封起跌停 发表于 2017-5-11 22:31

2017年5月11日盘后小结

data:image/png;base64,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
深圳30F小底已成,再进行反弹,形成第二个中枢,结束下跌,进入震荡,拭目以待
页: [1]
查看完整版本: 2017年5月11日盘后小结