觀天下 發表於 13-3-12 10:04

突破高點的震盪整理區

突破高點的震盪整理區

    高低漲跌比例小趨勢中趨勢
7998
1711.39-0.01 1.38

7921-77 -0.45 0.940.49
8068
1471.911.463.37

8032-36 -0.24 1.661.42
8058
260.720.481.20

8043-15 -0.58 0.15-0.43
震盪整理區出現的比例數字較雜亂
目前
8032   -0.24
8058    0.72
這二組數字都是中繼數字(隨時會被改寫)
如果這現象   怎麼辦
一分K看不懂   看五分K   
五分K看不懂   看三十分K
所以   這麼看

    高低漲跌比例小趨勢中趨勢
7998
1711.39-0.01 1.38

7921-77 -0.45 0.940.49
8068
1471.911.463.37

8032-36 -0.24 1.661.42

8031-37 -0.25 1.661.41

8024-44 -0.30 1.611.31

8017-51 -0.35 1.561.21

8008-60 -0.41 1.501.09

8002-66 -0.45 1.461.01

manhavecoco 發表於 13-3-12 10:08

{:8_532:}{:8_532:}謝謝板大

觀天下 發表於 13-3-12 10:27

manhavecoco 發表於 13-3-12 10:08 static/image/common/back.gif
謝謝板大

這時後    找費氏算算
費氏五分k

12:458068高點
09:458058次高點
13:00
最低點
破低見大量是買點
尾盤

觀天下 發表於 13-3-12 10:55

本帖最後由 觀天下 於 13-3-12 11:13 編輯

觀天下 發表於 13-3-12 10:27 static/image/common/back.gif
這時後    找費氏算算
費氏五分k
破低見大量是買點

每天漲跌路程的距離是相同的
8058-8032=26
只有靠高低點來回跑
典型雙八盤
高不追高    低不追空



觀天下 發表於 13-3-12 11:07

觀天下 發表於 13-3-12 10:55 static/image/common/back.gif
每天漲跌路程的距離是相同的
8058-8032=36
只有靠高低點來回跑


如果大大   還記得三月七日走勢
似乎有些相同
5832都有機會破


觀天下 發表於 13-3-12 11:50

觀天下 發表於 13-3-12 11:07 static/image/common/back.gif
如果大大   還記得三月七日走勢
似乎有些相同
5832都有機會破

買點訊號

      高低漲跌比例小趨勢中趨勢
8068
1471.911.463.37

8033-35 -0.24 1.671.43
8052
190.540.300.85

8032-20 -1.05 -0.51 -1.56
8058
261.300.251.55

8035-23 -0.88 0.42-0.47
8045
100.43-0.45 -0.02

8029-16 -1.60 -1.17 -2.77
8037
80.50-1.10 -0.60

8022-15 -1.88 -1.38 -3.25
8027
5.000.33-1.54 -1.21

8021-6.00 -1.20 -0.87 -2.07
8026
5.000.83-0.37 0.47
買點訊號
0.83>0.33
-0.37<-0.87 <1.54

觀天下 發表於 13-3-12 11:58

本帖最後由 觀天下 於 13-3-12 12:07 編輯

觀天下 發表於 13-3-12 11:50 static/image/common/back.gif
買點訊號
買點訊號
0.83>0.33

又見低點
這現象是此模式的盲點
此模式的盲點會產生凹單現象
因為無法抓到最低最高點
8017= -0.35
8008=   -0.41
8002=   -0.45

觀天下 發表於 13-3-12 12:42

本帖最後由 觀天下 於 13-3-12 12:46 編輯

觀天下 發表於 13-3-12 11:58 static/image/common/back.gif
又見低點
這現象是此模式的盲點
此模式的盲點會產生凹單現象

昨天看文
轉貼:一年成功——训练操盘手稳赢方案小的寫心得
心得一
交易成功率至少要达到50%左右,盈亏比率每笔操作在3:1
努力朝此目標學習
心得二
锯齿形的浪A达到38%位置,那么锯齿形浪C83%概率在61%位置反转
当单锯齿的浪A不到38%位置,通常单锯齿浪C会到达38%-50%区间位置反转,这个概率也很高,是84%的概率
浪A回測0.38浪C83%概率在0.61反转
浪A回測不到0.38浪C84%概率在0.38~0.50反转
心得三
二岸的波浪   雷同

看了以後   0.38   0.41   0.45上證也適用
data:image/png;base64,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
data:image/png;base64,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

觀天下 發表於 13-3-12 13:05

本帖最後由 觀天下 於 13-3-12 13:53 編輯

觀天下 發表於 13-3-12 12:42 static/image/common/back.gif
昨天看文
轉貼:一年成功——训练操盘手稳赢方案小的寫心得
心得一

四月七日
留倉
日有晴陰盤有漲跌

期指日期開高低收跳空漲跌盈餘累計一口聰組
102/3/879688032796580083070001-1
102/3/118010806879938042234343411
102/3/128040805879837999-2 -43 -43 -9 11
102/3/13







1-1
小的愛猜
今晚歐跌2%美跌1%
明台股
開低走高

manhavecoco 發表於 13-3-12 14:08

午安 {:4_209:}{:4_209:}
頁: [1]
查看完整版本: 突破高點的震盪整理區