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7.0
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eViewPerspective
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9.5010104013137546
0.10000000149011612
509.50101040131375
10.75
-136.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
e_TextSizeMedium
true
Bold
Meiryo UI
e_PersWeak
eDrawFaceAndEdge
<_2xLayer>
<_2xLayerInfoItem>
天板
0
true
<_2xLayerVisibleList>
false
0
false
271
false
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false
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true
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true
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false
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false
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false
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#FF4F80FF
<_2xLayerInfoItem>
脚右セット
273
true
<_2xLayerVisibleList />
false
false
#FFFFFF4F
<_2xLayerInfoItem>
脚右ボルトナット
277
true
<_2xLayerVisibleList />
false
false
#FFFF4F4F
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脚左セット
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true
<_2xLayerVisibleList />
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#FF4FFF4F
<_2xLayerInfoItem>
脚左ボルトナット
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true
<_2xLayerVisibleList />
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false
#FF4F80FF
<_2xLayerInfoItem>
椅子右セット
275
true
<_2xLayerVisibleList />
false
false
#FF4FFFFF
<_2xLayerInfoItem>
椅子左セット
274
true
<_2xLayerVisibleList />
false
false
#FFFF4FFF
<_2xLayerInfoItem>
寸法
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false
<_2xLayerVisibleList>
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#FF4F4FFF
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<_2xLayerVisibleList>
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true
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true
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true
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#FF4F80FF
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脚組立て穴開け加工寸法
279
false
<_2xLayerVisibleList />
false
false
#FF4F80FF
<_2xLayerInfoItem>
ボルトナット
283
false
<_2xLayerVisibleList />
false
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#FF4F80FF
<_2xLayerInfoItem>
木取り図用（テーブル天板セット）
280
false
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false
false
#FF4F80FF
<_2xLayerInfoItem>
木取り図用（イス天板セット）
281
false
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false
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#FFFF4F4F
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木取り図用（脚セット）
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false
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分解図
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false
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false
false
#FF4F80FF
<_2xLayerInfoItem>
主な材料＆工具
285
false
<_2xLayerVisibleList />
false
false
#FF4F80FF
<_2xPaint>
<_2xPaintings>
10020
オークル (標準の塗料セット)
#FF996600
0
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<_2xPaintings>
10027
ブラウン (標準の塗料セット)
#FF993300
0
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<_2xBooleanMeshInfo>
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主な材料
・２×４材 12尺・・・19本
・Ｍ12ボルト100～110mm・・・16本
・Ｍ12ナット・・・・・16コ
・Ｍ12丸座金・・・・32コ （外形45Φ 穴径13Φ 板厚4.5mm
仕様：(株)タナカ Ｄ15Ｄ17-03
https://www.tanakanet.jp/contents/product/zagane/za26ct.html
・コーススレッド65mm・・・約200本
主な工具
・丸ノコ ・インパクトドライバ ・ドリル ・13.5Φ木工ドリル刃（必須）
・水平器 ・レンチ（19番）2本 ・その他一般ＤＩＹ用工具
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false
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SPF 2x4材（Kicori便 専用）
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false
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284
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false
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0.7071069,-3.090862E-08,-0.7071068,-3.090862E-08
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eModelTypeLumber
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false
0
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ねじ穴
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false
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284
eModelTypeLumber
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10020
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0
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85
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false
1
1
SPF 2x4材（Kicori便 専用）
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false
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284
eModelTypeScrew
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0
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0
false
false
0,0,0,1
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85
2942
false
0
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0
1
0
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0.149019614
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eScrewLayout2
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284
eModelTypeLumber
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10020
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Kicori便
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false
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0,0,0,0,0,0,0,0
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85
2935
false
1
1
SPF 2x4材（Kicori便 専用）
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false
false
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284
eModelTypeScrew
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0
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1
0
false
false
0.7071069,-3.090862E-08,-0.7071068,-3.090862E-08
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Non
Non
Non
85
2936
false
0
0
ビス(65mm)
false
false
false
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0
1
0
0
0
1
0.149019614
0.196078435
0.219607845
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eScrewLayout2
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284
eModelTypeLumber
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10020
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0.551273465
2080
Kicori便
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0
