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為了回答這個問題,先來看看過去一周的蠟燭圖,一根長陰線,顯示出空頭占據明顯的優勢。此外大盤下破34周均線,如果不能止步於此,下麵將測試50/60周均線。
![](data:image/png;base64,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)
![](data:image/png;base64,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)
從上麵的日線圖來看,今天剛好收盤於200日均線上,至於之後是反彈還是繼續下跌,從小級別走勢就可以看出端倪。
![](data:image/png;base64,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)
從上麵的小級別走勢可以看出,昨天解盤時提到的大概率情況如約而至:早盤下破是空頭陷阱,反彈之後5F中樞構造完畢(見最後一個紅框),隻是構造的時間比較短,然後盤尾又繼續下破這個5F中樞。
下周展望:
1. 大概率: 走5F中樞下移,測試50/60周均線支撐;這種情況請注意5F走勢的背馳,之後應該會有一個不錯的反彈;
2. 次大概率: 繼續5F中樞的震蕩;
3. 小概率: 強勢反彈並回到30F中樞區間;
至於市場如何選擇,無需預測,下周一見分曉!
最後祝大家周末愉快! |
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