1::null::null::true::xy平面(領域:
![](data:image/png;base64,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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:false,x軸詳細目盛:false,xラベル表示:false,y軸表示:true,y軸目盛表示:false,y軸詳細目盛:false,yラベル表示:true,色:黒:black,線幅:1]]
3::null::null::true::関数
![](data:image/png;base64,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)
のグラフ[[色:黒:black,線幅:2,線種:点線]]
4::null::null::true::関数
![](data:image/png;base64,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)
の(
![](data:image/png;base64,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)
)におけるグラフ[[色:黒:black,線幅:3,線種:実線]]
5::null::null::true::関数
![](data:image/png;base64,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)
のグラフ[[色:青:black,線幅:1,線種:実線]]
6::null::null::true::関数
![](data:image/png;base64,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)
のグラフ[[色:青:black,線幅:1,線種:実線]]
7::false::
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAASCAYAAABvqT8MAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAADKADAAQAAAABAAAAEgAAAADM3NO+AAAA3ElEQVQoFeWRMQtBURiGL2LwAxTKalQySEb5DSajUZn8DzOLUgabsssPsMgkGTBKlCLhees697qcX+Ct5573fO/5TqfvOo5dVXv0neQp3SAVjMLBgrtvskahYck/ygl2J7jDHtRoFDHOMy3sGjZQhCUs4Kd02xayUIYnzMCqGsnEl87xasq9a8EndQmE3h6HGFRA58bghPRxVWCdwg50q6QpZkADSMMRjPq4ttl5pofVBRqGURJ3Bo00qBIFNazA/LcOG9s09OwDqKkOzggecIEB+KXDQ1Cuhiv8n15zdyiUdeQGtQAAAABJRU5ErkJggg==)
[[背景色:なし,ptサイズ:20,位置x:139.7522203923062,位置y:408]]::true::点
![](data:image/png;base64,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)
[[色:black:black,白丸:false,補助線:false]]
8::false::
![](data:image/png;base64,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)
[[背景色:なし,ptサイズ:20,位置x:139.7522203923062,位置y:-72]]::true::点
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[[色:black:black,白丸:false,補助線:false]]
9::null::null::true::線分
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10::false::
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[[背景色:なし,ptサイズ:20,位置x:328.2477796076938,位置y:408]]::true::点
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[[色:black:black,白丸:false,補助線:false]]
11::false::
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[[背景色:なし,ptサイズ:20,位置x:328.2477796076938,位置y:-72]]::true::点
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[[色:black:black,白丸:false,補助線:false]]
12::null::null::true::線分
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13::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:460,位置y:202]]
14::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:44,位置y:200]]
15::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:121,位置y:208]]
16::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:243,位置y:201]]
17::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:341,位置y:207]]
18::null::null::true::ラベル
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[[背景色:白,ptサイズ:20,位置x:317,位置y:52]]
19::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:196,位置y:115]]
20::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:181,位置y:307]]
21::null::null::true::ラベル
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[[背景色:なし,ptサイズ:20,位置x:424,位置y:203]]
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)