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</PaintImage>
      <PaintInfo>無垢の木に塗りこむだけで、味のある古材のような仕上がりに

無垢の木に塗りこむだけで、味のある古材のような仕上がりになるソフトタイプのワックスです。
安全性の高い天然素材のミツロウが主な原料です。
嫌なにおいが少なく気軽に使え、塗りこむことで木の保護と着色が同時におこなえます。

乾燥時間：1~2時間（硬化乾燥1週間）
使用用途：無塗装木部の着色とつや出し
性質/成分：ろう（蜜蝋・マイクロクリスタリンワックス）・有機溶剤（イソパラフィン）・
　　　　　合成樹脂（アルキド・テルペン）・顔料</PaintInfo>
      <PaintTextureID>-1</PaintTextureID>
      <PaintDetails>
        <Capacity>350</Capacity>
        <Area>10</Area>
        <Price>3000</Price>
      </PaintDetails>
    </_2xPaintings>
    <_2xPaintings>
      <PaintID>107</PaintID>
      <PaintName>アルミ材 (オリジナル色)</PaintName>
      <PaintColor>#FF424242</PaintColor>
      <PaintSpecular>0.7</PaintSpecular>
      <PaintMaker />
      <PaintBrand />
      <PaintURL />
      <PaintImage />
      <PaintInfo />
      <PaintTextureID>0</PaintTextureID>
    </_2xPaintings>
    <_2xPaintings>
      <PaintID>10403</PaintID>
      <PaintName>ウォルナット (オールドウッドワックス / ターナー色彩)</PaintName>
      <PaintColor>#FF4D3F34</PaintColor>
      <PaintSpecular>0</PaintSpecular>
      <PaintMaker>ターナー色彩㈱</PaintMaker>
      <PaintBrand>オールドウッドワックス</PaintBrand>
      <PaintURL>https://turner.co.jp/paint/oldwoodwax/</PaintURL>
      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</PaintImage>
      <PaintInfo>無垢の木に塗りこむだけで、味のある古材のような仕上がりに

無垢の木に塗りこむだけで、味のある古材のような仕上がりになるソフトタイプのワックスです。
安全性の高い天然素材のミツロウが主な原料です。
嫌なにおいが少なく気軽に使え、塗りこむことで木の保護と着色が同時におこなえます。

乾燥時間：1~2時間（硬化乾燥1週間）
使用用途：無塗装木部の着色とつや出し
性質/成分：ろう（蜜蝋・マイクロクリスタリンワックス）・有機溶剤（イソパラフィン）・
　　　　　合成樹脂（アルキド・テルペン）・顔料</PaintInfo>
      <PaintTextureID>-1</PaintTextureID>
      <PaintDetails>
        <Capacity>350</Capacity>
        <Area>10</Area>
        <Price>3000</Price>
      </PaintDetails>
    </_2xPaintings>
    <_2xPaintings>
      <PaintID>10404</PaintID>
      <PaintName>チーク (オールドウッドワックス / ターナー色彩)</PaintName>
      <PaintColor>#FF8D5B4A</PaintColor>
      <PaintSpecular>0</PaintSpecular>
      <PaintMaker>ターナー色彩㈱</PaintMaker>
      <PaintBrand>オールドウッドワックス</PaintBrand>
      <PaintURL>https://turner.co.jp/paint/oldwoodwax/</PaintURL>
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</PaintImage>
      <PaintInfo>無垢の木に塗りこむだけで、味のある古材のような仕上がりに

無垢の木に塗りこむだけで、味のある古材のような仕上がりになるソフトタイプのワックスです。
安全性の高い天然素材のミツロウが主な原料です。
嫌なにおいが少なく気軽に使え、塗りこむことで木の保護と着色が同時におこなえます。

乾燥時間：1~2時間（硬化乾燥1週間）
使用用途：無塗装木部の着色とつや出し
性質/成分：ろう（蜜蝋・マイクロクリスタリンワックス）・有機溶剤（イソパラフィン）・
　　　　　合成樹脂（アルキド・テルペン）・顔料</PaintInfo>
      <PaintTextureID>-1</PaintTextureID>
      <PaintDetails>
        <Capacity>350</Capacity>
        <Area>10</Area>
        <Price>3000</Price>
      </PaintDetails>
    </_2xPaintings>
    <_2xPaintings>
      <PaintID>102</PaintID>
      <PaintName>ダークウォーク (オリジナル色)</PaintName>
      <PaintColor>#FF543B02</PaintColor>
      <PaintSpecular>0</PaintSpecular>
      <PaintMaker />
      <PaintBrand />
      <PaintURL />
      <PaintImage />
      <PaintInfo />
      <PaintTextureID>-1</PaintTextureID>
    </_2xPaintings>
  </_2xPaint>
  <_2xBooleanMeshInfo>
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・ 落下防止（板を板立てに差し込む時など）
・ 転倒防止（長い板を縦に立てかける場合）</CommentText>
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薄いゴム板を裏面に貼り付けても良い</CommentText>
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全ネジ用の穴 φ10 ドリル使用

・本体を床に縦に仮置きする場合を考慮して、
　全ネジの先端やナットなどが両端の部材から飛び出さないように、
　両端の部材をボアビットを使って座ぐりする</CommentText>
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      <CommentText>シナベニヤ</CommentText>
