小朋友1 发表于 2023-9-24 16:54

如此相似的结构,会出现相同的走势吗?

本帖最后由 小朋友1 于 2023-9-24 16:57 编辑

002281,光迅科技,见下图,两个方框内的走势是如此相似:


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

A框后走出了一波强势上攻,B框能复制吗?让我们拭目以待。
我们再来仔细分析一下B框的结构:
data:image/png;base64,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

1、此股从高点下跌,A和F柱缩量下跌,但量缩得不好,今后这里有较大阴力;
2、B和E是下跌途中另外两个放量的阴线有阴力;
3、C柱是8月29日,缩量过阴半,此后连续八天小阴小阳,第八天是百低;
4、D柱跳空倍阳上涨,和前一天组成百低+倍阳结构,主力做多意志坚决;
5、D柱后一天涨停,再来一个假阴真阳,单枪探了B柱二一位;
6、随后一跌下跌,长阴短柱,但量缩得不是太好;
7、G柱是缩量涨停,应该还有潜力;
8、E柱是有压力的,D柱后的涨停过了E柱,但没站住,G柱后一个交易日如能开盘站在E柱实顶31.8上方,则大概率会去挑战B柱;
9、总体来说,此股的量价配合不是十分理想,但它是CPO概念,借助板块东风,说不定会有好的表现。

(这个版块上传图片总是打不开,有兴趣的量友可以移步至我的“个人空间”--“日志”,那里图片是全的)





gooloo 发表于 2024-1-16 20:53

感谢您的分享,好好学习,天天上涨!2024/1/16

jdcs000 发表于 2023-9-25 00:07

左侧压力和建构不同,B处压力大,还需要消化!

zhang666 发表于 2023-9-25 20:13

这应该可以看成N型战法。

股市风云716 发表于 2023-9-24 19:08

两个框里的,其实不一样

md_6345 发表于 2023-9-24 23:45

好好学习天天向上

真是本色 发表于 2023-9-24 23:55

好好学习天天向上

184696009 发表于 2023-9-25 07:52

谢谢发帖分享的你!

cwyyx 发表于 2023-9-25 09:40

谢谢老师分享

莱武 发表于 2023-9-25 09:48

好好学习,天天向上!

774796946 发表于 2023-9-25 09:56

好好学习,天天向上!

zxl741 发表于 2023-9-25 10:00

好好学习天天赚钱!

莱武 发表于 2023-9-25 11:19

好好学习,天天向上!

莱武 发表于 2023-9-25 12:12

好好学习,天天向上!

莱武 发表于 2023-9-25 17:25

好好学习,天天向上!

空虚静 发表于 2023-9-25 17:51

好好学习 天天向涨

莱武 发表于 2023-9-25 17:58

好好学习,天天向上!
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查看完整版本: 如此相似的结构,会出现相同的走势吗?