false
false
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0,0,0,0,0,0,0,0
0,0,0,0
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85
2840
false
1
1
SPF 2x4材（Kicori便 専用）
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false
false
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284
eModelTypeCylinder
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0
0
1
0
false
false
0,0,0,1
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0,0,0,0
85
2841
false
0
0
ねじ穴
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false
false
<_2xCylinder>
284
eModelTypeCylinder
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0,0,0,0
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0
0
1
0
false
false
0,0,0,1
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Non
0,0,0,0
0,0,0,0
85
2842
false
0
0
ねじ穴
true
false
false
<_2xScrew>
284
eModelTypeScrew
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0
0
1
0
false
false
0,0,0,1
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Non
Non
Non
85
2932
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
0.196078435
0.219607845
1
eScrewLayout2
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284
eModelTypeLumber
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0.6,0.4,0,1
0
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10020
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0.551273465
2080
Kicori便
1
0
false
false
0,0,0,1
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0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
85
2933
false
1
1
SPF 2x4材（Kicori便 専用）
false
false
false
<_2xScrew>
284
eModelTypeScrew
1,1,0.8,1
0,0,0,0
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0
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0
0
1
0
false
false
0,0,0,1
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Non
Non
Non
85
2943
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
0.196078435
0.219607845
1
eScrewLayout2
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false
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284
eModelTypeScrew
1,1,0.8,1
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0
0
1
0
false
false
0.7071069,-3.090862E-08,-0.7071068,-3.090862E-08
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Non
Non
Non
85
2941
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
0.196078435
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1
eScrewLayout2
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284
eModelTypeScrew
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0
0
1
0
false
false
0,0,0,1
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Non
Non
Non
85
2944
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
0.196078435
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1
eScrewLayout2
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false
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284
eModelTypeLumber
1,1,0.8,1
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0
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10020
0.089,0.038,1.8
0.089,0.038,3.658
0.551273465
2080
Kicori便
1
0
false
false
0,0,0,1
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0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
85
2970
false
1
1
SPF 2x4材（Kicori便 専用）
false
false
false
<_2xScrew>
284
eModelTypeScrew
1,1,0.8,1
0,0,0,0
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0
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0.089,0.076,0.03800057
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0
0
1
0
false
false
0,0,0,1
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Non
Non
Non
85
2981
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
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1
eScrewLayout2
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284
eModelTypeScrew
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0
0
1
0
false
false
0.7071069,-3.090862E-08,-0.7071068,-3.090862E-08
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Non
Non
Non
85
2971
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
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1
eScrewLayout2
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284
eModelTypeScrew
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0
0
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false
false
0,0,0,1
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Non
Non
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85
2977
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
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1
eScrewLayout2
0.065
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Screw
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284
eModelTypeLumber
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0
0
10020
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0.551273465
2080
Kicori便
1
0
false
false
0,0,0,1
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0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
85
2967
false
1
1
SPF 2x4材（Kicori便 専用）
false
false
false
<_2xScrew>
284
eModelTypeScrew
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0
0
1
0
false
false
0,0,0,1
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Non
Non
Non
85
2968
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
0.196078435
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1
eScrewLayout2
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284
eModelTypeScrew
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0.7071069,-3.090862E-08,-0.7071068,-3.090862E-08
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Non
Non
Non
85
2972
false
0
0
ビス(65mm)
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false
false
1
0
1
0
0
0
1
0.149019614
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1
eScrewLayout2
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eModelTypeScrew
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false
false
0.7071069,-3.090862E-08,-0.7071068,-3.090862E-08
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Non
Non
Non
85
2973
false
0
0
ビス(65mm)
false
false
false
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1
0
0
0
1
0.149019614
0.196078435
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eScrewLayout2
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eModelTypeScrew
