老燕双鹰 发表于 2024-3-21 11:10

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

老燕双鹰 发表于 2024-3-21 11:21

深成指的尾部楔形图没上来

各位自行画图

止损离场 发表于 2024-3-21 13:09

本帖最后由 止损离场 于 2024-3-21 13:11 编辑

老燕双鹰 发表于 2024-3-21 11:21
深成指的尾部楔形图没上来

各位自行画图
能看出来楔型的,必须点赞,沪市现在貌似也是这个形态。:victory
在5178点逃顶时用的就是这个形态。

老燕双鹰 发表于 2024-3-22 09:40

两市指数大盘开盘就跌破楔形下轨

老燕双鹰 发表于 2024-3-22 09:43

本帖最后由 老燕双鹰 于 2024-3-22 09:46 编辑

大的中级顶部形态越来越清晰,沪市左肩几个小高点,沪头部两个小高点3090.05结束,后面走势要构筑右肩,复合的右肩,也会有两个以上的小高点,两周以后大头部做完,急跌大跌又会出来

老燕双鹰 发表于 2024-3-22 09:54

老燕双鹰 发表于 2024-3-21 10:07
创业板反弹以来三个大缺口,岂能不补就突破

缺口必补?

老燕双鹰 发表于 2024-3-22 09:55

信不信?

老燕双鹰 发表于 2024-3-22 09:56

创指今天低开是不是岛形反转?

均乐 发表于 2024-3-22 12:27

老燕双鹰 发表于 2024-3-22 09:56
创指今天低开是不是岛形反转?

不是,必须低开低走,缺口不补,补了就没有岛。

老燕双鹰 发表于 2024-3-27 18:09

前几天大盘击穿上升楔形下轨,今天大盘击穿圆弧顶内颈线3020,同时击穿3000点心理大关。

明日空头目标圆弧顶外颈线2943--2960,这个位置会产生反抽,反抽3000--3030点。

如果有利空消息,短线目标大盘会直接击沉2943,到2850点一带寻找支撑构筑反抽。

老燕双鹰 发表于 2024-3-27 18:33

、·R.N.艾略特的波浪理论的突出贡献·在于将自然规律成功的运用到股票市场,巧妙地运用波动的思想来解释市场供求失衡的现象,这不能不认为是一个伟大的发现和创新。把长期趋势解释为一个大规模的循环往复地涨跌过程,然后再进行内部不同层次的分形,逐一演变出无数的内部子浪的波动过程,这种形象的描述方法,给人们提供了通过观察不同的时间系统,就可以基本上确定目前的价格在整个趋势中所处的位置和发展方向。可以说,波浪理论为我们在研究市场运动规律的方法上,提供了形象思维的分形处理手段,使得“局部与整体同构或者相似”的分形数学理论,在股票技术分析领域中得以拓展。尽管波浪理论在处理中期以及以下的趋势运动有着较为成功的应用,但是,到目前为止,从人们对波浪理论的研究与发展的情况上看,仍不太令人满意,重要存在三个问题:
A 对股票价格的运动形式的规定过于机械.因为,艾略特一再指出:“股票市场的
发展,乃是遵循着五波上升,以及三波下降的基本节奏或形态,而形成一个包含八个波的完整周期。”尽管这种思想在当时是先进的,但在实际中,仍然存在许多不太标准的情形。在无法解释超越预期浪型或者个数时,而采用“波的延伸”这个概念,使得投资者无法正确把握,只有在发生后才能确认——这的确是件令人头痛的事情。
B 在上升浪和修正浪的定量分析中,运用了数学统计原理,在预算上升和下跌的幅度时,一方面套用黄金分割率,另一方面又运用了诸多的百分比法或者,在此之后江恩的八分法等等。从这个侧面可以感觉到,定量的相对准确性问题是波浪理论的又一个急待解决的重要课题。
C波浪理论在分析市场运行时间方面,一直是一个欠缺的问题。因为,我们对技术分析理论的要求是:具有完备性。在技术分析和实际投资活动中,人们历来都寄希望有一个较为准确的“何时何价”的结论,因此,我们不得不对艾略特提出这样一个苛刻的要求。
尽管波浪理论存在一些不足之处,但并不影响它给我们一个重要的启发:股票市场存在空间结构的规律!因为波浪理论来自于自然律,而自然律必然包含了广泛的规律性事物,那么,空间结构的规律能否称之为“构造宇宙的基本法则”呢?显然我们是从“根本性”的角度来思考的。
目前,人们对波浪形态上的比较近似于量化的描述是:A、单数涨、双数跌,阳极于三,阴成于二,整个过程合而为八,又暗合太极八卦思想。B、螺旋历法中的神奇数字(费氏级数)1、1、2、3、5、8、13、21、……,在波浪上的应用,最有价值是它的加减法则和黄金比率,其次是浪型的构造数,可人们常用费氏级数来预测较长的时间周期。C、形态的数字法或说是图象的数字法,在分析局部组合结构和运行趋势上有一定的价值。这是形象思维比较成功运用的范例。

有来有回 发表于 2024-3-27 20:05

跟随市场,空的不会多,多的不会空

老燕双鹰 发表于 2024-3-31 21:04

这个大圆弧顶严格来讲就是一个大型复合头肩顶,上周四的2984点是开始构筑头肩顶的右肩,目标位3055-3085,右肩要做两个高点,,构筑完成后下跌再破3000点,到2920--2960再反弹

老燕双鹰 发表于 2024-3-31 21:04

到那时市场上看多的人士就会宣扬大型头肩底完成进入大牛市

徐薇365 发表于 2024-4-1 11:36

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老燕双鹰 发表于 2024-4-2 20:44

黄昏之星缩量今天是3月21走势的翻版

老燕双鹰 发表于 2024-4-2 20:48

[color=Red
楼主| 发表于 2024-3-30 15:41 | 只看该作者




2440.91+3731.69=6172

6172/2=3086
]

老燕双鹰 发表于 2024-4-2 20:49


楼主| 发表于 2024-3-30 21:34 | 只看该作者






老燕双鹰 发表于 2024-3-30 15:47
3055--3085

下周阻力位

老燕双鹰 发表于 2024-4-2 20:52

大盘运行在3090下跌的b浪里这个b浪很复杂,需要5到8天完成

半月猫802 发表于 2024-4-4 17:30

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