0.4000001 -0.123158 0 0 0 eEndQube <_2xDimension> 61 eModelTypeDimension 1,1,0.8,1 0 0.1399999,0,0.01300007 0.089,0.038,1.82 0 0 -0.2302115,-0.6685827,-0.2302114,-0.6685827 0.5974694,0.4000001,-0.1421582 Non Non Non 0 635 false 0 13 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xScrew> 54 eModelTypeScrew 1,1,0.8,1 0 0.038,0.076,0.03 0.089,0.038,1.82 0 0 0,-0.7071069,0,-0.7071067 -0.5408651,0.4002425,-0.2751599 Non Non Non 0 499 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 57 eModelTypeScrew 1,1,0.8,1 0 0.6679996,0.076,0.03000003 0.089,0.038,1.82 0 0 0.3641872,-0.6061091,-0.6061086,0.3641868 -0.3430313,0.2881049,-0.2181597 Non Non Non 0 515 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 57 eModelTypeScrew 1,1,0.8,1 0 0.2595,0.076,0.03000003 0.089,0.038,1.82 0 0 0.3641872,-0.6061091,-0.6061086,0.3641868 -0.4389202,0.1077629,-0.2181597 Non Non Non 0 512 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xComment> 57 eModelTypeComment 1,1,0.8,1 0 0.07484767,0.008515224,0 0.089,0.038,1.82 0 0 0,-0.1218693,0,0.9925462 -0.1751153,0.2094925,-0.217659 Non Non Non 0 1128 false 0 ビス長さ70㎜程度。 false false false 0 1 0.2 0.2 0.2 1 -0.296116173 0.2724923 -0.151658982 0 0 0 eEndQube <_2xScrew> 57 eModelTypeScrew 1,1,0.8,1 0 0.048,0.076,0.148 0.089,0.038,1.82 0 0 0.499093,-0.4970447,-0.5029459,0.5008973 -0.4387843,0.02408574,-0.2181331 Non Non Non 0 511 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 57 eModelTypeScrew 1,1,0.8,1 0 0.03000007,0.076,0.762 0.089,0.038,1.82 0 0 0.6861027,-0.1710648,-0.1710643,0.6861028 -0.2466562,0.3436877,-0.2181598 Non Non Non 0 522 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 57 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.636 0.089,0.038,1.82 0 0 0.686103,-0.1710646,-0.1710645,0.6861025 -0.2762325,0.2880619,-0.2181596 Non Non Non 0 523 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 57 eModelTypeScrew 1,1,0.8,1 0 0.7940007,0.076,0.03000003 0.089,0.038,1.82 0 0 0.3641872,-0.6061091,-0.6061086,0.3641868 -0.3134554,0.343731,-0.2181597 Non Non Non 0 514 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 57 eModelTypeScrew 1,1,0.8,1 0 0.1659997,0.076,0.03000003 0.089,0.038,1.82 0 0 0.3641872,-0.6061091,-0.6061086,0.3641868 -0.4608689,0.06648497,-0.2181597 Non Non Non 0 513 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 57 eModelTypeScrew 1,1,0.8,1 0 0.0715,0.076,0.03000003 0.089,0.038,1.82 0 0 0.3641872,-0.6061091,-0.6061086,0.3641868 -0.4830509,0.02476583,-0.2181597 Non Non Non 0 516 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 56 eModelTypeScrew 1,1,0.8,1 0 0.089,0.038,0.2375 0.089,0.038,1.82 0 0 4.207889E-07,-0.7071059,-0.7071061,-3.110443E-07 -0.4688641,0.2434925,-0.2366589 Non Non Non 0 506 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout2 0.05 0 true <_2xDimension> 56 eModelTypeDimension 1,1,0.8,1 0 0.126,0,0.1017863 0.089,0.038,1.82 0 0 0.5000784,0.4999977,0.4999977,0.4999262 -0.5639722,0.3633465,-0.2556584 Non Non Non 0 633 false 0 102 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 56 eModelTypeComment 1,1,0.8,1 0 0.0780827,0.008883266,0 0.089,0.038,1.82 0 0 0,-0.1218693,0,0.9925462 -0.3251145,0.1804924,-0.2976589 Non Non Non 0 1127 false 0 ビス長さ50㎜程度。 false false false 0 1 0.2 0.2 0.2 1 -0.446114272 0.2434925 -0.231658921 0 0 0 eEndQube <_2xScrew> 56 eModelTypeScrew 1,1,0.8,1 0 0.089,0.038,0.04000002 0.089,0.038,1.82 0 0 -3.413717E-07,0.7071058,0.7071059,3.028784E-07 -0.4688641,0.3422424,-0.2366589 Non Non Non 0 509 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout2 0.05 0 true <_2xScrew> 56 eModelTypeScrew 1,1,0.8,1 0 0.089,0.038,0.1375 0.089,0.038,1.82 0 0 -3.413717E-07,0.7071058,0.7071059,3.028784E-07 -0.4688641,0.2934925,-0.2366589 Non Non Non 0 505 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout2 0.05 0 true <_2xScrew> 56 eModelTypeScrew 1,1,0.8,1 0 0.04400002,0.038,0.04391245 0.089,0.038,1.82 0 0 0.4999991,0.4999995,0.4999991,0.4999996 -0.4460351,0.1676271,-0.2371594 Non Non Non 0 507 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 true <_2xScrew> 56 eModelTypeScrew 1,1,0.8,1 0 0.1635,0.038,0.044 0.089,0.038,1.82 0 0 -0.4999995,0.499999,0.4999996,-0.4999992 -0.4910789,0.08199245,-0.2371596 Non Non Non 0 526 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.05 0 true <_2xComment> 54 eModelTypeComment 1,1,0.8,1 0 0.1356848,0.01282914,0 0.089,0.038,1.82 0 0 0.2302604,0.4890794,0.1356336,-0.8302922 -0.7628043,0.5885685,-0.2441863 Non Non Non 0 677 false 0 　このビスは他のビスとの干渉を避けるために短い。 　座板の他のビスはL=70㎜。このビスは55㎜。 false false false 0 1 0.7529412 0 0 1 -0.6001484 0.4013543 -0.273159 0 0 0 eEndQube <_2xScrew> 54 eModelTypeScrew 1,1,0.8,1 0 0.038,0.076,0.03 0.089,0.038,1.82 0 0 0,-0.7071069,0,-0.7071067 -0.439079,0.4002425,-0.2751589 Non Non Non 0 675 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 54 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.038 0.089,0.038,1.82 0 0 0,1,0,-7.675708E-09 -0.4980789,0.4002425,-0.2751588 Non Non Non 0 674 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xDimension> 54 eModelTypeDimension 1,1,0.8,1 0 0.07900002,0,0.01278572 0.089,0.038,1.82 0 0 0.3099752,0.6355435,0.3099752,0.6355435 -0.5194733,0.4013543,-0.2936589 Non Non Non 0 631 false 0 13 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 54 eModelTypeDimension 1,1,0.8,1 0 0.099,0,0.2044909 0.089,0.038,1.82 0 0 0.5000001,0.4999998,0.4999999,0.5000001 -0.3218344,0.3622425,-0.2941599 Non Non Non 0 632 false 0 204.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 54 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.395278 0.089,0.038,1.82 0 0 0.5,0.5,0.5000001,0.5 -0.4172262,0.3622425,0.9818401 Non Non Non 0 1109 false 0 395.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xScrew> 54 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.038 0.089,0.038,1.82 0 0 0,1,0,-7.675708E-09 -0.6001484,0.4013543,-0.273159 Non Non Non 0 500 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.055 0 true <_2xScrew> 54 eModelTypeScrew 1,1,0.8,1 0 0.038,0.076,0.03 0.089,0.038,1.82 0 0 0.4304595,-0.5609855,-0.4304593,-0.5609853 -0.6565519,0.3556679,-0.2746589 Non Non Non 0 501 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 54 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.038 0.089,0.038,1.82 0 0 -0.6087615,0.7933532,-1.214289E-07,7.375928E-08 -0.6718212,0.2986783,-0.2746589 Non Non Non 0 502 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 47 eModelTypeScrew 1,1,0.8,1 0 0.1140001,0.038,0.03000017 0.089,0.038,1.82 0 0 3.062167E-07,-0.7071059,3.062167E-07,-0.7071059 0.2298622,0.7318346,0.8873411 Non Non Non 0 665 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 false <_2xDimension> 47 eModelTypeDimension 1,1,0.8,1 0 0.04400003,0,0.004992839 0.089,0.038,1.82 0 0 0.4993358,0.5257598,0.4742402,0.4993362 -0.03433713,0.7305099,-0.2560314 Non Non Non 0 629 false 0 5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xScrew> 47 eModelTypeScrew 1,1,0.8,1 0 0.03000004,0.038,0.114 0.089,0.038,1.82 0 0 -4.330558E-07,0.9999989,-2.156765E-14,1.680486E-08 0.1708621,0.7320953,0.8873411 Non Non Non 0 664 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 false <_2xScrew> 47 eModelTypeScrew 1,1,0.8,1 0 0.1140001,0.038,0.03000017 0.089,0.038,1.82 0 0 3.062167E-07,-0.7071059,3.062167E-07,-0.7071059 -0.1458423,0.7305099,-0.19916 Non Non Non 0 400 