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4#False#0#169,172,180,193#0,0,0,0#0,0,-1/0,0,-1/0,0,-1/0,0,-1#0,0,-1 4#False#0#192,179,170,193#0,0,0,0#0,0,-1/0,0,-1/0,0,-1/0,0,-1#0,0,-1 4#False#0#178,182,170,179#0,0,0,0#0,0,-1/0,0,-1/0,0,-1/0,0,-1#0,0,-1 3#False#0#199,171,200#0,0,0#0,0,-1/0,0,-1/0,0,-1#0,0,-1 4#True#1#164,167,201,197#0,0,0,0#1,0,0/1,0,0/1,0,0/1,0,0#1,0,0 4#True#1#26,174,198,27#0,0,0,0#1,0,0/1,0,0/1,0,0/1,0,0#1,0,0 4#False#0#170,182,200,171#0,0,0,0#0,0,-1/0,0,-1/0,0,-1/0,0,-1#0,0,-1 4#False#0#185,171,199,187#0,0,0,0#0,0,-1/0,0,-1/0,0,-1/0,0,-1#0,0,-1 4#True#1#167,184,186,201#0,0,0,0#1,0,0/1,0,0/1,0,0/1,0,0#1,0,0 4#True#1#165,196,176,175#0,0,0,0#1,0,0/1,0,0/1,0,0/1,0,0#1,0,0 <_2xPictureImageInfos /> <_2xObject> <_2xLumber> 8 eModelTypeLumber 1,1,0.8,1 0.6,0,0.2,1 0 0 10025 0.067,0.007,0.14 0.067,0.007,0.14 0.456899166 100 1 0 false false 0.5872513,0.3938731,-0.5872514,0.393873 0.8087614,0.08410004,0.7116724 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 150 false 0 SPF 1x1材 true false false <_2xLumber> 8 eModelTypeLumber 1,1,0.8,1 0,0,0,1 0 0 10010 0.053,0.02,0.24 0.053,0.02,0.24 0.40094 100 1 0 false false -0.2977172,0.6413769,0.2977172,0.6413769 0.8195038,0.125,0.6173905 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 156 false 0 SPF 1x1材 true false false <_2xLumber> 8 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.142,0.0104,0.124 0.142,0.0104,0.124 0.458707541 100 1 0 false false 0.3943854,0.5869072,0.3943854,0.5869072 0.4114727,0.07795452,0.6308898 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 155 false 0 SPF 1x1材 true false false <_2xLumber> 8 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.142,0.0104,0.124 0.142,0.0104,0.124 0.458707541 100 1 0 false false 0.4294797,0.561736,0.4294797,0.5617359 0.4114727,0.08037955,0.6093898 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 154 false 0 SPF 1x1材 true false false <_2xLumber> 8 eModelTypeLumber 1,1,0.8,1 0.9803922,0.9803922,0.9803922,1 0 0 10000 0.142,0.0104,0.124 0.142,0.0104,0.124 0.458707541 100 1 0 false false 0.4625051,0.534873,0.4625052,0.5348729 0.4114727,0.08100001,0.5898896 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 153 false 0 SPF 1x1材 true false false <_2xBoolean> 2 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.1,0.009,0.19 0.91,0.009,1.82 0.50001 1500 1 0 false false 仕切り板E 0.7071069,0.7071069,-1.083016E-07,-1.083016E-07 0.4799264,0.06809999,0.6657399 Non Non Non 0 30 false 3 針葉樹合板 false false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 1 <_2xDimension> 6 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.13,0,0.136 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,0.7071068 0.7684262,0.1206,0.6612399 Non Non Non 0 47 false 0 136 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xBoard> 4 eModelTypePlyWood 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.19,0.009,0.243 0.91,0.009,1.82 0.50001 1500 1 0 false false 1,1.583349E-08,-5.740397E-08,-8.502212E-08 2.289499,0.01199999,0.3990001 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 115 false 3 針葉樹合板 true false false <_2xBoard> 4 eModelTypePlyWood 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.19,0.009,0.243 0.91,0.009,1.82 0.50001 1500 1 0 false false 底板D 1,1.583349E-08,-5.740397E-08,-8.502212E-08 2.289499,0.01200001,0.8390002 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 