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0
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false
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Non
Non
Non
85
2978
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0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
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eScrewLayout2
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eModelTypeScrew
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0
0
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false
false
0,0,0,1
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Non
Non
85
2979
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0
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false
false
false
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0
1
0
0
0
1
0.149019614
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eScrewLayout2
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eModelTypeScrew
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0
0
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false
false
0,0,0,1
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Non
Non
Non
85
2982
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0
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false
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false
1
0
1
0
0
0
1
0.149019614
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eScrewLayout2
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284
eModelTypeLumber
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10020
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0.551273465
2080
Kicori便
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false
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0,0,0,1
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0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
85
2966
false
1
1
SPF 2x4材（Kicori便 専用）
false
false
false
<_2xScrew>
284
eModelTypeScrew
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0
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0
0
1
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false
false
0,0,0,1
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85
2980
false
0
0
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false
false
false
1
0
1
0
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0
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0.149019614
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eScrewLayout2
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eModelTypeLumber
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0
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10020
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0.551273465
2080
Kicori便
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false
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0,0,0,1
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0,0,0,0
85
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false
1
1
SPF 2x4材（Kicori便 専用）
false
false
false
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284
eModelTypeScrew
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1
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false
false
0.7071069,-3.090862E-08,-0.7071068,-3.090862E-08
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Non
Non
Non
85
2974
false
0
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ビス(65mm)
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false
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1
0
1
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0
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1
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eScrewLayout2
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Non
85
2975
false
0
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0
1
0
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0
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0.149019614
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eScrewLayout2
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eModelTypeScrew
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85
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1
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85
2983
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eModelTypeScrew
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0,0,0,1
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85
2984
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eScrewLayout2
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eModelTypeLumber
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10020
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Kicori便
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false
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false
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Non
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false
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ねじ穴
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eModelTypeCylinder
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ねじ穴
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0.551273465
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false
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eModelTypeCylinder
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false
false
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false
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false
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ねじ穴
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false
false
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273
eModelTypeLumber
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10020
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Kicori便
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false
false
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0,0,0,0,0,0,0,0
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false
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1
SPF 2x4材（Kicori便 専用）
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false
false
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273
eModelTypeCylinder
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false
