maxvox 发表于 2016-12-2 00:52

关于XPS 13 9360 顶配的问题

这个配置1W RMB, 大家说值吗?
在线等,有点急~
data:image/png;base64,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**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

fityes 发表于 2016-12-2 01:06

看它能给你带来多大价值,一般十倍回报可以购买

maxvox 发表于 2016-12-2 01:17

仔细考虑下,就是花钱买个装逼,还是算了。
等明年的x1 carbon 5,我的x230还能再撑一段时间。
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