110 false 3 針葉樹合板 true false false <_2xBoolean> 4 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.12,0.009,0.5 0.91,0.009,1.82 0.50001 1500 1 0 false false 側板A 0.7071069,0.7071069,-4.892375E-08,-4.892375E-08 2.539498,0.05850002,0.6600001 Non Non Non 0 108 false 3 針葉樹合板 true false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 2 <_2xComment> 4 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.1899754,0.01370673,0 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5000001,0.5 2.477496,0.04550001,0.7435023 Non Non Non 0 147 false 0 溝は端まで彫らず4mmほど残す false false false 0 1 0 0 0 1 2.19399881 0.07800002 0.6645001 0 0 0 eEndQube <_2xComment> 4 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.1899754,0.01370673,0 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5000001,0.5 2.477496,0.04550001,0.7435023 Non Non Non 0 121 false 0 溝は端まで彫らず4mmほど残す false false false 0 1 0 0 0 1 2.3824954 0.08100001 0.6669991 0 0 0 eEndQube <_2xBoard> 4 eModelTypePlyWood 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.1,0.009,0.135 0.91,0.009,1.82 0.50001 1500 1 0 false false 仕切り板F -5.411863E-08,-5.411863E-08,-0.7071069,-0.7071069 2.289499,0.1171,0.8850003 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 111 false 3 針葉樹合板 true false false <_2xBoolean> 4 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.1,0.009,0.19 0.91,0.009,1.82 0.50001 1500 1 0 false false 仕切り板E 0.5000001,0.5000001,-0.5000001,-0.5000001 2.289499,0.1201,0.7675 Non Non Non 0 114 false 3 針葉樹合板 true false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 1 <_2xBoolean> 4 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.18,0.009,0.2 0.91,0.009,1.82 0.50001 1500 1 0 false false 中央仕切り板C 0.5000001,0.5000001,0.5,0.5 2.289499,0.158,0.6600001 Non Non Non 0 113 false 3 針葉樹合板 true false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 3 <_2xBoolean> 4 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.1,0.009,0.19 0.91,0.009,1.82 0.50001 1500 1 0 false false 仕切り板E 0.5000001,0.5000001,0.5,0.5 2.289499,0.1206,0.4775 Non Non Non 0 116 false 3 針葉樹合板 true false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 1 <_2xBoard> 4 eModelTypePlyWood 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.1,0.009,0.135 0.91,0.009,1.82 0.50001 1500 1 0 false false 仕切り板F 0.7071069,0.7071069,-4.892375E-08,-4.892375E-08 2.289499,0.1196,0.3590003 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 117 false 3 針葉樹合板 true false false <_2xComment> 4 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.1635691,0.0132768,0 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5000001,0.5 2.537498,0.137,0.4000015 Non Non Non 0 148 false 0 下溝から溝まで5mmあける false false false 0 1 0 0 0 1 2.19949579 0.012999991 0.1824991 0 0 0 eEndQube <_2xComment> 4 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.1635691,0.0132768,0 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5000001,0.5 2.537498,0.137,0.4000015 Non Non Non 0 124 false 0 下溝から溝まで5mmあける false false false 0 1 0 0 0 1 2.38449574 0.012999991 0.1824991 0 0 0 eEndQube <_2xBoolean> 4 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.12,0.009,0.2 0.91,0.009,1.82 0.50001 1500 1 0 false false 側板B 0.5000001,0.5000001,0.5,0.5 2.289499,0.05850001,0.1765 Non Non Non 0 118 false 3 針葉樹合板 true false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 4 <_2xBoolean> 4 