false
0,0,0,1
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ねじ穴
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false
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273
eModelTypeCylinder
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false
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eModelTypeCylinder
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eModelTypeCylinder
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false
false
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eModelTypeCylinder
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false
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ねじ穴
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273
eModelTypeCylinder
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false
false
0,0,0,1
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ねじ穴
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false
false
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272
eModelTypeLumber
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10020
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Kicori便
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0
false
false
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0,0,0,0
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false
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1
SPF 2x4材（Kicori便 専用）
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false
false
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272
eModelTypeCylinder
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false
false
0,0,0,1
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false
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ねじ穴
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eModelTypeCylinder
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false
false
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ねじ穴
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false
false
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eModelTypeLumber
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10020
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Kicori便
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false
false
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false
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1
SPF 2x4材（Kicori便 専用）
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false
false
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272
eModelTypeCylinder
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0,0,0,0
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1
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false
false
0,0,0,1
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false
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ねじ穴
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false
false
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272
eModelTypeCylinder
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0,0,0,0
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1
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false
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ねじ穴
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eModelTypeLumber
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10020
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Kicori便
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false
false
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false
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false
false
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eModelTypeCylinder
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false
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eModelTypeCylinder
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eModelTypeCylinder
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eModelTypeLumber
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eModelTypeCylinder
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eModelTypeLumber
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eModelTypeCylinder
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eModelTypeLumber
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false
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false
false
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eModelTypeLumber
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10020
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Kicori便
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false
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false
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eModelTypeScrew
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eScrewLayout2
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false
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eModelTypeScrew
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eScrewLayout2
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eScrewLayout2
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eModelTypeBoolean
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南洋材丸棒
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eModelTypeCylinder
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eModelTypeRoundBoard
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1979
false
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1980
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1981
false
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1982
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1983
false
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0.6,0.4,0,1
0
0
10020
0.089,0.038,0.287
0.089,0.038,3.658
0.551273465
2080
Kicori便
1
0
false
false
0.5000001,-0.5000001,0.5000002,-0.4999999
0.8047724,0.3172484,0.7691076
0,0,30,0,0,0,0,0
0,0,0,0
0,0,0,0
51
389
false
1
1
SPF 2x4材（Kicori便 専用）
false
false
false
<_2xCylinder>
273
eModelTypeCylinder
1,1,0.8,1
0,0,0,0
0
0
-1
0.0135,0.0135,0.039
0.0135,0.0135,0.039
0
0
1
0
false
false
0,0,0,1
0.8533514,0.3172499,0.7690578
Non
0,0,0,0
0,0,0,0
51
2536
false
0
0
ねじ穴
true
false
false
<_2xCylinder>
273
eModelTypeCylinder
1,1,0.8,1
0,0,0,0
0
0
-1
0.0135,0.0135,0.039
0.0135,0.0135,0.039
0
0
1
0
false
false
0,0,0,1
