佛性人生 发表于 2016-5-7 23:34

hahu2001 发表于 2016-4-5 13:32
额。。。我自卑的觉着您是在调侃我。。。

赞叹。。。。。。

清风不识股 发表于 2016-5-9 11:40

看来错了

hahu2001 发表于 2016-5-9 22:13

本帖最后由 hahu2001 于 2016-5-9 22:17 编辑

本来以为4月28日是平台调整最后一跌。现在来看,平台最后一跌在最近两天。教科书还是有道理的,可惜依然没有看透。

大盘在平台调整确实没错,但是显然没有吃透各种不同形态的平台差异。

扩展平台a=1的时候,b=1.6,c再跌出a底0.6。简单的人话就是,冲出平台多少,就要跌破平台多少。

大盘3月21日打出了本轮锯齿上涨第一波的高点,也就是确定了平台头3097,然后3月21日到4月8日,走的是顺势平台调整a,在这个a里确定了平台底2905,然后4月8日—4月13日按照交替规则,走出了锯齿形上涨b,在这里超出平台头的幅度是(3097-3028=69),最后的5浪下跌本来以为到4月28日结束,但是请注意!!4月28日的时候周线KDJ没有死叉!!当时我犹豫过,因为周线KDJ没有死叉,但本着上涨中宁可买套不可踏空的原则,还是杀了进去。

如今日线的调整证明了反推印证了当时的犹豫,下破平台底的期望目标是(2905-69=2836)。今天打到了2821.,收盘2832.基本符合。

未来会横向横盘几天,理顺均线,然后发力上攻。

幅度目标改为2821+390=3211,然后先用剧烈震荡的扩展平台a打出平台底,到时候依然会回踩2800点附近,那3200到2800之间的400点下杀,可以毛姑姑的认为——这第一个扩展平台会打出3200的幅度也是400点,也就是3200之后,再拉到3600,然后下杀回2800报收3200。然后再快速的锯齿反弹b拉回3600,并最终在3100-3200完成5浪下杀的c,完成规则平台的构筑。

好吧,估计能看出共鸣的没几个……,自嗨。。自嗨。。。有待走势来验证。

hahu2001 发表于 2016-5-9 22:15

平台里,顺势、规则、扩展也是不会重复的!依然适用交替!

清风不识股 发表于 2016-5-9 23:45

还敢看多的人不多了

hahu2001 发表于 2016-5-10 10:00

清风不识股 发表于 2016-5-9 23:45
还敢看多的人不多了

和月光一样,有波浪理论的指导,我坚决的大胆的继续看多。

6月打到3200,冲击3600,在解放一批人的同时,下杀回2800-2900,再套住一批人。然后再打回3600勾引又一批人,再缠绵的杀回3100,拖死不明所以的群众。

然后。。。再不明所以的群众奄奄一息时,主力在绝望气息中冲向5000点,等绝望的人缓过神来,主力在山峰之巅向他们挥手。。。,绝望的人以为是再召唤他们,但其实,他们是在说:88。

berlin1010 发表于 2016-5-10 10:29

{:7_328:}

jianyinshe 发表于 2016-5-10 10:59

:wanzuixiao

aboy2 发表于 2016-5-12 19:12

哈哈,楼主的观点我赞同,同意!:DAXIAO:DAXIAO

清风不识股 发表于 2016-5-15 16:45

还看多吗

njnjnjnj1234 发表于 2016-5-16 00:16

武侠小说

hahu2001 发表于 2016-5-27 21:58

趋势未变,耐心……,谁有耐心谁就可以迎接5000点的狂欢。

hahu2001 发表于 2016-6-5 15:00


目前处于红圈区域,年底前就可以完成月线KDJ的超买,然后再经历大半年的下跌,完成黄色的整体调整。然后就是最后的疯狂。在人们憧憬着6000点会被再次踩下,乃至冲向更高的10000点时,大平台也悄然完成。

那时,会发生什么……?上帝保佑吧。

qwerzxc 发表于 2016-6-5 16:34

2

清风不识股 发表于 2016-6-5 19:26

疯了

banen 发表于 2016-6-5 21:28

憧憬啊 无数股民的万点之梦

hahu2001 发表于 2016-6-15 09:21

未能加入MSCI,说明上帝的筹码还没有吸够,自然不允许加入MSCI的消息让我们在底部一起跟着买进坐享其成。后续的戏码从锯齿形的反复走势来看,应该还要经历一次英国脱欧的虚惊洗礼,然后最终在美元延迟加息的效应下拉升到4600点。完成月线KDJ的反抽。

后续的戏应该是:在未来杀向2800之后,明年春季的周线级别的反弹会进行到6月,在大概反弹至3500点时终于宣布加入MSCI,但是此时市场中悲观情绪已然铺天盖地,主力再次顺势打压回2800点完成最后的洗盘。然后才会有最后一波牛行情。                           

hahu2001 发表于 2016-6-16 09:27

A浪c进行中。

hahu2001 发表于 2016-6-16 10:00

画的不够考究,因为A浪b走的是平台,所以我认为后续出现的B浪应该是锯齿。所以还有一个可能就是:

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

hahu2001 发表于 2016-6-16 10:04

由于A浪b是扩展平台,那么B浪或许就不应该还是平台,走出锯齿?或者顺势平台?都是有可能的。

所以可能还会有这样的走势

等等。。

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查看完整版本: 平台已逝,锯齿将临?或单?或双?