炒股吧 - 专业炒股社区

炒股吧 发表于 2025-7-12 18:18:40

聊聊怎么把握好股票的卖点逻辑!跌到十日线怎么办?

有个事情挺令我震惊的。

就是,我原以为最近两天大跌我们很多人应该都能避开,然而现实好像并没有,受伤的却有很多。

今天来展开聊聊这个事。

每个人遇到的案例千差万别,很难用你们的个股去解释,就用中证1000指数来讲讲。

周二尾盘,假如你买了中证1000指数,今天该如何应对?

我的看法是,下面箭头位置都是卖点。

聊聊怎么把握好股票的卖点逻辑!跌到十日线怎么办?

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

而且,卖点只在上午,不在下午。

为啥?

周二去买,逻辑完全说得通,当时是冰点,博弈冰点没问题。

博弈冰点的预期是,今天能修复,修复是预期,反之,如果不能修复,就是不及预期。

但是,周二当时还有个问题,一些关键指数都走出了几乎破位走势,跌破前面N个K线。

一般这种情况下,不太容易立即企稳,这事也是概率。

买卖股票离不开一句话叫,逻辑买入,逻辑卖出。

买入逻辑是:

冰点博弈修复,麻烦是,指数已经破位,存在继续大跌预期。

所以,当盘面走势不乐观时,那就是该逻辑卖出。

而卖出时考虑到一些不利因素,得出的结论是:

要敏感。

就是在开盘阶段,结合当时强弱,务必得出结论,到底行还是不行,该做决定,不能拖延了。越拖麻烦越大。

与此同时,还可以结合其他指数看看,毕竟他们相互影响。

比如大盘,周二大跌破位,今天完全是一副低开低走垂头丧气的样子。

聊聊怎么把握好股票的卖点逻辑!跌到十日线怎么办?

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

这就是,立不起来了。

此时,很多人可能还会有侥幸心理,估计都在这吃亏了。

哎呀,你看,这不又冰点了,双冰点不是成功率很高么。

道理是那个道理,但问题是,冰点只是结果,但结果代表的过程是变化的。

大盘跌1%,可以是冰点。大盘跌2%,也可以是冰点。大盘跌4%,还可以是冰点啊。

同样是冰点,不到1%卖,跟4%卖,那能一样麽。

因此,日常不能根据另一个逻辑预期,去拖延前一个逻辑的卖点。

这就像,你买一只票,五日低吸的。

当他跌到十日怎么办?是不是觉得十日低吸也是买点,还想加仓?

大错特错。

你凭借五日低吸去买,当个股跌破五日,那就是你的逻辑卖点。哪怕他跌到十日又反弹甚至暴涨甚至二波。

这些跟你的买点并没有关系。

你的买点就是五日低吸,跌破五日就是你的逻辑卖点。至于他后面又继续涨了,那是另一个维度新的买点,跟你当时的五日低吸买点没有关系。

再如上图指数。

如果周二尾盘买,今天没有卖,请问,尾盘怎么办?

换谁都纠结。

你说不卖,怕继续跌。你说卖吧,又是双冰点,怎么办?

记住:

无论高手还是低手,掉到粪坑里,谁的姿势都不会优雅。

我们每个人能做的是尽量不要让自己掉坑里,这就行了。

有些新手炒短线,多高的位置都敢买,但买完被套就不愿意卖,跌起来就扛着,这是大错特错的。

除非你运气好,个股又涨了,但凡运气差,时运不济,遇到前段时间那种A杀,什么粤传媒、视觉中国,遇到三两只就腰斩了。

反正短线呢,只要你卖股票干脆了,不纠缠了,基本都很少会大亏。

日常我们吃大亏的票,其实很少是一天两天造成的,极少。

当天吃了天地板,多数人次日都敢无脑卖出,快刀斩乱麻。但如果是5天亏了20%,就不知道该不该卖了。

所以,逻辑买入,逻辑卖出。多干脆,少纠结。

人性从来无法拒绝温顺煮青蛙,要克服人性。

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查看完整版本: 聊聊怎么把握好股票的卖点逻辑!跌到十日线怎么办?