etoroellen 发表于 2017-2-21 16:27

EUR/AUD:e投睿eToro每日交易策略-2017年2月21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。
EUR/AUD:e投睿eToro每日交易策略-2017年2月21日
当日内: 短期关键阻力位在1.3865。
转折点:1.3865

交易策略: 在 1.3865 之下,看跌,目标价位为 1.3795 ,然后为1.3775 。

备选策略: 在 1.3865 上,看涨,目标价位定在 1.3880 ,然后为1.3900。

技术点评:只要1.3865阻力位不被突破,向下跌破1.3795位置的风险很高。
data:image/png;base64,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

想要了解更多欧元/美元全球资讯,点击这里!
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。
页: [1]
查看完整版本: EUR/AUD:e投睿eToro每日交易策略-2017年2月21日