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昨天解盤時提醒大家密切關注最後一個向上的那個猛烈1F走勢的結束情況,原本以為還會折騰一兩天,怎麽也要碰一下50/60日均線什麽的,沒想到這麽快就結束了。
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)
這個1F走勢的結束意義重大,因為它是5F中樞震蕩擴展成30F中樞的最後一個1F走勢,30F中樞在這裏完美,走勢從5F升級成30F,一如我在開博客之初提到的,這次大盤的回調至少應該是30F級別的。上圖中的白色框就是已經形成的30F中樞區間,在沒有出三賣或三買之前,走勢無非就是圍繞這個30F中樞的震蕩。
今天的走勢基本是單邊下跌,直到盤尾形成一個1F中樞(黃色框)。
後市展望: 1. 大概率:圍繞最後一個1F中樞震蕩,形成5F中樞;這種情況也包括明天繼續下探並形成空頭陷阱; 2. 次大概率: 1F中樞下移,形成另一個1F中樞;這種情況的概率也很大,關鍵看圍繞當下1F中樞的走勢是否背馳以及其之後反彈的力度; 3. 小概率: 1F中樞上移,走勢反轉。 |
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