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.12,0.009,0.2 0.91,0.009,1.82 0.50001 1500 1 0 false false 側板B 0.5000001,0.5000001,-0.5000001,-0.5000001 2.289499,0.05850002,1.027 Non Non Non 0 109 false 3 針葉樹合板 true false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 4 <_2xComment> 4 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.08591875,0.0123701,0 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5000001,0.5 2.141999,0.3329996,1.0225 Non Non Non 0 119 false 0 溝は端まで彫る false false false 0 1 0 0 0 1 2.09199929 0.009500009 0.8950001 0 0 0 eEndQube <_2xComment> 4 eModelTypeComment 1,1,0.8,1 0,0,0,0 0 0 -1 0.08591874,0.01237009,0 0.089,0.038,1.82 0 0 1 0 false false -0.5000001,0.5,0.5000001,0.5 2.141999,0.3329999,1.0225 Non Non Non 0 120 false 0 溝は端まで彫る false false false 0 1 0 0 0 1 2.09199929 0.0125000086 0.419999927 0 0 0 eEndQube <_2xBoolean> 4 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.12,0.009,0.5 0.91,0.009,1.82 0.50001 1500 1 0 false false 側板A 0,0,0.7071068,0.7071068 2.087499,0.05850001,0.66 Non Non Non 0 112 false 3 針葉樹合板 true false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 2 <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.04049999,0,0.04 0.089,0.038,1.82 0 0 1 0 false false 0.5000001,0.5000001,0.5000001,-0.5000001 0.837863,0.02000004,0.7618639 Non Non Non 0 129 false 0 40 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.04049999,0,0.04 0.089,0.038,1.82 0 0 1 0 false false 0.5000001,0.5000001,0.5000001,-0.5000001 0.837863,0.06000004,0.7618639 Non Non Non 0 135 false 0 40 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.025,0,0.12 0.089,0.038,1.82 0 0 1 0 false false 0.5,0.5000001,0.5000001,-0.5000001 0.8378628,0.06000002,0.5878639 Non Non Non 0 131 false 0 120 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.0397507,0,0.18 0.089,0.038,1.82 0 0 1 0 false false 0.5000001,0.5000001,0.5000001,-0.5000001 0.837863,0.09000004,0.7253646 Non Non Non 0 130 false 0 180 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xBoolean> 0 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.12,0.009,0.2 0.91,0.009,1.82 0.50001 1500 1 0 false false 側板B 5.259198E-09,5.259198E-09,-0.7071069,-0.7071069 0.8329266,0.06000002,0.6657404 Non Non Non 0 33 false 3 針葉樹合板 false false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 4 <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 9.313226E-09,0,0.015 0.089,0.038,1.82 0 0 1 0 false false 0.5,0.5000001,-0.5000001,0.5 0.5923628,0.1724999,0.565864 Non Non Non 0 126 false 0 15 false false false 1 1 1 0 0 0 1 eEndNon true Top <_2xBoard> 3 eModelTypePlyWood 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.19,0.009,0.243 0.91,0.009,1.82 0.50001 1500 1 0 false false 底板D 0.7071068,-4.892375E-08,-0.7071069,-7.131568E-08 0.7099267,0.01350001,0.6657399 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 36 false 3 針葉樹合板 false false false <_2xBoard> 3 eModelTypePlyWood 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.19,0.009,0.243 0.91,0.009,1.82 0.50001 1500 1 0 false false 底板D 0.7071068,-4.892375E-08,-0.7071069,-7.131568E-08 0.4649265,0.01349999,0.6657398 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 35 false 3 針葉樹合板 false false false <_2xDimension> 6 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.13,0,0.136 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,0.7071068 0.4064267,0.1201002,0.66124 Non Non Non 