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: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::null::null::true::関数
![](data:image/png;base64,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)
のグラフ[[色:任意色:#4f7a28,線幅:3,線種:実線]]
4::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:281.1238898038469,位置y:91.60562731589023]]::true::点
![](data:image/png;base64,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)
[[色:任意色:#b51a00,白丸:true,補助線:true]]
5::true::
![](data:image/png;base64,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)
[[背景色:なし,ptサイズ:20,位置x:369.99999999999994,位置y:167]]::true::点
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIUAAAAYCAYAAADUIj6hAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAhaADAAQAAAABAAAAGAAAAABdVoQqAAAGNElEQVRoBe2Ye8yWYxjAv6+DlEOJalGtCDFGmxyW/GGRklqa4xZiY5IaLVvmOFtkHUQxM/2FVmwYSwe1YQ6rSOUclSJktXLKMX6/r+dud0/P+75375cJ77X9uq/nuq/7ug/vdV/P81VXV5PaCdROoHYCtROonUDtBGonUDuB2gnUTqB2Ao04gf0Yu38jxtf1YfCYMgEuoe+oMv1x16E8dI04Iu7M9J60Q6Cor8C9rKkTvYPhTKgv67lrZ8oaUnx2jVrdkz/egApDT6f/XGhZwc/uvvAcrIELQOkA94HJUlaa0vsgrIBSP9BI+v6E4VBJWuCwFvQPzEMP0gXlYwh929AHhc4q2usY8xVMhQfgPbgByknKGlJ8ys2R2tcKx5tgA7iPImmL0X29DE/AGjgGysnJWafnMzlyHIX+DpwQ2XZTJ2JZCk5cJA4OP2BKUtyM/xJ4KKIXutIEXoQr4Fi4B4y9DKoR17wVhkWDb0TfDqWqWsoaUnyiKRulWt2uBPdRlBSuZS4shyALUbxYzYOhTDudPit3LNfzsAnax8agX47ij9IvGHKtJW0lzAD9KiVFG3w2w0BwM3k5EMNxOePbPH8O9Tl7yuOFOLmuayPnQZntxMgWqylrSPGJY6q7hnF5I89egNsL7HnTYgxFSWFc93hlNKB/Zhsd2YrUqzEac2qu07N+BWbl7A3vlW8wroWiH1D/afAYmDQpSTEh89N3C4yFUrHpqjsAXLTfK9VIawZ9B7+Dh9cOVoFJnCopa0jxacmEC8AKGfZ8C/pSOAQqiT+SZ5EXq4Ln2SPq8OZrm5PZutG6bxmR2ULTGaUobrg8tjtlGJqB79hp2VUZyOP74DsvNSmG4DsJ3KCxZbdsxKb40eM70huSUgZxKxQ3tR2cyySfCH4npUjKGlJ8wlwmht9PT4PJsQSsnilSKilWM9i9xaXe/Wn7CBST0AsiLSAWq/3s2JDpVsNfYD3UZ7a6N1AMPCAYorYj+joIJTg1KaIQddfw4KTOcX7cgX4quBj75HXwQKuVyQwMsR5HDze1XLyUNaT45OfwR/gCfgRvdKqUSopNBHBvzXKB/uB5a84WPz7LwxSYDr3ijkg3aY3dXZuZsQ00hK9U1Aaxbz6M2PHY8G81SeHAoeAcvoaK5GyMITn6Fzkk2HrjY4XwA9cfotx8dO8mKWtI8QmB70b5AN4CEzRVSiXFOgK4p7iaWg20rYBSYnIeVqozs79Aa5yLfD48e9DQXkMk/jja34VlGaGE+QNa7lPFjWyG58sMsFI5n2V/T8XS7DfFmGygCfITGK9LZktpUtaQ4jOKydZCJ3BtyyF1X6WSwuRyP+0giBVI2+xgqLKdkcUZ3wSlaxbEwN9memh+QHkNPOzvMzxo5WfQniq/4eitkVKyiA5LoZVrT8XX0kGwIBvoa2hEpg/N2pQmZQ2VfC5jolvhHPD1sQWssINhLFQrJpbSZUfT8O+Rmf5hZKtG3ZgNOsmk8PYq9eAHRywmxFk5wk0cj71v7FxBtyKdBi+V8XODTeHNMj6lulplHaH1cSb410hrHxIlZQ2VfL5krvNgVTTn1+gmSWyLupPUpzKv3pF3z0yv5syiMA2X0We//Ro+xML7181WEjPeqjI8crRE+oq5LbOZAAthHLSHXjAHHoYg+twPIbEsg7NgPhSJyeINdZ4eBQ4HY3MfU6O+PugmRTi4onVWWsOerjOavmrVjz6rS168uPPgbfA8msEn4OVtrMwggL/rpBDILNPg/6dXErNd36siR8dpC1XAm/lpZttO+xmMBjcV5BQUX0GOWw0b4F5oDkXSBuOvoP+UIgdsQ8BX4GLwVhn3UgiSX2fKGlJ8QvzGtscSYCb4CnWfXqQzIBbPdhH4my2FZ8AL1ViZSwDnHBkCeYM1XBwMVbTe3rh0G8LK01GlhJjpx4M3OEW64XQXTCjj3IS+7nA0eJvykl9nyhpSfPLz/N3PVrC2e3GSlcTyAh8TYlpmNTwaDPto24F1eUOKXh/76JL/FcvqzCqtTqHS71z0I2jroeh27XT6BxVLpKXVClCTvXsCdxLON0W/fFg/1EwK/76uyf/nBHzdroNppbZspmwEP65q8t8/AT/qn4RXQb1B/gJ6NH3qT744yAAAAABJRU5ErkJggg==)
[[色:black:black,白丸:false,補助線:false]]
6::null::null::true::円(中心
![](data:image/png;base64,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)
,半径
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)[[色:赤:black,線幅:5,線種:破線,centerPoint:5]]
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)