求一个批量建块的插件，基点在中心
data:image/png;base64,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基点要在每个块的中心论坛里有很多相关代码。 qazxswk 发表于 2025-5-20 11:33
论坛里有很多相关代码。
只找到一个能出来这个图的，就是那个基点在左下角，你能帮我改一下不，我想在中心，不要块名
同求 急需这样的 本帖最后由 panliang9 于 2025-5-21 10:03 编辑
http://bbs.mjtd.com/thread-178210-1-1.html
但是你的图还是出不来，应该是分堆的参数问题。
但是这个可以用，需要调整一下容差，可以把你的所有相同图素变为相同块。
http://bbs.mjtd.com/thread-91905-1-1.html
无名中心块
panliang9 发表于 2025-5-21 09:17
http://bbs.mjtd.com/thread-178210-1-1.html
但是你的图还是出不来，应该是分堆的参数问题。
好的，谢谢 htlaser 发表于 2025-5-21 11:53
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你这个命令是啥啊，TEST不对呢 用源泉插件，分堆成块，谜你里也有
感谢分享，试试效果