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      <CommentText>パイン集成材 18mm</CommentText>
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      <BrandName />
      <MakerURL />
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      <Remarks />
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      <BrandName />
      <MakerURL />
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      <BrandName />
      <MakerURL />
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      <CommentText>全ネジ M8 全長 1000mm　鉄／ユニクロメッキ
座金 穴径9㎜ 外形22㎜ などを使用

・全ネジが板立て両端の部材からはみ出さないように
　全ネジの先端を切断する （例 長さ 680mm程度）
・切断後のネジ山のバリをヤスリで整える
・座金はナット締め付け時に沈み込みにくいように、
　座金径が広いものを利用する</CommentText>
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      <BrandName />
      <MakerURL />
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      <RoundModes>Non</RoundModes>
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      <CommentText>・ 作業エリアを効率的に使うため
　場所を取る長い板から先に塗装して、奥から順に立てて乾燥させる
・ 見えにくい面を下にして板を立てる</CommentText>
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      <CommentText>組み立て方
・ 全ネジを「板立て」の部材に通して、ナットを軽く締める
・ 作業台の上などに仮組した「板立て」を置き、
　木づちなどで軽くたたいて部材の高さをそろえる
・ 高さがそろったら全ネジを本締め
・ 板材を傷めないように、板立ての角を面取りする</CommentText>
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      <CommentText>・ 作業エリアを効率的に使うため
　 場所を取る長い板から先に塗装して、奥から順に立てて乾燥させる
・ 塗装の見えにくい面を下にして板を立てて、塗装を乾燥させる</CommentText>
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      <LinkedCutPartsText />
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      <CutValue>Non</CutValue>
      <RoundValue>Non</RoundValue>
      <RoundModes>Non</RoundModes>
      <GroupID>0</GroupID>
      <UniqueID>175</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>0</ObjectTextureID>
      <Texture>0</Texture>
      <CommentText>20</CommentText>
      <NoAggregated>false</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
      <LinePattern1>0</LinePattern1>
      <LinePattern2>0</LinePattern2>
      <LineWidth>1</LineWidth>
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        <G>0</G>
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        <A>1</A>
      </LineColor>
      <LineEndType>eEndArrowInside</LineEndType>
      <TextVisibled>true</TextVisibled>
      <PosDimensionValue>Top</PosDimensionValue>
      <DimensionSymbol />
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    <_2xDimension>
      <Layer>6</Layer>
      <ModelType>eModelTypeDimension</ModelType>
      <Diffuse>1,1,0.8,1</Diffuse>
      <PaintDiffuse>0,0,0,0</PaintDiffuse>
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      <PaintSpecular>0</PaintSpecular>
      <PaintID>-1</PaintID>
      <Size>0.2,0,0.1200003</Size>
      <StandardSize>0.089,0.038,1.82</StandardSize>
      <SpecificGravity>0</SpecificGravity>
      <UnitPrice>0</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>-0.7071069,-0.7071068,5.411863E-08,4.224509E-08</Quaternion>
      <Location>0.3707191,0.9289975,-0.3129601</Location>
      <CutValue>Non</CutValue>
      <RoundValue>Non</RoundValue>
      <RoundModes>Non</RoundModes>
      <GroupID>0</GroupID>
      <UniqueID>524</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>0</ObjectTextureID>
      <Texture>0</Texture>
      <CommentText>120</CommentText>
      <NoAggregated>false</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
      <LinePattern1>0</LinePattern1>
      <LinePattern2>0</LinePattern2>
