福汇MT4软件上的最大偏差是什么意思?
2023/3/20 14:31:36
来源:互联网
浏览:919
最大偏差的功用其实主要是为了控制在正负滑点在多少规模内。在下单时,你能够输入任何你想要的数字,这个数字指定为一个十分之1点(≥0)的数值。这个数值显现的为交易者所能够接受的最大滑点规模,假如在履行交易指令的时分价格动摇规模已经超出了你所设置的这个区间,那么你的下单指令将会被取消,这个便是最大偏差的用途。那么最大偏差是越大越好吗?并不是的,这个其实主要是看交易者你所能够接受的动摇规模,太大的话或许因为行情动摇太大,离你一开始想象的价位差距太大。太小的话有能够下不进单子而懊悔。所以还是需要看交易者你能够接受的产品报价价格规模。
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)
可是,较小的偏差值很简单被回绝,毕竟行情太大的时分一秒钟内能够动摇影响的规模少则几个点,多则几十点,所以如果设置的太小很简单被回绝下单。此刻则会显现报价无效等字样,你能够调理偏差规模来进行操作
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