选择对象延伸修剪
本帖最后由 惜惜2 于 2025-7-23 17:20 编辑各位大佬 有这种延伸修剪的代码吗,选择红色的线，然后垂直方向自动延伸或者修剪data:image/png;base64,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
不明白什么意思 是要把红线约束到两条直线之间吗？ 哈哈牙膏 发表于 2025-8-22 17:28
是要把红线约束到两条直线之间吗？
是的:lol:lol 惜惜2 ⒈碛� 2025-8-23 21:20
是的
那约束的两条直线什么情况？考不考虑特殊情况：平行、相交、异面；还是任意
被约束的直线什么情况下才被约束？只有垂直才剪，还是相交就可以剪；
因为你给的信息不是那么完善，所以最好是明确使用情况，详细点才方便解决
页:
[1]