      <LineWidth>1</LineWidth>
      <LineColor>
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        <G>0</G>
        <B>0</B>
        <A>1</A>
      </LineColor>
      <LineEndType>eEndArrowInside</LineEndType>
      <TextVisibled>true</TextVisibled>
      <PosDimensionValue>Top</PosDimensionValue>
      <DimensionSymbol />
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    <_2xCylinder>
      <Layer>12</Layer>
      <ModelType>eModelTypeCylinder</ModelType>
      <Diffuse>1,1,0.8,1</Diffuse>
      <PaintDiffuse>0,0,0,0</PaintDiffuse>
      <Specular>0</Specular>
      <PaintSpecular>0</PaintSpecular>
      <PaintID>-1</PaintID>
      <Size>0.01,0.01,0.8800002</Size>
      <StandardSize>0.01,0.01,0.91</StandardSize>
      <SpecificGravity>0.6</SpecificGravity>
      <UnitPrice>180</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0.7071069,-4.892375E-08,0.7071069,4.892374E-08</Quaternion>
      <Location>-0.03128137,0.9069975,-0.3529598</Location>
      <CutValue>Non</CutValue>
      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>26</GroupID>
      <UniqueID>410</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>0</ObjectTextureID>
      <Texture>0</Texture>
      <CommentText>南洋材丸棒</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xCylinder>
    <_2xBoard>
      <Layer>12</Layer>
      <ModelType>eModelTypePineBoard</ModelType>
      <Diffuse>1,1,0.8,1</Diffuse>
      <PaintDiffuse>0,0,0,0</PaintDiffuse>
      <Specular>0</Specular>
      <PaintSpecular>0</PaintSpecular>
      <PaintID>-1</PaintID>
      <Size>0.089,0.018,0.04</Size>
      <StandardSize>0.91,0.018,1.82</StandardSize>
      <SpecificGravity>0.500006735</SpecificGravity>
      <UnitPrice>4800</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0.7071069,0.7071069,-1.045409E-08,-1.193786E-08</Quaternion>
      <Location>0.3617194,0.8824974,-0.35296</Location>
      <CutValue>0,0,0,0,0,0,0,0</CutValue>
      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>26</GroupID>
      <UniqueID>399</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>2</ObjectTextureID>
      <Texture>2</Texture>
      <CommentText>パイン集成材 18mm</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xBoard>
    <_2xBoard>
      <Layer>12</Layer>
      <ModelType>eModelTypePlyWood</ModelType>
      <Diffuse>1,1,0.8,1</Diffuse>
      <PaintDiffuse>0.7215686,0.5372549,0.372549,1</PaintDiffuse>
      <Specular>0</Specular>
      <PaintSpecular>0</PaintSpecular>
      <PaintID>10402</PaintID>
      <Size>0.089,0.003,0.04</Size>
      <StandardSize>0.91,0.003,1.82</StandardSize>
      <SpecificGravity>0.5</SpecificGravity>
      <UnitPrice>1700</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0.7071069,0.7071069,-1.045409E-08,-1.193786E-08</Quaternion>
      <Location>0.3512193,0.8824975,-0.35296</Location>
      <CutValue>0,0,0,0,0,0,0,0</CutValue>
      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>26</GroupID>
      <UniqueID>386</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>3</ObjectTextureID>
      <Texture>3</Texture>
      <CommentText>シナベニヤ</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xBoard>
    <_2xLumber>
      <Layer>12</Layer>
      <ModelType>eModelTypeLumber</ModelType>
      <Diffuse>1,1,0.8,1</Diffuse>
      <PaintDiffuse>0,0,0,0</PaintDiffuse>
      <Specular>0</Specular>
      <PaintSpecular>0</PaintSpecular>
      <PaintID>-1</PaintID>
      <Size>0.089,0.038,0.12</Size>
