etoroellen 发表于 2017-2-20 18:56

欧元/美元: e投睿eToro每日交易策略-2017年2月20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20日
当日内: 短期关键阻力位在1.0640。
转折点: 1.0640

交易策略: 在 1.0640 之下,看跌,目标价位为 1.0600 ,然后为 1.0580 。

备选策略: 在 1.0640 上,看涨,目标价位定在 1.0665 ,然后为 1.0680。

技术点评: 即使我们不能排除持续技术反弹的可能性,其时间长度上,应该是有限的。
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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20日