是以前一位大哥叫我買來看的
有一篇是切線趨勢 也是那樣畫 剛晚上買羅威大的文也是這樣畫
我實在看不出我錯在那? 我再看書去 切線趨勢
大大 畫一張啦{:4_140:}{:4_199:} 888168 發表於 12-7-29 00:31 static/image/common/back.gif
我再看書去 切線趨勢
大大 畫一張啦
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
本帖最後由 lihi 於 12-7-29 08:43 編輯
lihi 發表於 12-7-29 08:32 static/image/common/back.gif
小的上傳圖片 處女秀
做的不好請多多指教
本帖最後由 lihi 於 12-7-29 09:18 編輯
lihi 發表於 12-7-29 08:40 static/image/common/back.gif
小的上傳圖片 處女秀
做的不好請多多指教
感謝ONE大大鼓勵
請ONE大大多多指教
遵照 M大大提示
上漲畫支撐線,下跌畫壓力線
第二高點產生 才可畫上漲趨勢支撐線
上圖為30分期指K線圖
藍色線下降趨勢線黃色線上升趨勢線
黃圓圈突破下降趨勢線
藍圓圈突破上升趨勢線
888168 發表於 12-7-29 00:30 static/image/common/back.gif
有一本書叫掌握台股大趨勢 作者是黃振霖
是以前一位大哥叫我買來看的
切線趨勢又是另一套方法
但原始的趨勢線在
高過高順勢產生上升趨勢
低破低 順勢產生下降趨勢
不過高也不破低是橫向整理也許趨勢即將改變
lihi 發表於 12-7-29 08:45 static/image/common/back.gif
感謝ONE大大鼓勵
請ONE大大多多指教
lihi大大
有掌握到要領喔
給您拍拍手
在多頭市場中「壓力」的意義相對比較弱,而「支撐」的意義通常比較強。
在空頭市場中,「壓力」的意義比較重而「支撐」的意義則比較弱。
所以說「多頭看支撐,空頭看壓力」。
因此,多頭走勢時畫上升趨勢線(支撐線);空頭走勢時畫下降趨勢線(壓力線)。
~大大這一段話 我贊同
由於可能我學習的切線與大大不同 所以希望大大就大大的趨勢線畫一下我來學習看看
888168 發表於 12-7-29 10:38 static/image/common/back.gif
在多頭市場中「壓力」的意義相對比較弱,而「支撐」的意義通常比較強。
在空頭市場中,「壓力」的意義比較 ...
看這一篇文的人真的賺到了
切線如同波形一般 也有不同分類及各別使用時機
分別為上升趨勢線 下跌趨勢線 橫向趨勢線
補充一個觀念 波形取的是趨勢脈動積極性的意義
而切線取的是防守性觀念
就趨勢線畫法上 可分為大切線 主切線 小切線三種
不過在實際操作中 不用特別計較切線的名稱
重點是能夠清楚分辦自己所畫的切線 對於自身操作上的相對級次關係
樓上大大用三十K圖來畫 我也畫一張三十K圖參考
本帖最後由 lihi 於 12-7-29 13:16 編輯
888168 發表於 12-7-29 10:48 static/image/common/back.gif
看這一篇文的人真的賺到了
切線如同波形一般 也有不同分類及各別使用時機
分別為上升趨勢線 下跌趨勢線...
見到 加權周線圖 出現在期貨討論區小的按耐不住 又想胡言亂語
如有得罪請大大們見諒
如果有人問我 現在幾點
我會說 7點31分
如果再問 加錢的
我只能回答 大概7點多
這病情已經很久了
講到周線圖
想起台視財經台在希臘總統第二輪投票前
一位財經學者 面對三位股市名嘴
為後市行情爭的面紅耳赤(小的誇大了)
財經學者說後市只會再壞 股市名嘴說會反彈 結果是盤
財經學者說的後市只會再壞 那是9月10月2013年的事
干明天後天下周闢事小的認同財經學者後一周看空被扒扒扒
周線圖做股票長期投資是很好參考依據 做期指勝率小於丟銅板
再談趨勢線
小的出生遠古方眼紙時代 當時最佳參考工具就是畫趨勢線
但時代已從小博士到新哀派 新的計算統計分析工具一大堆
小的為跟上時代 很辛苦的認識 學習新工具
話說參考指標畫趨勢線 畫波浪KDMACD
專精一種就好 參考二種常常會打架 最後還是要小的丟銅板決定
星期天的下午
愉快
{:4_209:}
來這邊
學習到不少東西
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