学会这个方法,抓10倍大牛股的概率提升10倍>>
[徐小明股市分析]60分钟顶部结构形成
60分钟钝化加9的时候是昨天下午14点,我认为由于昨天上午的上升速度过快,导致下午形成高点的概率不大,同时60分钟的九转择时的得分比较低,说明择时的角度60分钟的波动率不够好。而90分钟是得分最高的,说明波动率的角度应该更重视90分钟。
![]60分钟顶部结构形成](data:image/jpeg;base64,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)
所以昨天中午就说了,应该关注的是今天上午,11点之前,因为这个周期是90分钟的钝化加9。大家可以先确定区域,然后在找小周期高点,建议用盘口或1分钟周期,因为定时间段是比较窄的时间范围,你用太大的周期,肯定无法在定时段之内再完成精确定点。如果你用1分钟,上午可以找到最高点。