etoroellen 发表于 2017-2-20 18:58

EUR/AUD: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。
EUR/AUD:e投睿eToro每日交易策略-2017年2月20日
当日内: 下跌趋势。
转折点:1.3870

交易策略: 在 1.3870 之下,看跌,目标价位为 1.3795 ,然后为1.3775 。

备选策略: 在 1.3870 上,看涨,目标价位定在 1.3900 ,然后为1.3935。

技术点评:跌破1.3870,为空头信号,向下的目标将会是1.3795。
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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20日