qq787116960 发表于 2024-9-20 02:43:22

求大佬帮我合并两个代码 谢谢

http://bbs.xdcad.net/thread-705994-1-1.html

http://bbs.xdcad.net/thread-706362-1-1.html

想把这两个图合并 上面两个代码分别提取的一张表能否帮忙合并下谢谢 第一张图里面没有面积想要面积功能

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**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**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**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查看完整版本: 求大佬帮我合并两个代码 谢谢