问道好心值怎么看~80玉,抗混乱10%值多少钱?

问道 80项链抗所有异常7%值多少钱_百度知道
问道 80项链抗所有异常7%值多少钱
我有更好的答案
一般首饰都贵,因为要用女娲石,我们区1800万一块,所以能值个3-4卡吧
7000W本人群星聚会的
这不值多少钱
不过高级首饰都值点钱了
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出门在外也不愁这个玉值多少钱 谢谢_问道吧_百度贴吧
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关注:1,319,875贴子:
这个玉值多少钱 谢谢
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QNtgU1BdMpMBpbQ08nqzU9PWvfGN8oX+HTkZxOqq5F5Yg/8fUvi7f0O/SW70MYRUvf1L6
这两块玉都是和田玉籽料...
今天买的一块和田玉,说...
不懂行情,是买元宝好呢...
别人之前送的,但是是外...
初中,高中,到大学线断...
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CaCO0JkqhuqYjwLvdrweKx3IHxA4IlkiB1AHpFBuFTYaMxjqn9RHH8WpE1u9Gy1CULwBzXZKusGIU0rdU8ejnZxxeQ
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