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上次解盤時指出這次反彈應該是個5F級別的,本質上是圍繞前麵30F中樞的震蕩。自前幾天短期底部形成5F中樞之後,在其上方又形成了兩個1F中樞。當下新的5F中樞構造中,反彈似乎沒有宣告結束,但已經沒有前幾天的持續上漲了,大盤震蕩恐難避免。。。
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)
短線展望:
1. 大概率會圍繞最後一個1F中樞(或之前的那個1F中樞)震蕩,直至形成新的5F中樞;這種情況下,大盤在未來幾天到一周會持續震蕩,請密切關注5F中樞形成後的多頭陷阱(也可能沒有,直接反轉);
2. 小概率,延續今天的下跌走勢到下麵的5F中樞;
中期展望已經在前兩貼中給出,目前看來沒有修正的必要!
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