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 true <_2xScrew> 47 eModelTypeScrew 1,1,0.8,1 0 0.03000004,0.038,0.114 0.089,0.038,1.82 0 0 -4.330558E-07,0.9999989,-2.156765E-14,1.680486E-08 -0.2048423,0.7305099,-0.19916 Non Non Non 0 399 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 true <_2xScrew> 59 eModelTypeScrew 1,1,0.8,1 0 0.05,0.076,0.03 0.089,0.038,1.82 0 0 -0.4304591,-0.5609857,0.5609854,0.4304595 0.2172682,0.6911589,0.829838 Non Non Non 0 203 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 59 eModelTypeScrew 1,1,0.8,1 0 0.16,0.076,0.03 0.089,0.038,1.82 0 0 0.4329031,0.5628583,-0.5591022,-0.4280075 0.2318341,0.6380329,0.8298937 Non Non Non 0 202 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 47 eModelTypeScrew 1,1,0.8,1 0 0.03000004,0.038,0.114 0.089,0.038,1.82 0 0 -4.330558E-07,0.9999989,-2.156765E-14,1.680486E-08 0.2648581,0.7316006,0.8873411 Non Non Non 0 666 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 false <_2xScrew> 47 eModelTypeScrew 1,1,0.8,1 0 0.1140001,0.038,0.03000017 0.089,0.038,1.82 0 0 3.062167E-07,-0.7071059,3.062167E-07,-0.7071059 0.3238581,0.7313399,0.8873411 Non Non Non 0 667 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 false <_2xDimension> 59 eModelTypeDimension 1,1,0.8,1 0 0.08400005,0,0.05070622 0.089,0.038,1.82 0 0 -0.4991694,-0.5008469,0.4999911,0.4999912 0.3138012,0.7114673,0.8678389 Non Non Non 0 1106 false 0 50.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 59 eModelTypeComment 1,1,0.8,1 0 0.05408011,0.004259286,0 0.089,0.038,1.82 0 0 0,1,0,-7.675708E-09 0.4022531,0.7260096,0.8418401 Non Non Non 0 685 false 0 この寸法線は目視で入れた。 false false false 0 1 0.7529412 0 0 1 0.325754285 0.670009851 0.867839932 0 0 0 eEndQube <_2xScrew> 59 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.144 0.089,0.038,1.82 0 0 0.7010573,0.09229521,-0.09229665,-0.7010579 0.2925941,0.6379958,0.8298379 Non Non Non 0 201 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 59 eModelTypeScrew 1,1,0.8,1 0 0.03,0.076,0.034 0.089,0.038,1.82 0 0 0.7010574,0.09229596,-0.09229583,-0.7010575 0.2783591,0.6911218,0.829838 Non Non Non 0 199 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xComment> 59 eModelTypeComment 1,1,0.8,1 0 0.07082592,0.004454479,0 0.089,0.038,1.82 0 0 0,1,0,-7.675708E-09 0.3272642,0.7962933,0.8698409 Non Non Non 0 224 false 0 テーブル天板受けの内側の脚の位置。 false false false 0 1 0.2 0.2 0.2 1 0.313731134 0.7534672 0.8679093 0 0 0 eEndQube <_2xDimension> 59 eModelTypeDimension 1,1,0.8,1 0 0.09500004,0,0.0268 0.089,0.038,1.82 0 0 0.4999998,0.4999997,-0.5,-0.5000002 0.325754,0.6225098,0.8678399 Non Non Non 0 1105 false 0 27 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xScrew> 49 eModelTypeScrew 1,1,0.8,1 0 0.0295,0.076,0.036 0.089,0.038,1.82 0 0 0.5000002,0.5000001,-0.5000001,-0.5000002 -0.2018421,0.6967598,-0.25616 Non Non Non 0 403 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xDimension> 48 eModelTypeDimension 1,1,0.8,1 0 0.06899996,0,0.004993767 0.089,0.038,1.82 0 0 0.6932307,0.1214984,-0.6935327,-0.1538884 -0.03427419,0.6049489,-0.2176647 Non Non Non 0 630 false 0 5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xComment> 49 eModelTypeComment 1,1,0.8,1 0 0.03546108,0.004034314,0 0.089,0.038,1.82 0 0 -0.001708532,0.9913601,0.01297761,-0.130515 -0.2558401,0.71126,-0.30616 Non Non Non 0 1126 false 0 ビス長さ70㎜程度。 false false false 0 1 0.2 0.2 0.2 1 -0.20184207 0.6967598 -0.25616 0 0 0 eEndQube <_2xScrew> 49 eModelTypeScrew 1,1,0.8,1 0 0.036,0.076,0.0885 0.089,0.038,1.82 0 0 -2.130816E-07,-0.7071071,0.707107,3.85306E-08 -0.2018421,0.6672599,-0.2561601 Non Non Non 0 404 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 false <_2xScrew> 49 eModelTypeScrew 1,1,0.8,1 0 0.06,0.076,0.03 0.089,0.038,1.82 0 0 1.848765E-07,0.7071071,-0.7071069,-1.032546E-08 -0.1898422,0.6375099,-0.25616 Non Non Non 0 408 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 49 eModelTypeScrew 1,1,0.8,1 0 0.036,0.076,0.03 0.089,0.038,1.82 0 0 1.848765E-07,0.7071071,-0.7071069,-1.032546E-08 -0.2018421,0.6375099,-0.25616 Non Non Non 0 406 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 false <_2xScrew> 49 eModelTypeScrew 1,1,0.8,1 0 0.08999997,0.076,0.08910566 0.089,0.038,1.82 0 0 1.848765E-07,0.7071071,-0.7071069,-1.032546E-08 -0.1748423,0.6670627,-0.25616 Non Non Non 0 407 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 49 eModelTypeScrew 1,1,0.8,1 0 0.04797474,0.076,0.0295 0.089,0.038,1.82 0 0 0.7071069,-2.226059E-07,-1.172076E-07,-0.7071067 -0.1588793,0.6967599,-0.25616 Non Non Non 0 405 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.07 0 true <_2xScrew> 48 eModelTypeScrew 1,1,0.8,1 0 0.03800002,0.038,0.03 0.089,0.038,1.82 0 0 0.7071058,3.413717E-07,-0.7071059,-3.028784E-07 -0.2048423,0.6035098,-0.19916 Non Non Non 0 496 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 true <_2xScrew> 48 eModelTypeScrew 1,1,0.8,1 0 0.03000004,0.038,0.038 0.089,0.038,1.82 0 0 -0.9999989,-4.062622E-07,1.680486E-08,2.205498E-14 -0.1458423,0.6035099,-0.19916 Non Non Non 0 495 false 0 ビス false false false 1 0 1 0.2 0.2 0.2 1 eScrewLayout1 0.04 0 true <_2xDimension> 76 eModelTypeDimension 1,1,0.8,1 0 0.169,0,0.0445 0.089,0.038,1.82 0 0 0.4304594,0.5609857,0.5609856,0.4304594 0.3262962,0.3117446,0.8298379 Non Non Non 0 663 false 0 44.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 76 eModelTypeDimension 1,1,0.8,1 0 0.1409999,0,0.0445 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 0.347788,0.3397533,0.8298379 Non Non Non 0 662 false 0 44.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 76 eModelTypeComment 1,1,0.8,1 0 0.2459361,0.02030947,0 0.089,0.038,1.82 0 0 0,0,0,1 0.397787,0.4980033,0.8338379 Non Non Non 0 661 false 0 　この位置を中心にR44.5㎜で、端を半円に加工する。 　また、この位置にボルト径に合わせて穴を開ける。 false false false 0 1 0.2 0.2 0.2 1 0.347787976 0.317503333 0.8298379 0 0 0 eEndQube <_2xDimension> 73 eModelTypeDimension 1,1,0.8,1 0 0.234,0,0.0445 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -0.1081042,0.6890174,0.9439086 Non Non Non 0 621 false 0 44.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xComment> 73 eModelTypeComment 1,1,0.8,1 0 0.4149089,0.03426328,0 0.089,0.038,1.82 0 0 0,0.1650476,0,0.9862856 -0.4018784,0.9748557,1.244341 Non Non Non 0 636 false 0 　この位置を中心にR44.5㎜で、端を半円に加工する。 　また、この位置にボルト径に合わせて穴を開ける。 false false false 0 1 0.2 0.2 0.2 1 -0.1078782 0.66710633 0.944341 0 0 0 eEndQube <_2xDimension> 73 eModelTypeDimension 1,1,0.8,1 0 0.187,0,0.0445 0.089,0.038,1.82 0 0 -0.6061085,-0.364187,-0.3641868,-0.606109 -0.1277502,0.6772131,0.9439086 Non Non Non 0 620 false 0 44.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xComment> 75 eModelTypeComment 1,1,0.8,1 0 0.2721702,0.02247588,0 0.089,0.038,1.82 0 0 0,0.05233595,0,0.9986296 0.5045302,0.3992192,0.8873394 Non Non Non 0 654 false 0 　この位置を中心にR44.5㎜で、端を半円に加工する。 　また、この位置にボルト径に合わせて穴を開ける。 false false false 0 1 0.2 0.2 0.2 1 0.348029256 0.3182191 0.8683397 0 0 0 eEndQube <_2xComment> 74 eModelTypeComment 1,1,0.8,1 0 0.1185178,0.006159541,0 0.089,0.038,1.82 0 0 0,0,0,1 -0.05800423,0.8174239,1.057909 Non Non Non 0 637 false 0 　この位置にボルト径に合わせて穴を開ける。 false false false 0 1 0.2 0.2 0.2 1 -0.108004324 0.6674237 0.9059087 0 0 0 eEndQube <_2xDimension> 74 eModelTypeDimension 1,1,0.8,1 0 0.149,0,0.04450152 0.089,0.038,1.82 0 0 0.3745684,0.5991915,0.5991502,-0.3764124 -0.1079533,0.644673,0.9058784 Non Non Non 0 638 false 0 44.