EA开仓多单和空单问题
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如上图所示,我设置了一条均线,按照均线来说,目前属于向下的趋势,此时如果下单,趋势单和后面的条件单结合后是空单就开,如果后面的条件的多单就补开。后面结合布林线和RSI线两个条件符合前面的空单趋势才能下单,可是为什么这里下了一个多单,好多都是这样,该空的下单多单,该多的下单空单,很奇怪
设置同时满足了吗? 这个要看具体的均线条件,如价格均线还是均线交叉。 一定是你哪里设置的原因,EA只是执行你设置的操作,你没设置的是不会操作的 ymk0577 发表于 2022-7-27 21:10
这个要看具体的均线条件,如价格均线还是均线交叉。
我设置的是均线排列的条件,没有用其他的均线条件
若自己没有查出是什么问题,请联系官网客服。 建议您把具体的配置截图上来,特别是“条件开平仓”这部分。把按钮展开来,大家就能看出是怎么回事了,亲。
我觉得可能是上面那位朋友说的问题,多条件同时满足要打开,或是排列和交叉没有选择正确。 唐老师 发表于 2022-7-29 18:57
建议您把具体的配置截图上来,特别是“条件开平仓”这部分。把按钮展开来,大家就能看出是怎么回事了,亲。 ...
好的,高老师,我把具体配置截图放上来, 你搞错均线了吧,你设的可是10日均线和20日均线,换算成1H的话是240均线,和480均线,在这种大小比例的K线图上很难看到这两根线,应该离的很远,很少有机会和K线同框
dd
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