学会这个方法,抓10倍大牛股的概率提升10倍>>
[徐小明看股市]15分钟可能会迎来5浪下跌
昨天尾盘的低点我在说了这个地方依旧无法判定止跌,因为15分钟线需要衰退的过程,之前的下跌是3浪主跌,昨天的低点并不能确定为5浪,因为跟1浪和3浪的线段对比,5浪的线段不好对称性也不好。我们前面也提到了关于4浪结束的一个专门的量化方法,就是一致性获利法的时间跨度研究。
![]15分钟可能会迎来5浪下跌](data:image/jpeg;base64,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)
15分钟线1浪起点到3浪终点K线数一共75根线,参数调整成6、42、6,今天上午最高点那个周期穿轴,我认为这个高点是有效的,后面是有概率迎来15分钟的5浪下跌的。1浪下跌了31个周期,3浪下跌了28个周期,5浪我认为不会太短,这里要么就不是5浪,如果运行五浪下跌会持续到明天下午。