马德山 发表于 2021-9-14 12:53

大山老师喊单贴,100单,看看我的准确率和盈利率。

近期将推出喊单贴,100单,看看我的准确率如何,希望带大家盈利一波。

马德山 发表于 2021-9-14 12:53

每天1~3单。

马德山 发表于 2021-9-14 12:55

第一单:今天黄金短线建议在1786~1788附近建立多单,目标看1795~1798附近,止损3~4美金。

马德山 发表于 2021-9-14 12:55

每单将会跟踪

马德山 发表于 2021-9-14 12:57

第二单:原油目前建议在71~71.1建立空单,第一目标看70.08附近,第二目标看69.58~69.68附近。止损0.5~0.6美金。

马德山 发表于 2021-9-14 13:01

不帮分析和其他建议,只是喊单,有何问题,其他贴可以留言。

马德山 发表于 2021-9-14 13:13

本帖最后由 马德山 于 2021-9-14 13:16 编辑

马德山 发表于 2021-9-14 13:01
不帮分析和其他建议,只是喊单,有何问题,其他贴可以留言。
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

马德山 发表于 2021-9-14 13:14

马德山 发表于 2021-9-14 13:13


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我的单

马德山 发表于 2021-9-14 13:21

14点英国8月失业率(%)数据请各位注意英镑关联货币的波动

马德山 发表于 2021-9-14 15:29

黄金到1795,完美平了部分
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查看完整版本: 大山老师喊单贴,100单,看看我的准确率和盈利率。