老燕双鹰 发表于 2024-1-8 23:14

明日3089以来34天,与3219-2923时间相等但跌幅差得很多

3219以来89天,与3708--2863相等,但空间差很多

2923以来55天都是时间之窗日

2888/2=1444=38*38

老燕双鹰 发表于 2024-1-8 23:27

老燕双鹰 发表于 2024-1-8 23:14
明日3089以来34天,与3219-2923时间相等但跌幅差得很多

3219以来89天,与3708--2863相等,但空间差很多
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如图

老燕双鹰 发表于 2024-1-8 23:29

长期下跌快速反弹出现一个圆弧顶跌破构筑中期底部

老燕双鹰 发表于 2024-1-8 23:32

老燕双鹰 发表于 2024-1-8 23:29
长期下跌快速反弹出现一个圆弧顶跌破构筑中期底部

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大阴线宣告大反攻来临

老燕双鹰 发表于 2024-1-8 23:34

老燕双鹰 发表于 2024-1-8 23:32
大阴线宣告大反攻来临

如图

老燕双鹰 发表于 2024-1-8 23:36

老燕双鹰 发表于 2024-1-8 23:34
如图

如图

老燕双鹰 发表于 2024-1-8 23:40

投机大哥 发表于 2023-10-22 17:36
凑数是因为对市场运动背后的机理模糊概念的因果,但市场运动又符合数学运算的规律,在大众没有摸到那扇门之 ...

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老燕双鹰 发表于 2024-1-8 23:42

老燕双鹰 发表于 2024-1-8 23:40
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老燕双鹰 发表于 2024-1-9 09:39

老燕双鹰 发表于 2024-1-8 23:32
大阴线宣告大反攻来临

昨天的图提示昨日大阴线启动反弹大反攻。
今天开盘黄线在上大反弹来临

老燕双鹰 发表于 2024-1-9 09:42

老燕双鹰 发表于 2024-1-8 23:29
长期下跌快速反弹出现一个圆弧顶跌破构筑中期底部

这个现象就是在长期下跌后快速反弹但有构筑一个圆弧顶,向下突破颈线形成圆弧顶向下破位,构筑一个很大的空头陷阱

老燕双鹰 发表于 2024-1-9 09:44

老燕双鹰 发表于 2024-1-8 23:27
如图

这个图就是2012年的1949的底部,多年下跌反弹构筑圆弧顶向下突破后向上报复性反弹

老燕双鹰 发表于 2024-1-9 10:06

今日黄线在上引领反弹,昨日的大阴线就是宣告大反攻的信号。
能否认识大阴线的信号是重要的

老燕双鹰 发表于 2024-1-9 10:06

今日黄线在上引领反弹,昨日的大阴线就是宣告大反攻的信号。
能否认识大阴线的信号是重要的

审时定势 发表于 2024-1-9 12:20

老燕双鹰 发表于 2024-1-9 10:06
今日黄线在上引领反弹,昨日的大阴线就是宣告大反攻的信号。
能否认识大阴线的信号是重要的

只有一步到位才有可能,可能吗?温水煮蜻蚟。

老燕双鹰 发表于 2024-1-9 21:18

34天55天89天时间窗口准时启动

老燕双鹰 发表于 2024-1-10 22:47

常见的底部形态,连续逼空当下形态与2012年1949的底部极为相似。长期下跌最后一跌逼空见底。
类似昨日底部时间之窗人人都知道主力今天打破,明天呢。?
2863反弹到3424只有45天,3424到今日已经371天,大盘仍然未破2863.可见沪市大盘空头虚弱。

明日是3396以来的180天是45天的4倍。明天破一下2863也可以,但明天应该收一个探底回升的中阳线?

xzh2021 发表于 2024-1-10 22:49

老燕双鹰 发表于 2024-1-10 22:47
常见的底部形态,连续逼空当下形态与2012年1949的底部极为相似。长期下跌最后一跌逼空见底。
类似昨日底 ...

明天是一个多结构共振拐点时间点,看看是否起作用。

老燕双鹰 发表于 2024-1-11 00:06

当然今日结束调整也在比例之内
3708--2863=89天
3424-2885=7878+89=167
3418--今天2870=167

老燕双鹰 发表于 2024-1-11 09:52

老燕双鹰 发表于 2024-1-10 22:47
常见的底部形态,连续逼空当下形态与2012年1949的底部极为相似。长期下跌最后一跌逼空见底。
类似昨日底 ...

笔误,不是逼空是逼多,连续7天逼多,空方已经耗尽最后一口气。

老燕双鹰 发表于 2024-1-11 09:52

今天开始全线反击
页: 9 10 11 12 13 14 15 16 17 18 [19] 20 21 22 23 24 25 26 27 28
查看完整版本: 2863.2885.2977三重底构筑成功是否还有四重底、