data:image/png;base64,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:image/png;base64,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

zh_CN:对每个项目 _ 来自列表 _ 执行 _

zh_CN:连接点集 _ 方式 _ 步长 _ 连接到第一点 _ 回到第一点 _ 10falsefalseitem

zh_CN:列表 _ 为空？

zh_CN:圆形 圆心 _ 直径 _ 201801803clockwise1802

zh_CN:移到 _ 方式 _ 步长 _ no no foldLine randomFoldLine curveLine10distance0.5

zh_CN:折线 _ 步 宽度 _ 方向 _ 方式 _ 1010leftleft rightangleatan2chordsinleft

zh_CN:圆弧 _ 步 角度 _ 分段数 _ 方向 _ 方式 _ 503010clockwiseclockwise anticlockwisedirr2sin2segLengthsqrt21cosclockwise

zh_CN:移动 _ 步 方式 _ 步长 _ 5010dist0.50

zh_CN:入射角 _ 和线段 _ 的反射角 60

zh_CN:倾斜角 起点 _ 终点 _ 0angleatan0

zh_CN:将和线段 _ 产生交点？ 180180true

zh_CN:到线段 _ 的距离，交点为 _ pointangle112angle21angle31angle490360360includedAngle1absincludedAngle2abs180180includeAngle3180edgeLengthsqrt221221111111vDistancesindistanceabscos90hypotenusesqrt2coscrossPoint11cos21sin

zh_CN:线段 _ 的中间点

zh_CN:和线段 _ 的交点，距离为 _

zh_CN:线段长度 _

zh_CN:线段 _ 上的任意一点 translate angle to or from polar coordinates

zh_CN:角度转换 _ 0

zh_CN:线段1 _ 和线段2 _ 的交点 point1angle112angle21angle31angle42includedAngle1absincludedAngle2abs180180includeAngle3180edgeLengthsqrt221221111111vDistancesindistanceabscos90hypotenusesqrt2coscrossPoint11cos21sin

zh_CN:开始跟踪

zh_CN:我的轨迹

zh_CN:重置轨迹

zh_CN:线段1 _ 和线段2 _ 有交点？ 180180true

zh_CN:复制列表 _

de:ist _ leer? ca:_ buida? es:_ vacía? fr:_ vide?

de:wende _ an auf _ ca:mapeja _ sobre _ es:mapear _ sobre _ fr:appliquer _ à _ 1

zh_CN:圆弧 _ 步 角度 _ 方向 _ 方式 _ 5030clockwiseclockwise anticlockwisedirsections3r2sin2segLengthsqrt21cosclockwise