      <StandardSize>0.089,0.038,1.82</StandardSize>
      <SpecificGravity>0.4</SpecificGravity>
      <UnitPrice>350</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0.7071068,-0.7071069,1.193786E-08,-1.045409E-08</Quaternion>
      <Location>0.3897194,0.8824974,-0.31296</Location>
      <CutValue>0,0,0,0,0,0,0,0</CutValue>
      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>26</GroupID>
      <UniqueID>377</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>1</ObjectTextureID>
      <Texture>1</Texture>
      <CommentText>SPF 2x4材</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xLumber>
    <_2xRoundBoard>
      <Layer>12</Layer>
      <ModelType>eModelTypeRoundBoard</ModelType>
      <Diffuse>1,1,0.8,1</Diffuse>
      <PaintDiffuse>0,0,0,0</PaintDiffuse>
      <Specular>0</Specular>
      <PaintSpecular>0</PaintSpecular>
      <PaintID>-1</PaintID>
      <Size>0.025,0.025,0.015</Size>
      <StandardSize>0.025,0.025,0.005</StandardSize>
      <SpecificGravity>0.40744</SpecificGravity>
      <UnitPrice>200</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0.5,-0.5000001,0.5000001,-0.5000001</Quaternion>
      <Location>0.4012193,0.9069974,-0.3529598</Location>
      <CutValue>Non</CutValue>
      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>26</GroupID>
      <UniqueID>411</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>0</ObjectTextureID>
      <Texture>0</Texture>
      <CommentText>パイン丸板</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xRoundBoard>
    <_2xRoundBoard>
      <Layer>12</Layer>
      <ModelType>eModelTypeRoundBoard</ModelType>
      <Diffuse>1,1,0.8,1</Diffuse>
      <PaintDiffuse>0,0,0,0</PaintDiffuse>
      <Specular>0</Specular>
      <PaintSpecular>0</PaintSpecular>
      <PaintID>-1</PaintID>
      <Size>0.025,0.025,0.015</Size>
      <StandardSize>0.025,0.025,0.005</StandardSize>
      <SpecificGravity>0.40744</SpecificGravity>
      <UnitPrice>200</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0.5,-0.5000001,0.5000001,-0.5000001</Quaternion>
      <Location>0.4012195,0.8579976,-0.3529598</Location>
      <CutValue>Non</CutValue>
      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>26</GroupID>
      <UniqueID>372</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>0</ObjectTextureID>
      <Texture>0</Texture>
      <CommentText>パイン丸板</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xRoundBoard>
    <_2xCylinder>
      <Layer>12</Layer>
      <ModelType>eModelTypeCylinder</ModelType>
      <Diffuse>1,1,0.8,1</Diffuse>
      <PaintDiffuse>0,0,0,0</PaintDiffuse>
      <Specular>0</Specular>
      <PaintSpecular>0</PaintSpecular>
      <PaintID>-1</PaintID>
      <Size>0.01,0.01,0.8800002</Size>
      <StandardSize>0.01,0.01,0.91</StandardSize>
      <SpecificGravity>0.6</SpecificGravity>
      <UnitPrice>180</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0.7071069,-4.892375E-08,0.7071069,4.892374E-08</Quaternion>
      <Location>-0.03128123,0.8579975,-0.3529599</Location>
      <CutValue>Non</CutValue>
      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>26</GroupID>
      <UniqueID>375</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>0</ObjectTextureID>
      <Texture>0</Texture>
      <CommentText>南洋材丸棒</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xCylinder>
    <_2xBoard>
      <Layer>11</Layer>
      <ModelType>eModelTypePineBoard</ModelType>