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 74 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.1118656 0.089,0.038,1.82 0 0 0.6577092,0.2590508,0.6587729,0.257544 -0.1639373,0.667282,0.9058739 Non Non Non 0 628 false 0 112 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0.6087613,0.7933533 -2.752543,0.3211438,0.3438392 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 126 1080 false 1 SPF 2x4材 true false false <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.4191257 0.089,0.038,1.82 0.4 350 0.5,-0.5000001,0.5000001,-0.5000001 -2.536145,0.3177425,0.9628392 28,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 126 1079 false 1 SPF 2x4材 true false false <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0,1 -2.67736,0.3812425,0.3438393 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 126 1081 false 1 SPF 2x4材 true false false <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0,1 -2.575574,0.3812425,0.3438393 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 126 1082 false 1 SPF 2x4材 true false false <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.019,0.362 0.089,0.019,1.82 0.4 300 0.7071059,3.062167E-07,-3.062167E-07,0.7071059 -2.575575,0.1812424,0.9343396 62,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 126 1083 false 1 SPF 1x4材 true false false <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.2730001 0.089,0.038,1.82 0.4 350 0.7071068,0,0,0.7071068 -2.575574,0.1367424,0.9628392 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 126 1084 false 1 SPF 2x4材 true false false <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.823 0.089,0.038,1.82 0.4 350 0.6861027,-0.1710646,-0.1710646,0.6861027 -2.387506,0.3424416,0.9249077 28,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 126 1085 false 1 SPF 2x4材 true false false <_2xCylinder> 105 eModelTypeCylinder 0,0,0,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -2.215098,0.6667674,0.9249077 Non 0,0,0,0 0,0,0,0 126 1086 false 0 南洋材丸棒 true false false <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.4191257 0.089,0.038,1.82 0.4 350 0.5,-0.5000001,0.5000001,-0.5000001 -2.536145,0.3177425,-0.2751607 28,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 126 1087 false 1 SPF 2x4材 true false false <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.019,0.362 0.089,0.019,1.82 0.4 300 0.7071059,3.062167E-07,-3.062167E-07,0.7071059 -2.575574,0.1812424,-0.2466601 62,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 126 1088 false 1 SPF 1x4材 true false false <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.2730001 0.089,0.038,1.82 0.4 350 0.7071068,0,0,0.7071068 -2.575574,0.1367424,-0.2751607 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 126 1089 false 1 SPF 2x4材 true false false <_2xLumber> 105 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.823 0.089,0.038,1.82 0.4 350 0.6861027,-0.1710646,-0.1710646,0.6861027 -2.387506,0.3424415,-0.237092 28,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 126 1090 false 1 SPF 2x4材 true false false <_2xCylinder> 105 eModelTypeCylinder 0,0,0,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -2.214999,0.6667674,-0.237092 Non 0,0,0,0 0,0,0,0 126 1091 false 0 南洋材丸棒 true false false <_2xCylinder> 107 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.7933534,0.6087614 -2.670916,0.3174505,0.848837 Non 0,0,0,0 0,0,0,0 125 1058 false 0 南洋材丸棒 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 -0.09229562,-0.7010566,0.7010566,0.09229562 -2.258616,0.5055763,0.886839 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1057 false 1 SPF 2x4材 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933534,0.6087614 -2.145637,0.7185914,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1059 false 1 SPF 1x4材 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0.7010576,-0.09229599,-0.09229615,0.7010576 -2.197271,0.7345222,0.9248391 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1060 false 1 SPF 2x4材 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.7933534,0.6087614 -2.249955,0.746544,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1061 false 1 SPF 1x4材 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.7933534,0.6087614 -2.274283,0.6557482,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1062 false 1 SPF 1x4材 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933534,0.6087614 -2.169964,0.6277954,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1063 false 1 SPF 1x4材 true false false <_2xCylinder> 107 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.7933534,0.6087614 -2.214823,0.6674169,0.8869078 Non 0,0,0,0 0,0,0,0 125 1064 false 0 南洋材丸棒 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.7933534,0.6087614 -2.298613,0.5649505,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1065 false 1 SPF 1x4材 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933534,0.6087614 -2.194293,0.5369987,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1066 false 1 SPF 1x4材 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.7933534,0.6087614 -2.322941,0.4741543,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1067 false 1 SPF 1x4材 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933534,0.6087614 -2.218622,0.4462027,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1068 false 1 SPF 1x4材 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933534,0.6087614 -2.242951,0.3554052,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1069 false 1 SPF 1x4材 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933534,0.6087614 -2.26728,0.2646099,0.3438389 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1070 false 1 SPF 1x4材 true false false <_2xLumber> 107 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.4645 0.089,0.038,1.82 0.4 350 0.4999999,-0.5,-0.5,0.4999999 -2.48317,0.3175677,0.848837 0,0,15,0,0,0,0,0 0.044,0.044,0,0 0,0,0,0 125 1071 false 1 SPF 2x4材 true false false <_2xCylinder> 107 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.9659259,-0.258819 -2.670789,0.3177224,0.848837 Non 0,0,0,0 0,0,0,0 125 1072 false 0 南洋材丸棒 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 -0.09229562,-0.7010566,0.7010566,0.09229562 -2.258616,0.5055763,-0.1991611 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1073 false 1 SPF 2x4材 true false false <_2xCylinder> 107 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.7933534,0.6087614 -2.214823,0.6674169,-0.1990923 Non 0,0,0,0 0,0,0,0 125 1074 false 0 南洋材丸棒 true false false <_2xLumber> 107 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0.7010576,-0.09229613,-0.09229591,0.7010576 -2.197271,0.7345222,-0.2371609 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 125 1075 false 1 SPF 2x4材 true false false <_2xLumber> 107 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.4645 0.089,0.038,1.82 0.4 350 0.4999999,-0.5,-0.5,0.4999999 -2.483334,0.3175853,-0.1611589 0,0,15,0,0,0,0,0 0.044,0.044,0,0 0,0,0,0 125 1076 false 1 SPF 2x4材 true false false <_2xCylinder> 107 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0.7933533,0.6087614,6.089549E-09,-4.672674E-09 -2.671079,0.3174703,-0.1611606 Non 0,0,0,0 0,0,0,0 125 1077 false 0 南洋材丸棒 true false false <_2xCylinder> 107 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.9659259,-0.258819 -2.670789,0.3177224,-0.1611629 Non 0,0,0,0 0,0,0,0 125 1078 false 0 南洋材丸棒 