etoroellen 发表于 2017-2-23 18:44

欧元/美元:e投睿eToro每日交易策略-2017年2月23日


请注意由于市场的波动,以下目标价格可能已经达到并且走出形态。以下信息并不能作为投资的建议和依据。
欧元/美元:e投睿eToro每日交易策略-2017年2月23日

当日内: 看涨。

转折点: 1.0525

交易策略: 在 1.0525 之上,看涨,目标价位为 1.0575 ,然后为 1.0600 。

备选策略: 在 1.0525 下,看空,目标价位定在 1.0490 ,然后为 1.0450。

技术点评: 从技术角度上,RSI技术指标在50%中性区域上方。
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注:过往的表现无法判断未来的结果。本文并非是一篇投资建议,所有的交易包含风险,请仅投资您能够承担亏损的资本。
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查看完整版本: 欧元/美元:e投睿eToro每日交易策略-2017年2月23日