和色 发表于 2019-9-11 13:52:18

下一个试试

5324636 发表于 2019-11-21 15:10:34

3楼的插件很好用。试一试就知道,3楼的是人才。

muzidong 发表于 2020-4-21 14:17:28

下载试过了,好用

crazybird 发表于 2020-7-17 14:08:29

:handshake感谢楼主

SWSWSWSWSWS 发表于 2020-9-9 15:59:26

DDDDDDDD

三毛363 发表于 2022-3-7 13:49:34

感谢分享

MMHH123456 发表于 2023-5-8 09:05:14

lovel1130 发表于 2008-4-16 12:55
CAXA电子图板制图后能求出零件重量的软件都在这里,大家自己来看看啊。要的自己下载安装。

CAXA电子图板制图后能求出零件重量吗?


怎么使用,详细文件位置放哪里?13版本找不到文件夹


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

彭波 发表于 2023-7-6 09:45:01

谢谢分享

jianxiucai 发表于 2023-8-9 00:45:35

注册时间2023-7-25

jxxjy 发表于 2023-8-24 08:40:16

感谢分享
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查看完整版本: CAXA电子图板制图后能求出零件重量吗?