AXAtp 发表于 2015-3-25 13:13:37

全新三星激光打印机底价转让

全新三星激光打印机底价转让,型号:ML1676,有意QQ:577206356,请注明家园网

空虚 发表于 2015-3-25 16:36:08

没有图片,多少钱啊

同升通讯 发表于 2015-3-25 21:15:08

无价,不知值多少。无图,是否见不得人?

AXAtp 发表于 2015-3-27 13:03:51

500闷,有意请联系详谈……至于图片可网查

AXAtp 发表于 2015-3-27 13:04:42

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

smkey 发表于 2015-4-3 19:57:43

当新机卖,可二手的原则就是出门砍半:D
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