lisp 怎么调用特性面板的信息吗 比如长度、面积
本帖最后由 队列 于 2022-11-4 10:56 编辑目前工作需要,想用lisp编一个可以统计多段线长度和面积的小插件,因为特性面板会显示多段线的长度和面积,但我不清楚如何调用特性面板中的信息,所以特向大家请教。
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
不调用 直接计算或获取 可以参考一下我的这个帖子,我写了很多注释,应该能看懂?:http://bbs.mjtd.com/thread-186174-1-1.html
kucha007 发表于 2022-11-4 11:59
可以参考一下我的这个帖子,我写了很多注释,应该能看懂?:http://bbs.mjtd.com/thread-186174-1-1.html
感谢感谢努力学习 飞雪神光 发表于 2022-11-4 11:03
不调用 直接计算或获取
感谢感谢努力学习 感谢,我也想知道!!
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