无极K线
请老师帮忙开发一个策略:1,开仓:连续5根(可调)阳线或者阴线(以下以阳线为例,阴线一样)走完第五根后准备开仓,突破第五根上线开多,突破第五根下线开空;
2,加仓:无
3,手数:默认0.1手,可调
4,平仓:盈利这五根K线之和点数平仓;
5,反手:如果没到盈利点数,反向突破,则平多仓开空仓,盈利点数也是5根K线之和;反手次数2(可调),反手两次再次反向突破,平仓;
6,周期:1分钟,可调
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
这个你必须先进行仿真历史交易,确实能盈利,老师才会量化开发。不然开发出来的策略是不行的,就浪费人力物力了 策略说的不明确,上线和下线指的是最高价、最低价(开盘价、收盘价)K线之和点数又是什么点数?
老师,这个策略可以的,交易过
上线和下线指的是最高价、最低价,带影线
K限之和是指前5根K线最高价减去最低价的和 这个策略,别的用户倒是也提过,还是具有通用性的,可以做成自己设置阴阳线数量,自定义多空单的样子 实测了下,我用对冲马丁的alltime面板尝试实现你所述功能,不是完全符合,但是也差不多。
比如开仓,我们可以用均线实现。
平仓则是功能面板里的 波动 来实现,5根K线之和就是 5根K线均值*5 一样的效果。
大致上就是这么个思路,不知道对不对。
ymk0577 发表于 2021-6-10 17:43
实测了下,我用对冲马丁的alltime面板尝试实现你所述功能,不是完全符合,但是也差不多。
比如开仓,我们可 ...
是能实现的差不多的。
精华在于反手,这个不知怎么弄 无极 发表于 2021-6-18 01:52
精华在于反手,这个不知怎么弄
研究了下你说的反手,前半部分倒是可以使用 加仓功能里面均线反向开仓实现,但是后半部分反手次数的条件还真搞不定。
下载3.7版本,增加了这个开仓方式功能。https://www.eabang.com/bbs/forum.php?mod=viewthread&tid=1762&page=1&extra=#pid42157
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