各位高手,能否帮我分析一下股票吗
各位高手,能否帮着分析判断一下300494和300557这两只股票是否已经探底成功?现在处于什么阶段?谢谢了data:image/png;base64,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
互联网板块整体调整时间长,长达7年,我也是看好,300494不错。不是高手,仅供参考。 这两支股票相比,300494好一些. 应该属于训练阶段.另外一支可以作为第一波拉升太多,后面基本没有戏的典范,什么时候进取基本都错的. 虽然已经过去8年,但依然看不见希望. 从图形上看:
300557是典型的箱体训练股,缺点是横的时间太长了,可能是基本面问题导致、也可能是缺乏题材等等,但他目前已经万事俱备,排除外界因素,他目前完全具备拉升条件
300494看不懂,不说了 肆无忌惮牛 发表于 2023-1-12 21:36
互联网板块整体调整时间长,长达7年,我也是看好,300494不错。不是高手, ...
2023年1月13日 10:40:52提示逢高减仓。
2023年1月13日 10:42:09 300557建议观望 级别太低不能给你截图,比较尴尬。 两个股都不是好标的。图形没到时候,短线看不出大行情 :lol:lol:lol谢谢各位高手的回复 300557这个属于箱体振荡吧,月线一字大底,周线箱体上轨,看看能不能突破吧,突破后2020年8月到11月高点压力大
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