zh_CN:入射角 _ 和线段角度 _ 的反射角 6090

zh_CN:折边线条 _ 步 宽度 _ 方向 _ 1010leftleft right

zh_CN:取消跟踪

zh_CN:方波 _ 步 方向 _ 方式 _ 20leftleft rightsideLength2left

zh_CN:方波 _ 步 宽度 _ 方向 _ 方式 _ 2020leftleft right middleleft

zh_CN:圆形 直径 _ 分段数 _ 方式 _ 10020290,590,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,490,590,490,590,490,490,590,490,490,590,590,590,590,0180,0270,0270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,4270,4270,4270,4270,4270,4270,4270,4270,4270,4270,4270,0180,090,090,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,0180,0270,0270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,4270,5270,3270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,0180,090,090,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,490,590,590,490,490,590,590,590,590,590,590,590,590,190,590,590,0180,0270,0270,1270,1270,1270,1270,1270,3270,5270,5270,5270,5270,5270,5270,5270,5270,5270,3270,2270,2270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,0180,090,090,590,590,490,290,290,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,490,190,190,190,190,190,0180,0270,0270,3270,2270,1270,1270,3270,4270,1270,1270,1270,1270,3270,1270,2270,1270,2270,5270,5270,5270,5270,3270,5270,5270,5270,5270,5270,5270,5270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,4270,5270,5270,5270,5270,1270,1270,1270,1270,1270,1270,0180,090,090,190,190,190,190,190,190,490,290,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,490,190,190,190,190,190,190,190,190,190,290,190,190,190,190,190,190,390,390,490,190,290,390,0180,0270,0270,3270,3270,3270,3270,3270,3270,1270,5270,5270,4270,3270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,0180,090,090,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,390,390,590,190,190,490,590,190,190,390,290,190,190,290,0180,0270,0270,3270,2270,1270,4270,4270,5270,4270,4270,3270,3270,3270,3270,3270,3270,1270,1270,1270,1270,1270,1270,2270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,0180,090,090,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,590,590,290,190,190,390,190,190,190,190,190,190,190,390,390,390,390,390,590,490,290,590,290,590,390,0180,0270,0270,3270,1270,1270,1270,5270,1270,1270,1270,3270,5270,5270,1270,1270,4270,3270,2270,2270,1270,1270,1270,1270,4270,5270,5270,5270,5270,5270,1270,1270,1270,5270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,0180,090,090,190,190,190,190,190,190,190,190,190,190,290,190,390,290,490,290,290,290,590,590,590,390,190,490,490,590,390,590,290,190,190,190,190,190,590,590,390,290,190,590,590,590,290,190,190,190,190,190,190,390,0180,0270,0270,2270,1270,5270,2270,1270,1270,1270,3270,3270,4270,3270,4270,4270,4270,4270,5270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,5270,5270,5270,1270,1270,1270,1270,1270,4270,5270,1270,3270,5270,1270,1270,1270,1270,1270,1270,1270,1270,1270,0180,090,090,290,390,190,190,190,190,190,190,190,590,390,190,490,490,590,590,590,190,190,290,390,490,290,190,190,190,190,190,190,190,190,190,190,190,390,490,490,490,490,590,190,190,190,590,490,390,390,390,390,190,0180,0270,0270,1270,2270,3270,3270,4270,4270,5270,1270,1270,1270,2270,1270,2270,2270,2270,5270,5270,5270,5270,5270,3270,1270,1270,1270,1270,1270,1270,4270,4270,1270,1270,1270,1270,5270,5270,4270,4270,4270,3270,3270,1270,1270,1270,3270,5270,5270,3270,3270,3270,3270,0180,090,090,390,390,290,590,190,190,190,190,190,190,190,290,290,490,490,590,590,390,190,190,190,290,190,190,190,190,190,390,290,590,490,190,590,590,590,190,190,190,190,190,190,190,190,590,590,390,