      <Diffuse>0.6666667,0.4235294,0,1</Diffuse>
      <PaintDiffuse>0.5529412,0.3568628,0.2901961,1</PaintDiffuse>
      <Specular>0</Specular>
      <PaintSpecular>0</PaintSpecular>
      <PaintID>10404</PaintID>
      <Size>0.02,0.003,0.881</Size>
      <StandardSize>0.02,0.003,0.9</StandardSize>
      <SpecificGravity>0.22222</SpecificGravity>
      <UnitPrice>500</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0,-8.932022E-08,0,-1</Quaternion>
      <Location>0.07071964,0.8394998,0.9120371</Location>
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      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>24</GroupID>
      <UniqueID>362</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>1</ObjectTextureID>
      <Texture>1</Texture>
      <CommentText>マホガニー</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xBoard>
    <_2xBoard>
      <Layer>11</Layer>
      <ModelType>eModelTypePineBoard</ModelType>
      <Diffuse>0.6666667,0.4235294,0,1</Diffuse>
      <PaintDiffuse>0.5529412,0.3568628,0.2901961,1</PaintDiffuse>
      <Specular>0</Specular>
      <PaintSpecular>0</PaintSpecular>
      <PaintID>10404</PaintID>
      <Size>0.02,0.003,0.881</Size>
      <StandardSize>0.02,0.003,0.9</StandardSize>
      <SpecificGravity>0.22222</SpecificGravity>
      <UnitPrice>500</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0,-8.932022E-08,0,-1</Quaternion>
      <Location>0.09571943,0.8394998,0.9120372</Location>
      <CutValue>0,0,0,0,0,0,0,0</CutValue>
      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>24</GroupID>
      <UniqueID>361</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>1</ObjectTextureID>
      <Texture>1</Texture>
      <CommentText>マホガニー</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xBoard>
    <_2xBoard>
      <Layer>11</Layer>
      <ModelType>eModelTypePineBoard</ModelType>
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      <PaintDiffuse>0.5529412,0.3568628,0.2901961,1</PaintDiffuse>
      <Specular>0</Specular>
      <PaintSpecular>0</PaintSpecular>
      <PaintID>10404</PaintID>
      <Size>0.02,0.003,0.9</Size>
      <StandardSize>0.02,0.003,0.9</StandardSize>
      <SpecificGravity>0.22222</SpecificGravity>
      <UnitPrice>500</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0,-8.932022E-08,0,-1</Quaternion>
      <Location>0.009719509,0.8394998,0.9215372</Location>
      <CutValue>0,0,0,0,0,0,0,0</CutValue>
      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>24</GroupID>
      <UniqueID>360</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>1</ObjectTextureID>
      <Texture>1</Texture>
      <CommentText>マホガニー</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xBoard>
    <_2xBoard>
      <Layer>11</Layer>
      <ModelType>eModelTypePineBoard</ModelType>
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      <PaintDiffuse>0.5529412,0.3568628,0.2901961,1</PaintDiffuse>
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      <PaintSpecular>0</PaintSpecular>
      <PaintID>10404</PaintID>
      <Size>0.02,0.003,0.9</Size>
      <StandardSize>0.02,0.003,0.9</StandardSize>
      <SpecificGravity>0.22222</SpecificGravity>
      <UnitPrice>500</UnitPrice>
      <Remarks />
      <MakerName />
      <BrandName />
      <MakerURL />
      <NumberPerSet>1</NumberPerSet>
      <SameSetID>0</SameSetID>
      <SubPartsName />
      <IsSubParts>false</IsSubParts>
      <HasGuidanceURL>false</HasGuidanceURL>
