均线角度开仓
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老师,这个选取左侧角度起始6根k线,如果6根k线中,其中前3根k线对应下跌的均线斜率,后3根是上涨的均线斜率,这个EA如何判断多空呢?那个斜率是如何定义的?以下图为例,均线的角度是从6到0,6是之前第6根均线的值,0是当前的值(0不能自定义)。
确定两个均线的值,连起来就能形成一条向右的射线。
均线的角度就是下图中两个红线的夹角,水平线是0度,均线连线就是-33度。
本帖最后由 wtxwzj 于 2024-6-30 23:41 编辑
前段时间,看了唐老师关于均线角度的视频,因为各人的看屏幕的调整方式的差异,会形成角度的差异值很大。这段时间想了一下,如果把MT4、5的图表中的网格线调出来作为参照,也许角度比较准确,或者至少差异值不是那么大。只是建议,请唐老师及团队老师测试一下呢?
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