1::null::null::true::xy平面(領域:
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)[[出力幅:480,出力高:360,矩形x:0,矩形y:0,矩形幅:480,矩形高:360,背景色:白]]
2::null::null::true::座標軸[[x軸表示:true,x軸目盛表示:true,x軸詳細目盛:false,xラベル表示:true,y軸表示:true,y軸目盛表示:true,y軸詳細目盛:false,yラベル表示:true,色:黒:black,線幅:1]]
3::false::
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[[背景色:なし,ptサイズ:20,位置x:234,位置y:258]]::true::点
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[[色:black:black,白丸:false,補助線:false]]
4::null::null::true::円弧(中心
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,半径
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,開始角
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAASCAYAAACJgPRIAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAACaADAAQAAAABAAAAEgAAAAA4cj8yAAAA2klEQVQoFc2QPYoCQRCFx59EEZTNXBbBSYw8gaAbLRiaL+gBPIYn8CoewFTFzERQFBHFZBUDExXd743VQYsHsOCbeu91zUzRicCvD2wdLrD3jx6uTdtBF5bQAa9qOL3dsLRKv0PTfBBHrGEO0q6GiA2kFFbgC8ZwA1cjxCeUNVS09HnRg+WhhrJmjtZd046qvIZOkfR/pSht+UpDWzM5665lTEw1NAEtXLDQtRBxhZkL+og/iFmgl3UtA/NR++Z5BneZukR9/Qe8auEW0AOt8AsvK0laennyZuE/QZomF7M8T58AAAAASUVORK5CYII=)
,開き角
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)[[線色:黒:black,線幅:3,線種:実線,面色:なし:,透明度(%):0,centerPoint:3]]
5::true::
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[[背景色:なし,ptサイズ:20,位置x:154,位置y:119.4359353944898]]::true::点
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[[色:黒:black,白丸:false,補助線:true]]
6::null::null::true::線分
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[[色:黒:black,線幅:3,線種:実線,補幅線:なし,補線の高さ比:0.1,補線色:黒,補線幅:1,補線種:実線,等符号:false,startPoint:5,endPoint:3]]
7::false::
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[[背景色:なし,ptサイズ:20,位置x:394,位置y:258]]::false::点
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[[色:black:black,白丸:false,補助線:false]]
8::null::null::true::角
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[[型:孤型,サイズ:中,色:赤:black,線幅:2,線種:実線,PointA:5,PointB:3,PointC:7]]
9::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:244,位置y:138]]
10::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:187,位置y:220]]
11::false::
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[[背景色:なし,ptサイズ:20,位置x:154,位置y:258]]::true::点
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[[色:black:black,白丸:false,補助線:false]]
12::null::null::true::角
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[[型:角型,サイズ:中,色:黒:black,線幅:1,線種:実線,PointA:5,PointB:11,PointC:3]]
13::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:258,位置y:238]]
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)