etoroellen 发表于 2017-2-22 15:51

EUR/AUD:e投睿eToro每日交易策略-2017年2月22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22日
当日内: 被下降趋势线拖累。
转折点:1.3810

交易策略: 在 1.3810 之下,看跌,目标价位为 1.3720 ,然后为1.3690 。

备选策略: 在 1.3810 上,看涨,目标价位定在 1.3850 ,然后为1.3875。

技术点评:RSI技术指标看跌,有进一步下降空间。
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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: EUR/AUD:e投睿eToro每日交易策略-2017年2月22日