Hedging对冲EA“ 加仓面板”中“加仓限制”改进功能需求
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Hedging对冲EA“ 加仓面板”中“加仓限制”里有一个”挂单随现价移动“的功能,
现在是加仓时不论多单还是空单都随着现价上下移动,能否加一个选项,比如,空单逆市加仓,下方挂单只随现价向上移动,多单加仓上方挂单只随现价向下移动。
亲可以试试只向一个方向移动,就只向一个方向。
现在的挂单随现价移动,就是空单只向上移动,多单只向下移动,要不然永远不能成交了。
唐老师 发表于 2022-12-23 20:41
现在的挂单随现价移动,就是空单只向上移动,多单只向下移动,要不然永远不能成交了。
...
请看最后一单SELL_STOP随着现价移动向上移动现价回调挂单SELL_STOP随着现价移动也回调了,我是这样设置的,请教一下老师,我怎样设置的才能不让SELL_STOP向下回调
唐老师 发表于 2022-12-23 20:41
现在的挂单随现价移动,就是空单只向上移动,多单只向下移动,要不然永远不能成交了。
...
唐老师,是不是因为我多空双向订单都有的原因?
EA邦高老师 发表于 2022-12-6 14:01
亲可以试试只向一个方向移动,就只向一个方向。
高老师,经过测试,在有单一方向订单时,挂单会向单一方向移动;双向都有订单的情况下,订单就会上下移动有时无法成交、请老师验证!
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