0 40 false 0 136 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xBoolean> 0 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.18,0.009,0.2 0.91,0.009,1.82 0.50001 1500 1 0 false false 中央仕切り板C 0.7071069,0.7071069,-1.083016E-07,-1.083016E-07 0.5874266,0.09000003,0.6657396 Non Non Non 0 138 false 3 針葉樹合板 false false false eModelTypePlyWood 0.09,-0.0045,0.08/0.07,-0.0045,0.1/0.09,0.0045,0.08/0.07,0.0045,0.1/0.09,0.0045,-0.08/0.07,0.0045,-0.1/0.07,-0.0045,-0.1/0.09,-0.0045,-0.08/-0.09,-0.0045,0.1/-0.09,0.0045,0.1/-0.09,0.0045,-0.1/-0.09,-0.0045,-0.1/-0.05,0.0045,-0.091/-0.01,0.0045,-0.091/-0.01,-0.0045,-0.1/-0.01,0.0045,-0.1/-0.05,-0.0045,-0.091/-0.01,-0.0045,-0.091/-0.05,-0.0045,-0.1/-0.05,0.0045,-0.1/-0.01,0.0045,0.1/-0.01,-0.0045,0.1/-0.05,0.0045,0.091/-0.01,0.0045,0.091/-0.05,-0.0045,0.091/-0.05,-0.0045,0.1/-0.05,0.0045,0.1/-0.01,-0.0045,0.091/-0.081,-0.0045,0.095/-0.081,-0.0045,-0.095/-0.072,-0.0045,0.095/-0.072,-0.0045,-0.095/-0.081,-0.001,0.095/-0.081,-0.001,-0.095/-0.072,-0.001,-0.095/-0.072,-0.001,0.095/-0.081,0.0045,-0.095/-0.081,0.0045,0.095/-0.072,0.0045,-0.095/-0.072,0.0045,0.095/-0.081,0.001,0.095/-0.072,0.001,0.095/-0.072,0.001,-0.095/-0.081,0.001,-0.095/0.06,-0.0045,-0.066513/0.06,-0.0045,0.063487/0.03,-0.0045,0.063487/0.06,0.0045,-0.066513/0.03,0.0045,0.063487/0.06,0.0045,0.063487/0.03,-0.0045,-0.066513/0.03,0.0045,-0.066513 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 5 <_2xDimension> 7 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.04049997,0,0.5 0.089,0.038,1.82 0 0 1 0 false false 0.4999999,-0.5000002,-0.5000002,0.4999997 0.5874265,1.862645E-08,0.7657402 Non Non Non 0 144 false 0 500 false false false 0 0 1 0 0 0 1 eEndArrowInside true Bottom <_2xDimension> 7 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.03950001,0,0.12 0.089,0.038,1.82 0 0 1 0 false false -4.892375E-08,0.7071069,0.7071069,4.892374E-08 0.3374265,0.06000002,0.76574 Non Non Non 0 143 false 0 120 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 7 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.03950002,0,0.04000001 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,0.7071063 0.5919266,0.02000003,0.7657396 Non Non Non 0 146 false 0 40 false false false 0 0 1 0 0 0 1 eEndArrowInside true Bottom <_2xDimension> 7 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.03950002,0,0.04000001 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,0.7071063 0.5919266,0.1,0.7657396 Non Non Non 0 145 false 0 40 false false false 0 0 1 0 0 0 1 eEndArrowInside true Bottom <_2xDimension> 7 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.03950002,0,0.04000001 0.089,0.038,1.82 0 0 1 0 false false 0.7071074,0,0,0.7071063 0.5919266,0.06000002,0.7657396 Non Non Non 0 139 false 0 40 false false false 0 0 1 0 0 0 1 eEndArrowInside true Bottom <_2xDimension> 7 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.04,0,0.18 0.089,0.038,1.82 0 0 1 0 false false 2.28541E-07,-0.7071069,-0.707107,1.483803E-07 0.5834262,0.09000003,0.7657396 Non Non Non 0 140 false 0 180 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 7 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.02350001,0,0.009000003 0.089,0.038,1.82 0 0 1 0 false false 0.5000017,-0.4999984,-0.4999983,0.5000016 0.5874267,0.08000003,0.7657396 Non Non Non 0 142 false 0 9 false false false 0 0 1 0 0 0 1 eEndArrowInside true Bottom <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 9.313226E-09,0,0.13 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,0.7071069,9.580972E-08,-1.083016E-07 0.5923635,0.1345,0.6673638 Non Non Non 0 127 false 0 130 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 9.313226E-09,0,0.02999998 0.089,0.038,1.82 0 0 1 0 false false 0.5000001,0.5000001,0.5000001,-0.5000001 0.5923629,0.1345,0.708364 Non Non Non 0 133 false 0 30 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xBoolean> 0 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.12,0.009,0.5 0.91,0.009,1.82 0.50001 1500 1 0 false false 側板A 0.5000001,0.5000001,0.5,0.5 0.5874265,0.06000001,0.7612399 Non Non Non 0 27 false 3 針葉樹合板 false false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 2 <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.0405,0,0.04 0.089,0.038,1.82 0 0 1 0 false false 0.5000001,0.5000001,0.5000001,-0.5000001 0.837863,0.1000001,0.7618639 Non Non Non 0 134 false 0 40 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 9.313226E-09,0,0.015 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,0.7071069,9.580972E-08,-1.083016E-07 0.5923629,0.18,0.5733641 Non Non Non 0 125 false 0 15 false false false 1 1 1 0 0 0 1 eEndNon true Top <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.01,0,0.009 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,0.7071069,9.580972E-08,-1.083016E-07 0.8378623,0.06650003,0.570363 Non Non Non 0 132 false 0 9 false false false 0 0 1 0 0 0 1 eEndArrowOutside true Top <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.04,0,0.2 0.089,0.038,1.82 0 0 1 0 false false -2.144401E-07,-1.016229E-07,0.7071068,-0.7071068 0.8378628,6.704981E-08,0.6658638 Non Non Non 0 128 false 0 200 false false false 0 0 1 0 0 0 1 eEndArrowInside true Bottom <_2xDimension> 6 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.0619998,0,0.08999999 0.089,0.038,1.82 0 0 1 0 false false 0,-8.932022E-08,0,-1 0.6999261,0.1206,0.6162399 Non Non Non 0 45 false 0 90 false false false 0 0 1 0 0 0 1 eEndArrowInside true Bottom <_2xDimension> 6 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.01,0,0.095 0.089,0.038,1.82 0 0 1 0 false false 0,1,0,-7.675708E-09 0.8089279,0.1206,0.6132396 Non Non Non 0 46 false 0 95 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xBoard> 2 eModelTypePlyWood 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.1,0.009,0.135 0.91,0.009,1.82 0.50001 1500 1 0 false false 仕切り板F -0.5000001,-0.5000001,-0.5000001,-0.5000001 0.7639259,0.07009999,0.6657403 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 32 false 3 針葉樹合板 false false false <_2xBoolean> 2 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.1,0.009,0.19 0.91,0.009,1.82 0.50001 1500 1 0 false false 仕切り板E 5.259198E-09,5.259198E-09,-0.7071069,-0.7071069 0.6949265,0.06810001,0.6657401 Non Non Non 0 31 false 3 針葉樹合板 false false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 1 <_2xBoard> 2 eModelTypePlyWood 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.1,0.009,0.135 0.91,0.009,1.82 0.50001 1500 1 0 false false 仕切り板F 0.5000001,0.5000001,-0.5000001,-0.5000001 0.4109265,0.06909999,0.66574 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 23 false 3 針葉樹合板 false false false <_2xDimension> 6 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.05950002,0,0.08999999 0.089,0.038,1.82 0 0 1 0 false false 