对应 Apple app store 里的 Pythagorea, Pythagorea 60, XSection 三款游戏。 欢迎通过github提交issue,共同进步。
带简单UI的网页请访问: https://tairraos.github.io/Geometry-Solving/ 另有团队维护的 Euclidea 3 游戏解题参考: https://mathsfans.github.io/Euclidea/
This is an open source project to share algorithms for solving the geometry games Pythagorea, Pythagorea 60, Euclidea 3 and Xsection
License: The Unlicense
对应 Apple app store 里的 Pythagorea, Pythagorea 60, XSection 三款游戏。 欢迎通过github提交issue,共同进步。
带简单UI的网页请访问: https://tairraos.github.io/Geometry-Solving/ 另有团队维护的 Euclidea 3 游戏解题参考: https://mathsfans.github.io/Euclidea/
I have no issue at all, only want to say a big: thank to you. Great project.
Hey there!
First of all, thanks for this resource! It's been really helpful completing those last few puzzles in the various sections.
For 25.16, you can also draw a single diagonal line from (2, 4), to (5, 2), and then draw the lines between the intersections and A. It might not be the mathematically proper derivation, but I thought I should bring it to your attention. 😄
Here's a screenshot for reference!
把小圆绕给定点旋转60度,那么大圆上的三角形顶点也在旋转后小圆上,取交,7E。
把图画出来,发现恰好可以优化,就又少了1E
“本Repo Q群:527621502,欢迎通过github提交issue,也欢迎加群讨论,共同进步。 但是没有说是哪个repo,看这比较像先发这
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