etoroellen 发表于 2017-2-20 18:58

英镑/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。
英镑/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1.2455。
转折点:1.2455

交易策略: 在 1.2455 之下,看跌,目标价位为 1.2385 ,然后为1.2345 。

备选策略: 在 1.2455 上,看涨,目标价位定在 1.2500 ,然后为1.2525。

技术点评:只要依旧存在1.2455阻力位,期待回归至1.2385。
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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: 英镑/美元:e投睿eToro每日交易策略-2017年2月20日