周四lj 发表于 2019-7-12 08:56:39

inventor 如何快递定位到该零件?

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:image/png;base64,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

如何快递定位到该零件?

李二洋 发表于 2019-7-12 09:38:35

选中-右键=打开啊

陈伯雄 发表于 2019-7-12 15:47:24

快递定位?【Inventor有“快递”的功能?】

Cavalier_Ricky 发表于 2019-7-12 17:43:44

本帖最后由 Cavalier_Ricky 于 2019-7-12 17:45 编辑

我在干嘛你管不着,但你必须明白而且必须帮我顺利完成我的意愿。。。

好比现在马路上开车的那些人儿们:我打没打转向灯你管不着,打错了你也管不着,但你必须明白我要去哪儿,而且还得给我让利索了。。。

P.S.

莫非楼主玩的是五笔输入法????
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