赵老白
发表于 2022-7-19 16:53
不乱,我慢慢消化,有点像看地图的放大缩小功能,趋势的形成在不同级别的形态表现及相互关联。谢谢然宇君讲解,我回去再多夯实基础概念在请教
清粥小菜
发表于 2022-7-19 18:02
绝对是干货,大哥辛苦了,注意休息。
贱股民
发表于 2022-7-19 18:38
冒牌货! ^_^
小胖子子
发表于 2022-7-19 18:46
君宇兄开新贴了,先报个道:lol
熬炒鸡
发表于 2022-7-19 18:57
日线这样画线对不对?
老弥勒
发表于 2022-7-19 19:30
先试着完成老师的第一个题:
从4月27日开始,
第一个5F中枢是从5月24日开始,一直延申拓展到6月22日,中枢价格区间在9.38到10.19
第二个5F中枢是从6月28日开始的30F一笔延申拓展到7月11号,中枢价格区间在12.11到13.22
请老师指正
想问一个问题一直没搞懂,老师确定的买点在7月13日涨停尾盘,是对应哪个级别哪种类型的买点?
因为30F一笔的三买,在6月30日已经出现了,后来向上一笔的力度不强,变成第二个5F中枢了。
这个地方搞不太明白,请指教,谢谢
清粥小菜
发表于 2022-7-19 19:35
上图,请老师批改
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
然君宇
发表于 2022-7-19 19:39
熬炒鸡 发表于 2022-7-19 18:57
日线这样画线对不对?
从30分钟K线图上画。
清粥小菜
发表于 2022-7-19 19:45
重新上图
小蠹
发表于 2022-7-19 19:57
老大,请批改作业
小蠹
发表于 2022-7-19 20:01
不好意思,上一张图太模糊了,重发
然君宇
发表于 2022-7-19 20:13
老弥勒 发表于 2022-7-19 19:30
先试着完成老师的第一个题:
从4月27日开始,
第一个5F中枢是从5月24日开 ...
基本功相当扎实。
第二个中枢有些区别,也可能是软件的MACD显示的区别,整体上基本一致。
6月30日的三买出现后形成新的5F中枢。
在5F趋势走势中,周线的强度可起到主导方向的作用,周线MACD向上(且笔强度比上一笔影响强势)时,只要未扩展出30F中枢或者日K线上为出现30F中枢,会有两种绝对买点:1、5F中枢的震荡低点(盘整背驰买点或者中枢下的一买)都是30F一笔的买点,但操作只能按照30F一笔操作。2、某个30分钟K线突破中枢时时买点,但需要具备几个条件,一是日线和周线的MACD必须同时向上(不一定是翻红,主要是正向即可);二是这个30F一笔要从低点算起,买入时要保证强于上一笔,最好是买点出现时未出现1分中枢,但也都得按照30F一笔操作。
一旦30F走势无力,逐渐震荡扩展成30F中枢,只要月K线正向,这个扩展也就是日线一笔下的背驰买点同样会引起向上的一个5F中走势。
7月13日的日线级别买点,实际上还是7月12日30F买点来的容易一些。中枢震荡的低点,周线方向保证。
12月6日下来的走势,从月线一笔考虑,先不看在日线图上是否和前面扩展,级别太大,时间跨度太长。因为月线一笔没结束,从日线图上看,12月6日到4月27日的三笔重叠出现了个30F中枢,6月24日的突破中枢也是个日线一笔的买点(还是前提周线、月线都是正向,且强度有保证),只是这个日线一笔的走势要从4月27日低点算起;7月13日的突破是同理,但这个一笔有了新的低点,且第一根K线的强度就已经展现出来了。
突破的买点是我自己在操作过程中慢慢总结延伸出来的,目前看保证了几个前提条件的基础上,都没问题,只是操作的级别必须要明确。
仅供参考!我的观点未必全正确。
然君宇
发表于 2022-7-19 20:17
清粥小菜 发表于 2022-7-19 19:45
重新上图
没那么复杂,大级别画笔中枢要严格配合MACD,每一笔就是翻红翻绿的过程,第一个中枢不存在(一笔下高低点不够5根K线都可以不考虑),当然如果低级别5分钟K线图中如果扩展出了5F中枢就另当别论了。
可以看看前面老弥勒画的图,没问题。
然君宇
发表于 2022-7-19 20:20
小蠹 发表于 2022-7-19 20:01
不好意思,上一张图太模糊了,重发
中枢的位置没问题,区间的高低点有问题。
然君宇
发表于 2022-7-19 20:26
老弥勒 发表于 2022-7-19 19:30
先试着完成老师的第一个题:
从4月27日开始,
第一个5F中枢是从5月24日开 ...
7月13日的买点级别不用纠结,7月12日的30F一笔买点同样有效,而且按30F操作未必比按日线操作卖点低。
如果按30F一笔操作,今天上午11点多的时候就出现了卖点,可以等待1F中枢震荡的买点(因为日线macd仍为正向),日线短线如走弱,也可以等待三买的出现,都比我判断的日线一笔可操作性强。但操作级别判断不一致的时候,在强势拉升过程中容易丢掉利润,也就是如果明天盾安大幅高开的话,可能就错过了。
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