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0.6087613,0.7933533 -3.233548,0.5461443,0.3438392 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 124 1045 false 1 SPF 2x4材 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.4191257 0.089,0.038,1.82 0.4 350 0.5,-0.5000001,0.5000001,-0.5000001 -3.017149,0.542743,0.9628392 28,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 124 1044 false 1 SPF 2x4材 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0,1 -3.158365,0.6062431,0.3438393 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 124 1046 false 1 SPF 2x4材 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,1.276 0.089,0.038,1.82 0.4 350 0,0,0,1 -3.056578,0.6062431,0.3438393 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 124 1047 false 1 SPF 2x4材 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.019,0.362 0.089,0.019,1.82 0.4 300 0.7071059,3.062167E-07,-3.062167E-07,0.7071059 -3.056579,0.4062424,0.9343396 62,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 124 1048 false 1 SPF 1x4材 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.2730001 0.089,0.038,1.82 0.4 350 0.7071068,0,0,0.7071068 -3.056578,0.3617424,0.9628392 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 124 1049 false 1 SPF 2x4材 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.823 0.089,0.038,1.82 0.4 350 0.6861027,-0.1710646,-0.1710646,0.6861027 -2.868509,0.5674421,0.9249077 28,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 124 1050 false 1 SPF 2x4材 true false false <_2xCylinder> 104 eModelTypeCylinder 0,0,0,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -2.696102,0.8917681,0.9249077 Non 0,0,0,0 0,0,0,0 124 1051 false 0 南洋材丸棒 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.4191257 0.089,0.038,1.82 0.4 350 0.5,-0.5000001,0.5000001,-0.5000001 -3.017149,0.542743,-0.2751607 28,0,-15,0,0,0,0,0 0,0,0,0 0,0,0,0 124 1052 false 1 SPF 2x4材 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.019,0.362 0.089,0.019,1.82 0.4 300 0.7071059,3.062167E-07,-3.062167E-07,0.7071059 -3.056578,0.4062424,-0.2466602 62,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 124 1053 false 1 SPF 1x4材 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.2730001 0.089,0.038,1.82 0.4 350 0.7071068,0,0,0.7071068 -3.056578,0.3617424,-0.2751607 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 124 1054 false 1 SPF 2x4材 true false false <_2xLumber> 104 eModelTypeLumber 0,0.6901961,0.3137255,1 0 0.089,0.038,0.823 0.089,0.038,1.82 0.4 350 0.6861027,-0.1710646,-0.1710646,0.6861027 -2.868509,0.567442,-0.2370921 28,0,0,0,0,0,0,0 0,0,0.044,0.044 0,0,0,0 124 1055 false 1 SPF 2x4材 true false false <_2xCylinder> 104 eModelTypeCylinder 0,0,0,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 -2.696003,0.8917681,-0.2370921 Non 0,0,0,0 0,0,0,0 124 1056 false 0 南洋材丸棒 true false false <_2xCylinder> 106 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.4226182,0.9063078 -2.670916,0.3174505,0.848837 Non 0,0,0,0 0,0,0,0 123 1022 false 0 南洋材丸棒 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 0.2418447,-0.6644623,0.6644623,-0.2418447 -2.588534,0.7630902,0.886839 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1023 false 1 SPF 2x4材 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.4226182,0.9063078 -2.698223,0.9778205,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1024 false 1 SPF 1x4材 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0.6644632,0.2418449,0.2418447,0.6644633 -2.74089,0.9446607,0.9248391 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1025 false 1 SPF 2x4材 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.4226182,0.9063078 -2.780955,0.9083989,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1026 false 1 SPF 1x4材 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.4226182,0.9063078 -2.720535,0.8363924,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1027 false 1 SPF 1x4材 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.4226182,0.9063078 -2.637802,0.9058132,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1028 false 1 SPF 1x4材 true false false <_2xCylinder> 106 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.4226182,0.9063078 -2.695988,0.8917916,0.8869078 Non 0,0,0,0 0,0,0,0 123 1029 false 0 南洋材丸棒 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.4226182,0.9063078 -2.660112,0.7643836,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1030 false 1 SPF 1x4材 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.4226182,0.9063078 -2.57738,0.8338054,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1031 false 1 SPF 1x4材 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.4226182,0.9063078 -2.59969,0.6923772,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1032 false 1 SPF 1x4材 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.4226182,0.9063078 -2.516958,0.7617976,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1033 false 1 SPF 1x4材 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.4226182,0.9063078 -2.456537,0.68979,0.3438391 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1034 false 1 SPF 1x4材 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.4226182,0.9063078 -2.396115,0.6177822,0.3438389 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1035 false 1 SPF 1x4材 true false false <_2xLumber> 106 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.4645 0.089,0.038,1.82 0.4 350 0.6743796,-0.2126312,-0.2126312,0.6743796 -2.563325,0.4713104,0.848837 0,0,15,0,0,0,0,0 0.044,0.044,0,0 0,0,0,0 123 1036 false 1 SPF 2x4材 true false false <_2xCylinder> 106 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.976296,0.2164396 -2.671066,0.3177104,0.848837 Non 0,0,0,0 0,0,0,0 123 1037 false 0 南洋材丸棒 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 0.2418447,-0.6644623,0.6644623,-0.2418447 -2.588534,0.7630902,-0.1991611 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1038 false 1 SPF 2x4材 true false false <_2xCylinder> 106 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.4226182,0.9063078 -2.695988,0.8917916,-0.1990923 Non 0,0,0,0 0,0,0,0 123 1039 false 0 南洋材丸棒 true false false <_2xLumber> 106 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0.6644633,0.2418447,0.2418449,0.6644632 -2.74089,0.9446607,-0.2371609 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 123 1040 false 1 SPF 2x4材 true false false <_2xLumber> 106 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.4645 0.089,0.038,1.82 0.4 350 0.6743796,-0.2126312,-0.2126312,0.6743796 -2.563434,0.4711857,-0.1611589 0,0,15,0,0,0,0,0 0.044,0.044,0,0 0,0,0,0 123 1041 false 1 SPF 2x4材 true false false <_2xCylinder> 106 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0.4226182,0.9063077,3.243894E-09,-6.956554E-09 -2.671026,0.3173285,-0.1611606 Non 0,0,0,0 0,0,0,0 123 1042 false 0 南洋材丸棒 true false false <_2xCylinder> 106 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.976296,0.2164396 -2.671066,0.3177104,-0.1611629 Non 0,0,0,0 0,0,0,0 123 1043 false 0 南洋材丸棒 true false false <_2xPicture> 111 eModelTypePicture 1,1,0.8,1 0 0.2,0,1.261 0.089,0.038,1.82 0 0 0.4401843,-0.5533875,-0.4401844,0.5533876 -2.968118,1.6245,0.9908734 Non Non Non 0 1113 false 0 変形シミュレーション説明用 false false false 80 Bold Meiryo UI true true 1.5 0,0,0 255,255,255 true false <_2xLumber> 113 eModelTypeLumber 1,1,0.8,1 0 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.2183709,-0.03100001,-7.221279 