0,1,0,-7.675708E-09 0.4729267,0.1196,0.61624 Non Non Non 0 41 false 0 90 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 6 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.001,0,0.095 0.089,0.038,1.82 0 0 1 0 false false 0,1,0,-7.675708E-09 0.371927,0.1201,0.6137396 Non Non Non 0 42 false 0 95 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 6 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.06000001,0,0.5 0.089,0.038,1.82 0 0 1 0 false false 0,0.7071068,0,0.7071068 0.5874266,0.12,0.56574 Non Non Non 0 37 false 0 500 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top <_2xDimension> 6 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.05950001,0,0.2455 0.089,0.038,1.82 0 0 1 0 false false 0.0008352819,0.7071062,0.0008380467,-0.7071066 0.4599461,0.1206855,0.7657405 Non Non Non 0 76 false 0 245.5 false false false 0 0 1 0 0 0 1 eEndArrowInside true Bottom <_2xDimension> 6 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.05999996,0,0.1999999 0.089,0.038,1.82 0 0 1 0 false false -5.58794E-08,-4.033217E-08,5.58794E-08,-1 0.837696,0.120395,0.6657403 Non Non Non 0 38 false 0 200 false false false 0 0 1 0 0 0 1 eEndArrowInside true Bottom <_2xBoolean> 0 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.12,0.009,0.5 0.91,0.009,1.82 0.50001 1500 1 0 false false 側板A 0.5000001,0.5000001,-0.5000001,-0.5000001 0.5874266,0.06000002,0.57024 Non Non Non 0 34 false 3 針葉樹合板 false false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 2 <_2xDimension> 6 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.05950001,0,0.2455 0.089,0.038,1.82 0 0 1 0 false false 0.0008352819,0.7071062,0.0008380467,-0.7071066 0.7149463,0.1206855,0.7657404 Non Non Non 0 44 false 0 245.5 false false false 0 0 1 0 0 0 1 eEndArrowInside true Bottom <_2xBoolean> 0 eModelTypeBoolean 0.5137255,0.2352941,0.04705882,1 0.6,0.4,0,1 0 0 10020 0.12,0.009,0.2 0.91,0.009,1.82 0.50001 1500 1 0 false false 側板B 0.7071069,0.7071069,-1.083016E-07,-1.083016E-07 0.3419265,0.06000001,0.6657399 Non Non Non 0 29 false 3 針葉樹合板 false false false eModelTypePlyWood 4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0 4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0 4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0 4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0 4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0 4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0 4 <_2xDimension> 5 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.015,0,0.009 0.089,0.038,1.82 0 0 1 0 false false 0.7071069,0.7071069,9.580972E-08,-1.083016E-07 0.6991667,0.03950002,0.6601669 Non Non Non 0 93 false 0 9 false false false 0 0 1 0 0 0 1 eEndArrowInside true Top eCutListPartsTypeSeparator 0.91,0.009,1.82 910.0mm x 9.0mm eModelTypePlyWood eCutListPartsTypeBase 34 partsArrangeTop partsArrangeLeft 0,0 35 partsArrangeTop partsArrangeLeft 0,0.2575 30 partsArrangeTop partsArrangeLeft 0.492,0.4505 29 partsArrangeTop partsArrangeLeft 0.5020001,0.0025 33 partsArrangeTop partsArrangeLeft 0.5000001,0.1275 36 partsArrangeTop partsArrangeLeft 0.246,0.2575 27 partsArrangeTop partsArrangeLeft 0,0.1275 31 partsArrangeTop partsArrangeLeft 0.299,0.4505 23 partsArrangeTop partsArrangeLeft 0,0.4505 32 partsArrangeTop partsArrangeLeft 0.138,0.4505 138 partsArrangeTop partsArrangeLeft 0.5000001,0.2575 0.91,0.009,0.91 750 eModelTypePlyWood 針葉樹合板