0.7543514,0.3172499,0.7690578
Non
0,0,0,0
0,0,0,0
51
2535
false
0
0
ねじ穴
true
false
false
<_2xLumber>
272
eModelTypeLumber
1,1,0.8,1
0.6,0.4,0,1
0
0
10020
0.089,0.038,0.288
0.089,0.038,3.658
0.551273465
2080
Kicori便
1
0
false
false
-0.5000001,0.5,0.5,-0.5000001
0.8039979,0.3172485,-0.7679995
30,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
43
433
false
1
1
SPF 2x4材（Kicori便 専用）
false
false
false
<_2xCylinder>
272
eModelTypeCylinder
1,1,0.8,1
0,0,0,0
0
0
-1
0.0135,0.0135,0.039
0.0135,0.0135,0.039
0
0
1
0
false
false
0,0,0,1
0.8535244,0.3172499,-0.7679032
Non
0,0,0,0
0,0,0,0
43
2521
false
0
0
ねじ穴
true
false
false
<_2xCylinder>
272
eModelTypeCylinder
1,1,0.8,1
0,0,0,0
0
0
-1
0.0135,0.0135,0.039
0.0135,0.0135,0.039
0
0
1
0
false
false
0,0,0,1
0.7545244,0.3172499,-0.7679032
Non
0,0,0,0
0,0,0,0
43
2517
false
0
0
ねじ穴
true
false
false
<_2xRoundBoard>
276
eModelTypeRoundBoard
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.03,0.03,0.003
0.03,0.03,0.003
0
0
1
0
false
false
1,-2.641197E-15,-2.058486E-07,-1.213039E-08
0.6337333,0.3174994,-0.8267478
Non
0,0,0,0
0,0,0,0
12
1989
false
0
0
座金
true
false
false
<_2xCylinder>
276
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.01,0.01,0.0715
0.01,0.01,0.91
0.6
180
1
0
false
false
-2.189313E-09,-2.058486E-07,7.842351E-08,-1
0.6337332,0.3174994,-0.7844981
Non
0,0,0,0
0,0,0,0
12
1990
false
0
0
南洋材丸棒
true
false
false
<_2xRoundBoard>
276
eModelTypeRoundBoard
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.03,0.03,0.003
0.03,0.03,0.003
0
0
1
0
false
false
1,-2.641197E-15,-2.058486E-07,-1.213039E-08
0.63355,0.3174995,-0.7472728
Non
0,0,0,0
0,0,0,0
12
1991
false
0
0
座金
true
false
false
<_2xBoolean>
276
eModelTypeBoolean
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.019906,0.01716,0.006
0.02,0.02,0.006
0.6
180
1
0
false
false
-8.932022E-08,6.428538E-09,-1,5.740398E-08
0.6337872,0.318004,-0.8310431
Non
Non
Non
12
1992
false
0
0
南洋材丸棒
true
false
false
eModelTypeCylinder
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>
276
eModelTypeBoolean
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.019906,0.01716,0.006
0.02,0.02,0.006
0.6
180
1
0
false
false
7.43763E-09,2.058486E-07,4.033216E-08,1
0.6335502,0.3174995,-0.7427723
Non
Non
Non
12
1993
false
0
0
南洋材丸棒
true
false
false
eModelTypeCylinder
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
<_2xCylinder>
276
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.01,0.01,0.00101
0.01,0.01,0.91
0.6
180
1
0
false
false
-2.189313E-09,-2.058486E-07,7.842351E-08,-1
0.6337332,0.3174995,-0.7367424
Non
0.001,0.001,0,0
0,0,0,0
12
1994
false
0
0
南洋材丸棒
true
false
false
<_2xCylinder>
276
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.01,0.01,0.001
0.01,0.01,0.91
0.6
180
1
0
false
false
-2.189313E-09,-2.058486E-07,7.842351E-08,-1
0.633733,0.3174995,-0.7377474
Non
0,0,0,0
0,0,0,0
12
1995
false
0
0
南洋材丸棒
true
false
false
<_2xCylinder>
276
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.01,0.01,0.002
0.01,0.01,0.91
0.6
180
1
0
false
false
-2.189313E-09,-2.058486E-07,7.842351E-08,-1
0.6337333,0.3174995,-0.7382476
Non
0,0,0,0
0,0,0,0
12
1996
false
0
0
南洋材丸棒
true
false
false
<_2xCylinder>
276
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.01,0.01,0.002
0.01,0.01,0.91
0.6
180
1
0
false
false
-2.189313E-09,-2.058486E-07,7.842351E-08,-1
0.6337332,0.3174995,-0.7392474
Non
0,0,0,0
0,0,0,0
12
1997
false
0
0
南洋材丸棒
true
false
false
<_2xCylinder>
276
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.01,0.01,0.005
0.01,0.01,0.91
0.6
180
1
0
false
false
-2.189313E-09,-2.058486E-07,7.842351E-08,-1
0.633733,0.3174994,-0.8227478
Non
0,0,0,0
0,0,0,0
12
1998
false
0
0
南洋材丸棒
true
false
false
<_2xBoolean>
277
eModelTypeBoolean
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.019906,0.01716,0.006
0.02,0.02,0.006
0.6
180
1
0
false
false
1,-5.740398E-08,-5.294929E-08,6.428546E-09
0.6336146,0.3175044,0.8321286
Non
Non
Non
3
1899
false
0
0
南洋材丸棒
true
false
false
eModelTypeCylinder
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
<_2xCylinder>
277
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.01,0.01,0.0715
0.01,0.01,0.91
0.6
180
1
0
false
false
-7.84235E-08,1,-2.189315E-09,-8.932022E-08
0.6336684,0.3169998,0.7855836
Non
0,0,0,0
0,0,0,0
3
1900
false
0
0
南洋材丸棒
true
false
false
<_2xRoundBoard>
277
eModelTypeRoundBoard
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.03,0.03,0.003
0.03,0.03,0.003
0
0
1
0
false
false
8.932022E-08,1.213039E-08,1,-2.574817E-15
0.6338516,0.3169999,0.7483585
Non
0,0,0,0
0,0,0,0
3
1901
false
0
0
座金
true
false
false
<_2xBoolean>
277
eModelTypeBoolean
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0.6,0.2,0,1
0
0
10027
0.019906,0.01716,0.006
0.02,0.02,0.006
0.6
180
1
0
false
false
-4.033216E-08,-1,7.437629E-09,8.932022E-08
0.6338515,0.3169999,0.7438579
Non
Non
Non
3
1902
false
0
0
南洋材丸棒
true
false
false
eModelTypeCylinder
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
<_2xRoundBoard>
277
eModelTypeRoundBoard
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.03,0.03,0.003
0.03,0.03,0.003
0
0
1
0
false
false
8.932022E-08,1.213039E-08,1,-2.574817E-15
0.6336685,0.3169998,0.8278334
Non
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0,0,0,0
3
1903
false
0
0
座金
true
false
false
<_2xCylinder>
277
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.01,0.01,0.00101
0.01,0.01,0.91
0.6
180
1
0
false
false
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0.6336684,0.3169999,0.737828
Non
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0,0,0,0
3
1904
false
0
0
南洋材丸棒
true
false
false
<_2xCylinder>
277
eModelTypeCylinder
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0.6,0.2,0,1
0
0
10027
0.01,0.01,0.001
0.01,0.01,0.91
0.6
180
1
0
false
false
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0.6336685,0.3169999,0.738833
Non
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0,0,0,0
3
1905
false
0
0
南洋材丸棒
true
false
false
<_2xCylinder>
277
eModelTypeCylinder
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0.6,0.2,0,1
0
0
10027
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0.01,0.01,0.91
0.6
180
1
0
false
false
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0.6336684,0.3169999,0.7393332
Non
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0,0,0,0
3
1906
false
0
0
南洋材丸棒
true
false
false
<_2xCylinder>
277
