风行0006
发表于 2024-7-24 16:12
talangzhige 发表于 2024-7-24 15:59
见底之后的行情要调姿,一般为10天----半个月左右,如果拐点出现在末旬,则调好姿势就要在下个月了,因为本 ...
talangzhige 兄好,性质是96年的3月,05年的12还是14年的6月?谢谢!
talangzhige
发表于 2024-7-24 16:43
风行0006 发表于 2024-7-24 16:12
talangzhige 兄好,性质是96年的3月,05年的12还是14年的6月?谢谢!
嗯 本次行情,94年7月的325点的行情尚且不能与之相比拟,遑论其他!这是真正划时代的行情,就像人生 刚满足18岁周岁,此后 要走的是***的路。在此以前,都是小打小闹,儿童嬉戏的行情。从此之后《7月》,大A将真正的踏上上涨周期的路程,进而摆脱人们长久以来的误会和白眼,所以我说生逢其时,何幸如之!
talangzhige
发表于 2024-7-24 16:47
如此看来,拐点出现在29,30这两天的可能性大增。推出新指数的日子,极有可能就是拐点。
talangzhige
发表于 2024-7-24 16:50
重复一边:从今年七月以后,大A将走上上涨周期!慢牛起步。。。。。。。。。。。。。。。。。。。
风行0006
发表于 2024-7-24 17:00
把这次行情看的如此之重的目前论坛也就桥林和楼主两位老师了!再次表示感谢!
lfw123
发表于 2024-7-24 17:19
请问楼主判断的依据是什么。
周期瞭望
发表于 2024-7-24 17:33
talangzhige 发表于 2024-7-24 15:27
瞭望啊,过个三,五年或七,八年之后在回过头来再 看,你就会改变今天的看法了。
这些年过后你买的那个公司,存不存在还不一定!
人千万不要自己给自己画饼。
明江
发表于 2024-7-29 19:55
还有8月
lvhongbo123
发表于 2024-7-30 13:33
data:image/png;base64,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
lvhongbo123
发表于 2024-7-30 13:37
我并未曾言2027是大底, 这个帽子俺可不戴。
48#
https://bbs.macd.cn/static/image/common/ico_lz.png楼主| 发表于 2022-8-11 16:41 | 只看该作者
各位, 不好意思啊,算错了一位数,现在纠正一下。不是2026,向后顺延一年,是2027 。我预测真正的历史大底将见于2027年06~07月间。距离现在还有整整五年时间。
jlydjb
发表于 2024-8-1 00:16
talangzhige 发表于 2024-7-24 16:43
嗯 本次行情,94年7月的325点的行情尚且不能与之相比拟,遑论其他!这是真正划时代的行情,就像人生 刚满 ...
级别认识正确,运行方式认识稍有欠缺
talangzhige
发表于 2024-8-3 13:57
市场向后不论何时,8月也好,9月也罢,或者10月11月。。。。。。。只要有效击穿七月的最低点2865.15点,何谓有效击穿,即市场连续三天在2865.15下方运行,即为有效击穿。则鄙人所作的所有预测都将失效。这是鄙人学艺不精, 而非江恩理论失准的问题。
talangzhige
发表于 2024-8-3 13:58
lfw123 发表于 2024-7-24 17:19
请问楼主判断的依据是什么。
依据即是江恩周期理论
talangzhige
发表于 2024-8-3 14:01
lvhongbo123 发表于 2024-7-30 13:37
我并未曾言2027是大底, 这个帽子俺可不戴。
这个一年多前我已经彻底否了。2025·2026·2027全否。
talangzhige
发表于 2024-8-3 14:02
jlydjb 发表于 2024-8-1 00:16
级别认识正确,运行方式认识稍有欠缺
是!
talangzhige
发表于 2024-8-3 14:05
诸位好友,有缘再见!
talangzhige
发表于 2024-9-3 12:56
预测失败!!!八月一过,确认失败!非常不好意思,抱歉了,诸位!
风行0006
发表于 2024-9-3 13:31
talangzhige 发表于 2024-9-3 12:56
预测失败!!!八月一过,确认失败!非常不好意思,抱歉了,诸位!
兄好,后续修改观点如何?谢谢!{:7_304:}
九如堂
发表于 2024-9-3 14:28
:wanzuixiao
y872
发表于 2024-9-3 20:25
y872 发表于 2024-7-21 20:19
可能性是有的。
深综指二次探底疑似到位,上证则调整幅度偏小了点。当然了以时间换空间也是可以的。
另一 ...
五大行作为多头最后的倔强开始大幅下跌,眼下已经无需悲观了