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1177 false 1 SPF 2x4材 true true false <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.2729999 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.5551288,-0.01199988,-7.624777 Non Non Non 0 1258 false 0 273 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.5589961 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.1391315,-0.01199988,-7.624777 Non Non Non 0 1257 false 0 559 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 113 eModelTypeLumber 1,1,0.8,1 0 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.2183709,-0.03099987,-7.580279 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1254 false 1 SPF 2x4材 true true false <_2xLumber> 113 eModelTypeLumber 1,1,0.8,1 0 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 0,0.7071068,0,-0.7071069 0.2183716,-0.03100001,-7.577278 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1172 false 1 SPF 2x4材 true true false <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.276 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.05362925,-0.01200003,-7.265779 Non Non Non 0 1263 false 0 1276 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.2729999 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.5551288,-0.01200001,-7.443778 Non Non Non 0 1260 false 0 273 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.5589961 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.1391313,-0.01200002,-7.443778 Non Non Non 0 1259 false 0 559 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.8055603 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.2888487,-0.01199994,-7.713779 Non Non Non 0 1250 false 0 805.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 113 eModelTypeLumber 1,1,0.8,1 0 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.2183716,-0.031,-7.758278 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1179 false 1 SPF 2x4材 true true false <_2xLumber> 113 eModelTypeLumber 1,1,0.8,1 0 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 0,0.7071068,0,-0.7071069 0.2183716,-0.03100001,-7.399278 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1176 false 1 SPF 2x4材 true true false <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.9720001 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.6263672,-0.01199989,-7.624777 Non Non Non 0 1256 false 0 972 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.9720001 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.6263674,-0.01200002,-7.443778 Non Non Non 0 1261 false 0 972 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.8055596 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 0.517213,-0.0119998,-7.713779 Non Non Non 0 1252 false 0 805.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.03762896 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.2536882,-0.012,-8.158778 Non Non Non 0 1235 false 0 37.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.03762896 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.2536886,-0.01200011,-7.980777 Non Non Non 0 1243 false 0 37.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3718032 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.505726,-0.0120001,-7.891778 Non Non Non 0 1246 false 0 372 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 113 eModelTypeLumber 1,1,0.8,1 0 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.218372,-0.031,-7.936278 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1171 false 1 SPF 2x4材 true true false <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3747386 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.4804121,-0.012,-8.336779 Non Non Non 0 1226 false 0 374.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.8055611 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.2415269,-0.01199998,-7.802778 Non Non Non 0 1249 false 0 805.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.04732207 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.6679674,-0.01199998,-7.802778 Non Non Non 0 1248 false 0 47.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3952788 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.4701415,-0.01200011,-7.980777 Non Non Non 0 1240 false 0 395.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.02384687 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.6797042,-0.01200011,-7.980777 Non Non Non 0 1241 false 0 24 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3952788 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.4701415,-0.012,-8.158778 Non Non Non 0 1234 false 0 395.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.02384687 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.6797042,-0.012,-8.158778 Non Non Non 0 1233 false 0 24 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3718032 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.505726,-0.01199999,-8.069778 Non Non Non 0 1237 false 0 372 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 113 eModelTypeLumber 1,1,0.8,1 0 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.218372,-0.031,-8.114278 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1175 false 1 SPF 2x4材 true true false <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4664999 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.4583784,-0.012,-8.692779 Non Non Non 0 1207 false 0 466.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4188054 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.4583784,-0.01199998,-8.60378 Non Non Non 0 1215 false 0 419 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3747379 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.5042592,-0.01199999,-8.24778 Non Non Non 0 1229 false 0 374.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.02384721 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.6797042,-0.012,-8.336779 Non Non Non 0 1225 false 0 24 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4664999 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.4583784,-0.012,-8.514779 Non Non Non 0 1216 false 0 466.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4188054 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.4583784,-0.01199998,-8.42578 Non Non Non 0 1220 false 0 419 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.02384801 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.6797038,-0.012,-8.425779 Non Non Non 0 1224 false 0 24 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.02384801 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.6797047,-0.01200001,-8.60378 Non Non Non 0 1214 false 0 24 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true <_2xLumber> 113 eModelTypeLumber 1,1,0.8,1 0 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.218372,-0.031,-8.648278 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1178 false 1 SPF 2x4材 true true false <_2xComment> 113 eModelTypeComment 1,1,0.8,1 0 0.1707621,0.03111437,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 -0.6416265,0,-8.792781 Non Non Non 0 138 false 0 2×4　6ｆ false false false 0 1 0.2 0.2 0.2 1 -0.691628039 -0.049999997 -8.74278 0 0 0 eEndQube <_2xLumber> 113 eModelTypeLumber 1,1,0.8,1 0 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.218372,-0.031,-8.292279 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1200 false 1 SPF 2x4材 true true false <_2xLumber> 113 eModelTypeLumber 1,1,0.8,1 0 0.089,0.038,1.82 0.089,0.038,1.82 0.4 350 0,0.7071068,0,0.7071068 0.218372,-0.031,-8.470278 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1174 false 1 SPF 2x4材 true true false <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.276 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 0.4031262,-0.01199994,-7.891778 Non Non Non 0 1244 false 0 1276 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.08495057 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.2773488,-0.01200025,-7.891778 Non Non Non 0 1245 false 0 85 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.896 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.5296957,-0.012,-8.336779 Non Non Non 0 1228 false 0 896 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3747382 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.1056738,-0.012,-8.336779 Non Non Non 0 1227 false 0 374.