390,390,290,190,0180,0270,0270,5270,3270,3270,3270,3270,5270,5270,2270,2270,2270,1270,1270,1270,1270,2270,5270,5270,5270,5270,5270,3270,3270,3270,4270,5270,5270,5270,5270,4270,1270,1270,1270,5270,2270,1270,1270,1270,1270,5270,5270,4270,4270,4270,4270,5270,1270,1270,5270,3270,3270,0180,090,090,190,390,490,190,190,190,290,390,490,490,590,590,590,290,290,290,190,190,190,190,190,590,190,590,590,590,390,390,390,390,590,590,590,590,290,190,190,190,290,290,290,190,290,190,190,190,290,290,290,290,0180,0270,0270,3270,2270,2270,1270,1270,1270,2270,4270,4270,4270,4270,3270,4270,1270,2270,2270,4270,3270,3270,3270,3270,3270,3270,4270,4270,4270,4270,3270,3270,2270,3270,2270,5270,4270,4270,5270,5270,1270,1270,5270,1270,1270,1270,1270,1270,1270,1270,2270,4270,2270,0180,090,090,490,490,190,190,190,190,190,190,190,190,190,190,190,590,590,590,590,590,390,290,290,390,390,390,490,490,490,490,490,390,390,390,390,590,190,190,590,590,590,590,490,490,190,290,190,190,290,190,190,290,0180,0270,0270,2270,2270,2270,1270,1270,1270,2270,2270,4270,4270,5270,5270,5270,2270,1270,5270,4270,1270,1270,1270,5270,5270,5270,3270,1270,5270,3270,3270,3270,3270,3270,3270,4270,4270,2270,2270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,5270,5270,4270,0180,090,090,590,590,590,590,190,190,190,190,190,190,190,190,190,190,290,590,390,490,490,390,390,390,390,490,190,190,190,190,190,190,190,190,190,190,390,390,390,290,590,590,490,490,490,490,590,490,590,590,390,390,0180,0270,0270,3270,3270,1270,1270,5270,1270,2270,2270,4270,4270,3270,3270,3270,3270,3270,2270,2270,1270,1270,1270,1270,2270,2270,1270,5270,5270,2270,4270,4270,4270,5270,4270,1270,5270,5270,4270,1270,2270,1270,1270,1270,1270,1270,1270,2270,1270,3270,3270,3270,3270,0180,090,090,390,390,390,390,190,190,190,190,190,190,190,190,290,590,190,590,590,590,190,190,190,190,590,590,590,590,590,590,190,290,290,190,190,390,490,390,390,390,390,390,490,190,190,190,190,190,290,390,290,390,0180,0270,0270,3270,3270,3270,1270,2270,1270,2270,2270,2270,2270,2270,3270,3270,3270,3270,3270,1270,1270,1270,1270,1270,4270,5270,5270,5270,5270,5270,5270,5270,2270,1270,1270,5270,5270,4270,5270,5270,4270,4270,5270,2270,3270,2270,2270,2270,3270,3270,3270,3270,3270,0180,090,090,390,390,390,390,490,490,290,490,190,190,190,190,190,190,590,190,190,190,190,190,190,590,390,190,590,590,490,490,490,590,190,290,490,390,190,290,290,290,290,290,290,290,290,290,290,190,190,190,390,390,0180,0270,0270,2270,1270,1270,1270,3270,1270,1270,2270,2270,1270,5270,5270,1270,1270,5270,4270,4270,4270,4270,4270,4270,4270,4270,4270,5270,1270,1270,1270,1270,1270,1270,1270,1270,1270,4270,2270,1270,1270,1270,1270,1270,1270,5270,5270,5270,5270,4270,3270,3270,3270,0180,090,090,390,290,190,190,190,190,190,490,190,290,190,290,290,190,590,590,590,190,190,190,190,190,190,590,190,190,290,490,490,490,490,490,490,490,490,390,390,390,590,590,590,190,190,290,190,290,190,290,390,390,0180,0270,0270,3270,3270,3270,2270,2270,1270,2270,5270,5270,5270,5270,5270,3270,3270,3270,4270,4270,4270,4270,2270,2270,2270,1270,1270,1270,1270,1270,1270,1270,1270,1270,5270,5270,5270,5270,5270,3270,3270,3270,4270,2270,1270,1270,1270,1270,1270,1270,1270,1270,5270,0180,090,090,190,190,190,190,190,190,190,190,190,290,390,390,390,390,590,590,590,590,590,590,390,590,590,590,590,590,590,590,590,590,290,490,590,590,590,390,390,390,590,590,590,590,590,590,290,390,390,390,390,390,0180,0270,0270,3270,3270,3270,3270,3270,5270,3270,4270,4270,4270,5270,5270,2270,3270,3270,1270,1270,1270,1270,1270