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.01,0.01,0.002
0.01,0.01,0.91
0.6
180
1
0
false
false
-7.84235E-08,1,-2.189315E-09,-8.932022E-08
0.6336684,0.3169999,0.740333
Non
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0,0,0,0
3
1907
false
0
0
南洋材丸棒
true
false
false
<_2xCylinder>
277
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
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0.01,0.01,0.91
0.6
180
1
0
false
false
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0.6336684,0.3169998,0.8238333
Non
0,0,0,0
0,0,0,0
3
1908
false
0
0
南洋材丸棒
true
false
false
<_2xLumber>
274
eModelTypeLumber
1,1,0.8,1
0.6,0.4,0,1
0
0
10020
0.089,0.038,1.8
0.089,0.038,3.658
0.551273465
2080
Kicori便
1
0
false
false
0,0,0,1
0.7049973,0.3809995,0.001000237
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
34
false
1
1
SPF 2x4材（Kicori便 専用）
false
false
false
<_2xLumber>
274
eModelTypeLumber
1,1,0.8,1
0.6,0.4,0,1
0
0
10020
0.089,0.038,0.287
0.089,0.038,3.658
0.551273465
2080
Kicori便
1
0
false
false
0,0.7071068,0,0.7071068
0.8039975,0.3429994,2.346933E-07
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
56
false
1
1
SPF 2x4材（Kicori便 専用）
false
false
false
<_2xScrew>
274
eModelTypeScrew
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.076,0.089
0.089,0.038,1.82
0
0
1
0
false
false
0.7071069,-3.090862E-08,-0.7071068,-3.090862E-08
0.7054975,0.3239994,2.272427E-07
Non
Non
Non
0
774
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
0.196078435
0.219607845
1
eScrewLayout2
0.065
0
false
Screw
0.0045
<_2xScrew>
274
eModelTypeScrew
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.076,0.0380001
0.089,0.038,1.82
0
0
1
0
false
false
0,0,0,1
0.7044973,0.3999995,0.7691076
Non
Non
Non
0
732
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
0.196078435
0.219607845
1
eScrewLayout2
0.065
0
false
Screw
0.0045
<_2xScrew>
274
eModelTypeScrew
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.076,0.0380001
0.089,0.038,1.82
0
0
1
0
false
false
0,0,0,1
0.7049979,0.4012485,-0.7679995
Non
Non
Non
0
737
false
0
0
ビス(65mm)
false
false
false
1
0
1
0
0
0
1
0.149019614
0.196078435
0.219607845
1
eScrewLayout2
0.065
0
false
Screw
0.0045
<_2xRoundBoard>
276
eModelTypeRoundBoard
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.03,0.03,0.003
0.03,0.03,0.003
0
0
1
0
false
false
1,-2.641197E-15,-2.058486E-07,-1.213039E-08
0.7542333,0.3174994,-0.8267478
Non
0,0,0,0
0,0,0,0
13
1999
false
0
0
座金
true
false
false
<_2xCylinder>
276
eModelTypeCylinder
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.01,0.01,0.0715
0.01,0.01,0.91
0.6
180
1
0
false
false
-2.189313E-09,-2.058486E-07,7.842351E-08,-1
0.7542332,0.3174994,-0.7844981
Non
0,0,0,0
0,0,0,0
13
2000
false
0
0
南洋材丸棒
true
false
false
<_2xRoundBoard>
276
eModelTypeRoundBoard
1,1,0.8,1
0.6,0.2,0,1
0
0
10027
0.03,0.03,0.003
0.03,0.03,0.003
0
0
1
0
false
false
1,-2.641197E-15,-2.058486E-07,-1.213039E-08
0.75405,0.3174995,-0.7472728
Non
0,0,0,0
0,0,0,0
13
2001
false
0
0
座金
true
false
false
<_2xBoolean>
276
eModelTypeBoolean
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0.6,0.2,0,1
0
0
10027
0.019906,0.01716,0.006
0.02,0.02,0.006
0.6
180
1
0
false
false
-8.932022E-08,6.428538E-09,-1,5.740398E-08
0.7542872,0.318004,-0.8310431
Non
Non
Non
13
2002
false
0
0
南洋材丸棒
true
false
false
eModelTypeCylinder
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>
276
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281
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1
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281
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1
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false
false
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281
eModelTypeLumber
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10020
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1
SPF 2x4材（Kicori便 専用）
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false
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281
eModelTypeLumber
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10020
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1
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false
false
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281
eModelTypeLumber
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10020
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Kicori便
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1
SPF 2x4材（Kicori便 専用）
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false
false
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281
eModelTypeDimension
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false
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false
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false
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eEndArrowInside
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281
eModelTypeLumber
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Kicori便
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1
SPF 2x4材（Kicori便 専用）
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false
false
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281
eModelTypeLumber
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Kicori便
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false
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1
SPF 2x4材（Kicori便 専用）
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false
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280
eModelTypeLumber
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10020
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Kicori便
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false
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1
SPF 2x4材（Kicori便 専用）
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false
false
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280
eModelTypeLumber
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10020
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false
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1
SPF 2x4材（Kicori便 専用）
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false
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280
eModelTypeDimension
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eModelTypePicture