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4030322 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.04746017,-0.01200011,-8.42578 Non Non Non 0 1223 false 0 403 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3747376 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 0.3414251,-0.01199984,-8.42578 Non Non Non 0 1222 false 0 374.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4538903 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 0.7557396,-0.01199993,-8.42578 Non Non Non 0 1221 false 0 454 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.8055603 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.564535,-0.01199999,-7.802778 Non Non Non 0 1247 false 0 805.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.276 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.4031259,-0.01200011,-7.980777 Non Non Non 0 1242 false 0 1276 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.276 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.4031262,-0.012,-8.158778 Non Non Non 0 1236 false 0 1276 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.276 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 0.4031264,-0.01199983,-8.069778 Non Non Non 0 1239 false 0 1276 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.08495057 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.2773488,-0.01200014,-8.069778 Non Non Non 0 1238 false 0 85 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4030319 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.02361283,-0.012,-8.692779 Non Non Non 0 1208 false 0 403 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3747372 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.3652729,-0.012,-8.692779 Non Non Non 0 1209 false 0 374.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4538904 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.7795867,-0.012,-8.692779 Non Non Non 0 1210 false 0 454 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4030322 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.04746017,-0.0120001,-8.60378 Non Non Non 0 1213 false 0 403 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3747376 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 0.3414251,-0.01199983,-8.60378 Non Non Non 0 1212 false 0 374.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3747385 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.1295216,-0.01200012,-8.24778 Non Non Non 0 1230 false 0 374.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4030319 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.02361283,-0.01200001,-8.514779 Non Non Non 0 1217 false 0 403 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3747372 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.3652729,-0.01200001,-8.514779 Non Non Non 0 1218 false 0 374.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4538904 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.7795867,-0.01200001,-8.514779 Non Non Non 0 1219 false 0 454 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 113 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.4538903 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 0.7557396,-0.01199993,-8.60378 Non Non Non 0 1211 false 0 454 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xComment> 113 eModelTypeComment 1,1,0.8,1 0 0.08840199,0.0354195,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 1.178371,0.038,-7.763778 Non Non Non 0 1205 false 0 28度 false false false 0 1 0.2 0.2 0.2 1 1.12837124 -0.0119999982 -7.713778 0 0 0 eEndQube <_2xComment> 113 eModelTypeComment 1,1,0.8,1 0 0.2328686,0.0354195,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 1.178372,0.038,-7.941778 Non Non Non 0 142 false 0 １５度、28度 false false false 0 1 0.2 0.2 0.2 1 1.12837172 -0.0119999982 -7.89177752 0 0 0 eEndQube <_2xComment> 113 eModelTypeComment 1,1,0.8,1 0 0.2328686,0.0354195,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 1.178372,0.038,-8.119778 Non Non Non 0 1203 false 0 １５度、28度 false false false 0 1 0.2 0.2 0.2 1 1.128372 -0.0119999982 -8.069778 0 0 0 eEndQube <_2xComment> 113 eModelTypeComment 1,1,0.8,1 0 0.08840199,0.0354195,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 1.178372,0.038,-8.29778 Non Non Non 0 1202 false 0 15度 false false false 0 1 0.2 0.2 0.2 1 1.128372 -0.0119999982 -8.24778 0 0 0 eEndQube <_2xComment> 113 eModelTypeComment 1,1,0.8,1 0 0.08840199,0.0354195,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 1.178372,0.038,-8.47578 Non Non Non 0 1201 false 0 15度 false false false 0 1 0.2 0.2 0.2 1 1.12837172 -0.0119999982 -8.425778 0 0 0 eEndQube <_2xComment> 113 eModelTypeComment 1,1,0.8,1 0 0.08840199,0.0354195,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 1.178372,0.038,-8.653781 Non Non Non 0 145 false 0 15度 false false false 0 1 0.2 0.2 0.2 1 1.12837148 -0.0119999982 -8.60378 0 0 0 eEndQube <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3619988 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.5106289,-0.01199984,-6.598778 Non Non Non 0 1268 false 0 362 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.3619994 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.3160136,-0.01199988,-6.689778 Non Non Non 0 1265 false 0 362 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.1946162 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 -0.5943214,-0.01199987,-6.689778 Non Non Non 0 1264 false 0 194.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xLumber> 114 eModelTypeLumber 1,1,0.8,1 0 0.089,0.019,1.82 0.089,0.019,1.82 0.4 300 0,0.7071068,0,0.7071068 0.2183713,-0.02149987,-6.643279 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1170 false 1 SPF 1x4材 true true false <_2xComment> 114 eModelTypeComment 1,1,0.8,1 0 0.1707621,0.03111437,0 0.089,0.038,1.82 0 0 0.7071068,0,0,-0.7071068 -0.6416265,0.03800013,-6.787777 Non Non Non 0 139 false 0 1×4　6ｆ false false false 0 1 0.2 0.2 0.2 1 -0.6916285 -0.0119998707 -6.737778 0 0 0 eEndQube <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,1.2 0.089,0.038,1.82 0 0 -5.411863E-08,0.7071069,-7.131569E-08,0.7071068 0.4649865,-0.01199988,-6.689778 Non Non Non 0 1266 false 0 1200 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 114 eModelTypeDimension 1,1,0.8,1 0 0.07100003,0,0.1946156 0.089,0.038,1.82 0 0 -1.550623E-07,0.7071068,5.053614E-08,-0.7071071 -0.232322,-0.01199999,-6.598778 Non Non Non 0 1269 false 0 194.