好股票-启迪设计
长阴短柱+长腿回踩精准线,表示下跌到位,极阴次阳,小阳攀升。data:image/png;base64,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
补充内容 (2018-4-29 09:45):
回踩精准线当天尾盘介入 好股票-启迪设计 谢谢楼主分享
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