      <LinkedCutPartsText />
      <Quaternion>0,-8.932022E-08,0,-1</Quaternion>
      <Location>0.0347195,0.8394998,0.9215371</Location>
      <CutValue>0,0,0,0,0,0,0,0</CutValue>
      <RoundValue>0,0,0,0</RoundValue>
      <RoundModes>0,0,0,0</RoundModes>
      <GroupID>24</GroupID>
      <UniqueID>359</UniqueID>
      <Hide>false</Hide>
      <ObjectTextureID>1</ObjectTextureID>
      <Texture>1</Texture>
      <CommentText>マホガニー</CommentText>
      <NoAggregated>true</NoAggregated>
      <Dummy>false</Dummy>
      <Style>eStyleNormal</Style>
      <GroupCriteria>false</GroupCriteria>
    </_2xBoard>
  </_2xObject>
  <CutList>
    <CutListPartsSeparator>
      <PartsType>eCutListPartsTypeSeparator</PartsType>
      <Size>0.089,0.038,1.82</Size>
      <Title>SPF 2x4材</Title>
      <Info>89.0mm x 38.0mm</Info>
      <ModleType>eModelTypeLumber</ModleType>
    </CutListPartsSeparator>
    <CutListPartsBase>
      <PartsType>eCutListPartsTypeBase</PartsType>
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        <CutParts>
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          <ArrangeTB>partsArrangeTop</ArrangeTB>
          <ArrangeLR>partsArrangeLeft</ArrangeLR>
          <PartsText />
          <Location>0,0</Location>
        </CutParts>
        <CutParts>
          <CutID>470</CutID>
          <ArrangeTB>partsArrangeTop</ArrangeTB>
          <ArrangeLR>partsArrangeLeft</ArrangeLR>
          <PartsText />
          <Location>0.123,0</Location>
        </CutParts>
        <CutParts>
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          <ArrangeTB>partsArrangeTop</ArrangeTB>
          <ArrangeLR>partsArrangeLeft</ArrangeLR>
          <PartsText />
          <Location>0.246,0</Location>
        </CutParts>
        <CutParts>
          <CutID>458</CutID>
          <ArrangeTB>partsArrangeTop</ArrangeTB>
          <ArrangeLR>partsArrangeLeft</ArrangeLR>
          <PartsText />
          <Location>0.369,0</Location>
        </CutParts>
        <CutParts>
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          <ArrangeTB>partsArrangeTop</ArrangeTB>
          <ArrangeLR>partsArrangeLeft</ArrangeLR>
          <PartsText />
          <Location>0.492,0</Location>
        </CutParts>
        <CutParts>
          <CutID>444</CutID>
          <ArrangeTB>partsArrangeTop</ArrangeTB>
          <ArrangeLR>partsArrangeLeft</ArrangeLR>
          <PartsText />
          <Location>0.615,0</Location>
        </CutParts>
        <CutParts>
          <CutID>440</CutID>
          <ArrangeTB>partsArrangeTop</ArrangeTB>
          <ArrangeLR>partsArrangeLeft</ArrangeLR>
          <PartsText />
          <Location>0.738,0</Location>
        </CutParts>
        <CutParts>
          <CutID>462</CutID>
          <ArrangeTB>partsArrangeTop</ArrangeTB>
          <ArrangeLR>partsArrangeLeft</ArrangeLR>
          <PartsText />
          <Location>0.8610001,0</Location>
        </CutParts>
        <CutParts>
          <CutID>449</CutID>
          <ArrangeTB>partsArrangeTop</ArrangeTB>
          <ArrangeLR>partsArrangeLeft</ArrangeLR>
          <PartsText />
          <Location>0.9840001,0</Location>
        </CutParts>
        <CutParts>
          <CutID>450</CutID>
          <ArrangeTB>partsArrangeTop</ArrangeTB>
          <ArrangeLR>partsArrangeLeft</ArrangeLR>
          <PartsText />
          <Location>1.107,0</Location>
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