封起跌停 发表于 2017-5-10 23:19

反弹可期

深成指30F图
data:image/png;base64,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
明天惯性下探后会有假双底反弹,反弹高度为10116点(中枢下沿),可以出清股票。
页: [1]
查看完整版本: 反弹可期