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,3270,3270,3270,3270,2270,2270,1270,1270,1270,4270,4270,1270,1270,1270,0180,090,090,190,190,290,490,490,490,590,590,590,390,290,190,190,190,490,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,190,190,190,190,190,190,190,290,590,590,490,490,490,290,190,390,390,390,390,390,0180,0270,0270,3270,3270,2270,1270,1270,1270,2270,2270,4270,4270,3270,3270,3270,1270,1270,1270,1270,1270,1270,1270,5270,5270,1270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,5270,1270,1270,1270,1270,1270,1270,1270,2270,2270,2270,3270,3270,4270,3270,1270,1270,0180,090,090,190,190,490,390,390,390,590,590,590,190,190,190,190,190,190,190,190,190,590,590,390,390,390,390,390,390,390,290,390,390,190,190,190,190,190,190,190,390,390,390,590,190,190,190,190,190,190,190,190,190,0180,0270,0270,1270,1270,1270,1270,1270,1270,1270,1270,1270,2270,3270,3270,3270,5270,5270,5270,1270,1270,1270,1270,3270,3270,3270,3270,3270,3270,3270,3270,3270,3270,2270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,5270,5270,3270,3270,3270,5270,1270,1270,0180,090,090,190,190,290,390,390,490,590,590,190,190,190,190,190,190,190,190,190,190,190,190,290,290,390,390,390,390,390,390,390,590,490,190,190,290,590,590,590,390,390,390,190,190,190,190,190,190,190,190,190,190,0180,0270,0270,1270,1270,1270,1270,1270,1270,1270,1270,1270,3270,3270,3270,3270,5270,4270,1270,1270,1270,5270,5270,5270,5270,4270,4270,4270,4270,4270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,2270,3270,4270,1270,1270,1270,1270,1270,2270,0180,090,090,190,190,190,190,190,190,490,390,390,290,290,190,190,190,190,190,190,190,190,190,190,190,590,190,490,390,190,190,190,190,590,190,190,190,190,190,190,490,390,590,590,590,290,190,190,190,190,190,190,190,0180,0270,0270,1270,1270,1270,1270,2270,5270,5270,5270,5270,5270,5270,3270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,5270,5270,5270,2270,1270,1270,1270,1270,1270,1270,2270,2270,2270,3270,3270,3270,3270,2270,1270,1270,1270,1270,1270,1270,0180,090,090,190,190,190,190,190,190,190,390,390,390,390,390,390,390,290,190,190,190,190,190,590,590,590,590,590,190,190,190,190,190,190,190,190,190,190,190,190,190,190,190,290,290,590,590,490,490,490,190,190,590,0180,0270,0270,1270,1270,2270,1270,1270,1270,5270,5270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,2270,5270,5270,3270,3270,3270,3270,3270,3270,2270,1270,2270,3270,3270,3270,3270,3270,3270,3270,4270,1270,1270,1270,1270,1270,1270,1270,0180,090,090,190,190,190,190,190,190,190,390,390,290,190,290,390,290,290,190,190,290,390,390,390,390,390,390,590,590,190,190,190,190,190,190,190,190,190,190,190,190,190,190,590,590,190,390,190,190,190,190,190,190,0180,0270,0270,2270,2270,2270,2270,2270,2270,1270,4270,5270,5270,5270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,1270,3270,3270,3270,3270,3270,3270,3270,2270,1270,1270,1270,1270,5270,4270,4270,4270,3270,1270,1270,1270,1270,1270,1270,1270,3270,0180,090,090,490,290,190,190,190,190,190,190,490,490,490,590,290,190,190,190,190,290,390,390,390,390,390,390,590,290,190,190,190,190,190,190,190,190,190,190,190,290,590,590,590,590,590,190,290,390,390,390,290,290,0180,0270,0270,3270,3270,3270,3270,2270,3270,5270,5270,5270,5270,5270,5270,5270,4270,2270,2270,1270,1270,1270,2270,2270,2270,2270,3270,5270,5270,3270,3270,3270,3270,2270,3270,2270,1270,1270,1270,1270,5270,5270,5270,5270,5270,1270,1270,1270,1270,1270,1270,3270,4270,0180,090,090,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,590,0180,0270,0