JJ2022 发表于 2022-4-11 16:36:56

请问怎么判断密钥能不能绑定账户

请问怎么判断密钥能不能绑定账户
求大神指点

反斗幻影 发表于 2022-4-11 17:03:54

哈哈哈,我也想知道:lol

Metauncle 发表于 2022-4-11 17:10:19

登录自己的微软账户后里面有自己的已购买产品的吧?绑定了你账户是不是应该就显示是你“购买”的?

huangchang 发表于 2022-4-11 17:37:37

https://account.microsoft.com/services/

huangchang 发表于 2022-4-11 17:39:46

登录查看,account_microsoft_com/services/   Microsoft 帐户 | 服务和订阅   

huangchang 发表于 2022-4-11 17:42:20

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

youle999 发表于 2022-4-11 17:54:06

我也想知道

aman 发表于 2022-4-11 18:55:42

我想知道我昨天激活的有没有绑定帐户(好像另外一种叫法是数字激活)

dy18 发表于 2022-4-11 19:37:54

感谢分享。

huangchang 发表于 2022-4-11 20:20:41

能通过 setup_office_com 网登录安装的,才能绑定。
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查看完整版本: 请问怎么判断密钥能不能绑定账户