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xPicture> 98 eModelTypePicture 1,1,0.8,1 0 0.1239999,0,1.425001 0.089,0.038,1.82 0 0 0.4449968,-0.4449967,-0.5495253,0.5495252 -0.005662058,0.9699987,0.3504866 Non Non Non 0 788 false 0 　ここに表示されているのが「木取り図の元の材料オブジェクト」です。 　「木取りする材料」を入れたフォルダには名前の頭に★をつけています。ワークスペースに表示されているので、 当然、フォルダ名の前のチェックBoxにはチェックが入っています。 false false false 40 Regular Meiryo UI true true 1.5 0,0,0 255,255,255 true false <_2xDimension> 91 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.362 0.089,0.038,1.82 0 0 0.7015983,0.09196584,0.09223151,0.7005678 0.3010401,0.4923621,0.9440908 Non Non Non 0 1122 false 0 362 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 91 eModelTypeComment 1,1,0.8,1 0 0.03739095,0.02385218,0 0.089,0.038,1.82 0 0 0,0,0,1 0.4959671,0.5800401,0.9941748 Non Non Non 0 182 false 0 a2 false false false 0 1 0.2 0.2 0.2 1 0.445950925 0.5311034 0.9441751 0 0 0 eEndQube <_2xComment> 91 eModelTypeComment 1,1,0.8,1 0 0.7834525,0.0579019,0 0.089,0.038,1.82 0 0 0,0,0,1 -0.2521785,0.1840945,0.9753432 Non Non Non 0 738 false 0 この円の中心がテーブルの天板受けとその脚の中心線の交点。 この円柱は説明のために表示しているものであり、材料ではない。 false false false 0 1 0.2 0.2 0.2 1 0.253825 0.6680945 0.9443432 0 0 0 eEndQube <_2xDimension> 91 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.085 0.089,0.038,1.82 0 0 0.4999999,0.5000001,0.5000004,0.4999997 0.2963743,0.6680945,0.9443432 Non Non Non 0 186 false 0 85 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 91 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.3618291 0.089,0.038,1.82 0 0 0.4999999,0.5000001,0.5000004,0.4999997 0.07291096,0.6674239,0.9439088 Non Non Non 0 178 false 0 362 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xLumber> 92 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.4645 0.089,0.038,1.82 0.4 350 0.5,-0.5000001,-0.5000001,0.5 0.5362751,0.3175871,0.8493397 0,0,15,0,0,0,0,0 0.044,0.044,0,0 0,0,0,0 106 718 false 1 SPF 2x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 -0.09229563,-0.7010566,0.7010566,0.09229563 0.7608331,0.5053167,0.8873399 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 702 false 1 SPF 2x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933527,0.6087604 0.8736821,0.7183387,0.3443411 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 722 false 1 SPF 1x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.7933527,0.6087604 0.7693771,0.7463446,0.3443411 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 726 false 1 SPF 1x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933527,0.6087604 0.8254991,0.5366219,0.3443411 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 703 false 1 SPF 1x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933527,0.6087604 0.801169,0.4458282,0.3443411 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 710 false 1 SPF 1x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933527,0.6087604 0.84983,0.6274171,0.3443411 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 723 false 1 SPF 1x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933527,0.6087604 0.776841,0.355033,0.3443411 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 714 false 1 SPF 1x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.7933527,0.6087604 0.7211934,0.5646272,0.3443392 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 708 false 1 SPF 1x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.7933527,0.6087604 0.6968642,0.4738358,0.3443392 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 709 false 1 SPF 1x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.124 0.089,0.019,1.82 0.4 300 0,0,-0.7933527,0.6087604 0.745525,0.6554236,0.3443392 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 727 false 1 SPF 1x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.019,1.2 0.089,0.019,1.82 0.4 300 0,0,-0.7933527,0.6087604 0.752036,0.2643688,0.3443411 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 719 false 1 SPF 1x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.558996 0.089,0.038,1.82 0.4 350 -0.09229563,-0.7010566,0.7010566,0.09229563 0.7608331,0.5053158,-0.1986591 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 704 false 1 SPF 2x4材 true false false <_2xLumber> 92 eModelTypeLumber 0.9568627,0.6901961,0.5176471,1 0 0.089,0.038,0.4645 0.089,0.038,1.82 0.4 350 0.5,-0.5000001,-0.5000001,0.5 0.5362751,0.317586,-0.1606593 0,0,15,0,0,0,0,0 0.044,0.044,0,0 0,0,0,0 106 715 false 1 SPF 2x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0.7010575,-0.09229605,-0.09229587,0.7010574 0.8221791,0.7342625,-0.236659 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 731 false 1 SPF 2x4材 true false false <_2xLumber> 92 eModelTypeLumber 1,0.7529412,0,1 0 0.089,0.038,0.08495077 0.089,0.038,1.82 0.4 350 0.7010575,-0.09229605,-0.09229587,0.7010574 0.8221791,0.7342625,0.925341 -28,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 106 730 false 1 SPF 2x4材 true false false <_2xCylinder> 80 eModelTypeCylinder 1,0.7529412,0,1 0 0.089,0.089,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 0.2543259,0.6670943,0.8873432 Non 0,0,0,0 0,0,0,0 0 1119 false 0 南洋材丸棒 true false false <_2xCylinder> 80 eModelTypeCylinder 1,0.7529412,0,1 0 0.089,0.089,0.038 0.012,0.012,0.91 0.6 230 0,0,0,1 0.2543259,0.6670943,0.9253432 Non 0,0,0,0 0,0,0,0 0 649 false 0 南洋材丸棒 true false false <_2xProtractor> 91 eModelTypeProtractor 1,1,0.8,1 0 0.3,0,0.3 0.089,0.038,1.82 0 0 2.084386E-08,-0.7071068,-0.7071069,5.411863E-08 0.6754323,0.3620003,0.9063362 Non Non Non 0 180 false 0 105.0 false false false 105 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xProtractor> 91 eModelTypeProtractor 1,1,0.8,1 0 0.3,0,0.3 0.089,0.038,1.82 0 0 0.5609857,-0.4304593,-0.4304594,0.5609856 0.2199621,0.6226145,0.906334 Non Non Non 0 190 false 0 105.0 false false false 105 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 91 eModelTypeComment 1,1,0.8,1 0 0.05208854,0.02338866,0 0.089,0.038,1.82 0 0 0,0,0,1 0.6098722,0.8271067,0.9943411 Non Non Non 0 184 false 0 B２ false false false 0 1 0.2 0.2 0.2 1 0.802872241 0.6681065 0.907340765 0 0 0 eEndQube <_2xComment> 91 eModelTypeComment 1,1,0.8,1 0 1.168699,0.1288984,0 0.089,0.038,1.82 0 0 0,0,0,1 0.005994972,0.9944236,0.9939091 Non Non Non 0 189 false 0 　この長さは自由。 （ストッパー部分とRight側の脚を一体化し、テーブルの天板をストッパーにしているモデルもある。 　 テーブルのRight-Left方向の幅を広くできるメリットがある。ただし、テーブルが重たすぎると、背 もたれになった時に後に転倒しやすくなる) false false false 0 1 0.2 0.2 0.2 1 -0.164004311 0.8174237 0.9439088 0 0 0 eEndQube <_2xComment> 91 eModelTypeComment 1,1,0.8,1 0 0.3280013,0.08073047,0 0.089,0.038,1.82 0 0 0,0,0,1 -0.4280013,0.917423,0.9919096 Non Non Non 0 950 false 0 　B1 　ボルト＆ナットで座席部と テーブル部をつなぐ。 false false false 0 1 0.2 0.2 0.2 1 -0.108003847 0.6674237 0.943908751 0 0 0 eEndQube <_2xComment> 91 eModelTypeComment 1,1,0.8,1 0 0.7128037,0.147478,0 0.089,0.038,1.82 0 0 0,0,0,1 0.828152,0.3208165,0.8418412 Non Non Non 0 739 false 0 　背もたれ（テーブル）のストッパー。 　Right側の座面がLeft側の座面受けに当たり、ストッパー の役目を果たすと思われるが、座面のビスに荷重がかかるた め、貫を兼ねて設けた。 　現物合わせで位置を決めること。 false false false 0 1 0.2 0.2 0.2 1 0.769151568 0.22481671 0.7918409 0 0 0 eEndQube <_2xComment> 91 eModelTypeComment 1,1,0.8,1 0 1.049882,0.05911865,0 0.089,0.038,1.82 0 0 0,0,0,1 0.3553501,0.9140942,0.9943436 Non Non Non 0 181 false 0 この長さは、Left側のテーブル脚が水平になるまで回転できるのであれば、長さは自由。 ただし、テーブルが重たすぎると、背もたれになった時に後に転倒しやすくなる。 