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280
eModelTypeLumber
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SPF 2x4材（Kicori便 専用）
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280
eModelTypeLumber
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eModelTypeLumber
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false
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280
eModelTypeLumber
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false
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false
false
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280
eModelTypeLumber
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10020
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false
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eModelTypeLumber
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280
eModelTypeDimension
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false
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eEndArrowInside
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Top
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eModelTypeLumber
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false
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false
<_2xRoundBoard>
283
eModelTypeRoundBoard
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9
1961
false
0
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false
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283
eModelTypeBoolean
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9
1959
false
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南洋材丸棒
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eModelTypeCylinder
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eModelTypeCylinder
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1960
false
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283
eModelTypeBoolean
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1962
false
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eModelTypeCylinder
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eModelTypeRoundBoard
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9
1963
false
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283
eModelTypeCylinder
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1964
false
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283
eModelTypeCylinder
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1965
false
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283
eModelTypeCylinder
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1966
false
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283
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1967
false
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1968
false
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SPF 2x4材（Kicori便 専用）
89.0mm x 38.0mm
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0.551273465
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0.551273465
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2080
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6820
0.551273465
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2080
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6820
0.551273465
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2080
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6820
0.551273465
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2080
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6820
0.551273465
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342
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2080
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6820
0.551273465
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339
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2080
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6820
0.551273465
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2985
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2080
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6820
0.551273465
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2080
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6820
0.551273465
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2080
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6820
0.551273465
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2080
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6820
0.551273465
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2080
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6820
0.551273465
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2080
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6820
0.551273465
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2080
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6820
0.551273465
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2080
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0.551273465
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partsArrangeTop
partsArrangeLeft
0,0
2814
partsArrangeTop
partsArrangeLeft
1.396,0
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partsArrangeTop
partsArrangeLeft
2.792,0
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2080
eModelTypeLumber
SPF 2x4材（Kicori便 専用）
6820
0.551273465
eCutListPartsTypeBase
2827
partsArrangeTop
partsArrangeLeft
0,0
2805
partsArrangeTop
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0.7640007,0
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partsArrangeTop
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1.528001,0
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2.343001,0
3012
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partsArrangeLeft
3.026001,0
2811
partsArrangeTop
partsArrangeLeft
3.313001,0
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2080
eModelTypeLumber
SPF 2x4材（Kicori便 専用）
6820
0.551273465
eCutListPartsTypeBase
2935
partsArrangeTop
partsArrangeLeft
0,0
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partsArrangeTop
partsArrangeLeft
0.683,0
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1.366,0
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partsArrangeLeft
1.653,0
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2080
eModelTypeLumber
SPF 2x4材（Kicori便 専用）
6820
0.551273465