false false false 0 1 0.2 0.2 0.2 1 0.2963497 0.8180945 0.944343269 0 0 0 eEndQube <_2xComment> 91 eModelTypeComment 1,1,0.8,1 0 0.03739095,0.0234466,0 0.089,0.038,1.82 0 0 0,0,0,1 0.1229729,0.867424,0.9939092 Non Non Non 0 188 false 0 a1 false false false 0 1 0.2 0.2 0.2 1 0.07297224 0.81742394 0.9439089 0 0 0 eEndQube <_2xDimension> 91 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.1120005 0.089,0.038,1.82 0 0 0.4999999,0.5000001,0.5000004,0.4999997 -0.1640043,0.6674237,0.9439088 Non Non Non 0 187 false 0 112 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xCylinder> 92 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.7933533,0.6087615 0.803494,0.6681646,-0.1985903 Non 0,0,0,0 0,0,0,0 0 943 false 0 南洋材丸棒 true false false <_2xCylinder> 92 eModelTypeCylinder 0.3490196,0.3490196,0.3490196,1 0 0.012,0.012,0.038 0.012,0.012,0.91 0.6 230 0,0,-0.7933533,0.6087615 0.803494,0.6681646,0.8874097 Non 0,0,0,0 0,0,0,0 0 735 false 0 南洋材丸棒 true false false <_2xDimension> 75 eModelTypeDimension 1,1,0.8,1 0 0.204,0,0.0445 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 0.348029,0.2952192,0.8683397 Non Non Non 0 652 false 0 44.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 75 eModelTypeDimension 1,1,0.8,1 0 0.204,0,0.0445 0.089,0.038,1.82 0 0 0.4304594,0.5609857,0.5609857,0.4304594 0.326537,0.3117105,0.8683397 Non Non Non 0 653 false 0 44.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 83 eModelTypeDimension 1,1,0.8,1 0 0.4089999,0,0.4000001 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 0.6929694,0.2,-0.1421582 Non Non Non 0 1093 false 0 400 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 83 eModelTypeDimension 1,1,0.8,1 0 0.746,0,0.2042 0.089,0.038,1.82 0 0 0.4999999,0.5000001,0.5000004,0.4999997 -0.3219793,0.4002426,0.3728404 Non Non Non 0 1102 false 0 204 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 83 eModelTypeDimension 1,1,0.8,1 0 0.8090191,0,0.1628144 0.089,0.038,1.82 0 0 0.5000001,0.5000001,0.5000001,0.4999999 0.4205622,0.4000001,0.372842 Non Non Non 0 1100 false 0 163 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 83 eModelTypeDimension 1,1,0.8,1 0 0.162,0,0.1907864 0.089,0.038,1.82 0 0 0.4999999,0.5000001,0.5000004,0.4999997 -0.5194723,0.4002425,0.9818401 Non Non Non 0 1097 false 0 191 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 83 eModelTypeDimension 1,1,0.8,1 0 0.17,0,0.191 0.089,0.038,1.82 0 0 0.5000001,0.5000001,0.5000001,0.4999999 0.5974694,0.4000001,-0.1421582 Non Non Non 0 1096 false 0 191 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 83 eModelTypeDimension 1,1,0.8,1 0 0.1669999,0,0.5589962 0.089,0.038,1.82 0 0 0.5000004,0.5,0.4999999,0.4999999 0.05965585,0.7305099,-0.2561601 Non Non Non 0 1095 false 0 559 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 83 eModelTypeDimension 1,1,0.8,1 0 0.167,0,1.2 0.089,0.038,1.82 0 0 0.7071068,0.7071069,7.131569E-08,-4.743997E-08 -0.2198422,0.7305099,0.34384 Non Non Non 0 1094 false 0 1200 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 83 eModelTypeDimension 1,1,0.8,1 0 0.3,0,0.7305098 0.089,0.038,1.82 0 0 0.3588836,0.6092639,0.6092637,-0.3588842 0.1442291,0.3652548,0.9306793 Non Non Non 0 1092 false 0 730.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xPicture> 83 eModelTypePicture 1,1,0.8,1 0 0.072,0,0.3305002 0.089,0.038,1.82 0 0 -0.4131269,0.4131269,0.5738695,-0.5738696 0.6717364,0.8924999,0.0958394 Non Non Non 0 941 false 0 caDIY3D 　Ver1.16.191 caDIY3D＋Ver2.9.140 false false false 35 Regular Meiryo UI true true 1.5 0,0,0 255,255,255 true false <_2xPicture> 83 eModelTypePicture 1,1,0.8,1 0 0.102,0,1.7565 0.089,0.038,1.82 0 0 -0.4131269,0.4131269,0.5738695,-0.5738696 -0.004419152,0.9844998,0.3220778 Non Non Non 0 740 false 0 サイドパネルのフォルダを上から順にカメラ再生して下さい(赤い▶ボタンを押す。または自動再生してください）。 false false false 50 Regular Meiryo UI true true 1.5 192,0,0 255,255,255 true false <_2xComment> 87 eModelTypeComment 1,1,0.8,1 0 0.5078857,0.02118866,0 0.089,0.038,1.82 0 0 0,0.9990482,0,-0.04361939 -0.6756459,0.4863545,-0.323159 Non Non Non 0 676 false 0 　このビスは他のビスと干渉するので短いものを使用する。 false false false 0 1 0.7529412 0 0 1 -0.6001484 0.4013543 -0.273159 0 0 0 eEndQube <_2xComment> 84 eModelTypeComment 1,1,0.8,1 0 0.3969342,0.02133134,0 0.089,0.038,1.82 0 0 0,1,0,-7.675708E-09 0.9579699,0.5135002,-0.1331583 Non Non Non 0 678 false 0 座板のビスと干渉するため、位置をずらした。 false false false 0 1 0.7529412 0 0 1 0.62296927 0.341500252 -0.0661582053 0 0 0 eEndQube eCutListPartsTypeSeparator 0.089,0.038,1.82 89.0mm x 38.0mm eModelTypeLumber eCutListPartsTypeBase 464 partsArrangeBottom partsArrangeLeft 0,0 463 partsArrangeTop partsArrangeLeft 0.4465003,0 461 partsArrangeTop partsArrangeLeft 0.8533802,0 484 partsArrangeTop partsArrangeLeft 1.231966,0 0.089,0.038,1.82 350 eModelTypeLumber SPF 2x4材 eCutListPartsTypeBase 566 partsArrangeBottom partsArrangeLeft 0,0 465 partsArrangeTop partsArrangeLeft 0.4465003,0 462 partsArrangeTop partsArrangeLeft 0.8533802,0 483 partsArrangeTop partsArrangeLeft 1.231966,0 0.089,0.038,1.82 350 eModelTypeLumber SPF 2x4材 eCutListPartsTypeBase 468 partsArrangeTop partsArrangeLeft 0,0 467 partsArrangeTop partsArrangeLeft 0.3785858,0 459 partsArrangeTop partsArrangeLeft 0.7801713,0 0.089,0.038,1.82 350 eModelTypeLumber SPF 2x4材 eCutListPartsTypeBase 539 partsArrangeTop partsArrangeRight 0,0 481 partsArrangeTop partsArrangeLeft 0.3751263,0 606 partsArrangeTop partsArrangeLeft 0.4630771,0 0.089,0.038,1.82 350 eModelTypeLumber SPF 2x4材 eCutListPartsTypeBase 555 partsArrangeTop partsArrangeRight 0,0 482 partsArrangeTop partsArrangeLeft 0.3751263,0 612 partsArrangeTop partsArrangeLeft 0.4630771,0 0.089,0.038,1.82 350 eModelTypeLumber SPF 2x4材 eCutListPartsTypeBase 625 partsArrangeTop partsArrangeRight 0,0 456 partsArrangeTop partsArrangeRight 0.8088828,0 0.089,0.038,1.82 350 eModelTypeLumber SPF 2x4材 eCutListPartsTypeBase 549 partsArrangeTop partsArrangeLeft 0,0 480 partsArrangeTop partsArrangeLeft 0.2760001,0 460 partsArrangeTop partsArrangeLeft 0.8379961,0 0.089,0.038,1.82 350 eModelTypeLumber SPF 2x4材 eCutListPartsTypeBase 541 partsArrangeTop partsArrangeLeft 0,0 470 partsArrangeTop partsArrangeLeft 0.2760001,0 458 partsArrangeTop partsArrangeLeft 0.8379961,0 0.089,0.038,1.82 350 eModelTypeLumber SPF 2x4材 eCutListPartsTypeBase 611 partsArrangeTop partsArrangeLeft 0,0 0.089,0.038,1.82 350 eModelTypeLumber SPF 2x4材 eCutListPartsTypeSeparator 0.089,0.019,1.82 89.0mm x 19.0mm eModelTypeLumber eCutListPartsTypeBase 542 partsArrangeBottom partsArrangeRight 0,0 552 partsArrangeTop partsArrangeLeft 0.1980013,0 469 partsArrangeTop partsArrangeLeft 0.5630013,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 961 partsArrangeTop partsArrangeLeft 0,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 962 partsArrangeTop partsArrangeLeft 0,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 963 partsArrangeTop partsArrangeLeft 0,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 964 partsArrangeTop partsArrangeLeft 0,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 965 partsArrangeTop partsArrangeLeft 0,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 973 partsArrangeTop partsArrangeLeft 0,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 972 partsArrangeTop partsArrangeLeft 0,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 967 partsArrangeTop partsArrangeLeft 0,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材 eCutListPartsTypeBase 971 partsArrangeTop partsArrangeLeft 0,0 0.089,0.019,1.82 300 eModelTypeLumber SPF 1x4材