sam020 发表于 2024-8-9 23:20:53

这波镑澳用马丁大亏60%,遇到这么大和急的行情马丁要怎么处理,求教!


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

最近这波镑钮行情(2024年7月1日到2024年8月8日),我在这波行情里亏了60%砍掉了,亏出了心理阴影。当时用的是0.05手首单,布林带市价开仓,逆势1.3倍加仓,整体盈利100个点。用马丁回测了N次都过不了,中间也用了很多对冲的方法,如果兼顾平时正常行情做单,不去拟合这波行情基本都过不了,都快绝望了,中间的回调幅度非常小,大家有没有好的参数或方法能过了,求论坛里的各路大佬指教。

ymk0577 发表于 2024-8-10 01:04:05

亏损不大就顺势开单慢慢对冲。
如果仓位很大,那就锁仓然后在顺势开单,使用反向对冲慢慢解。
具体说的话,这个没办法细说,要看具体情况去调整。
但是办法就是上面那个办法。

唐老师 发表于 2024-8-10 17:49:35

镑澳这个品种现在回调了,资金够的话,那就是能盈利出来。
在实盘之前还是要多做测试。

唐老师 发表于 2024-8-10 18:16:36

我问了一个用户,他就在做镑澳,当然也有别的品种,镑澳只是之一。
你看下面他的订单截图,交易一直没停。




他的账号到是没问题,最近还出金了。
只是具体策略他不肯说。
用的就是hedging这个ea。

大概知道的信息是,他的加仓量应该不是倍数,是末单累加或者是平均累加,这种加仓更加温和,他的账号是xm的微型账号,微型账号钱是美元,不是美分,所以他的账户里真的有3w美金,xm这种微型账号的好处是,开仓量比标准账号还可以再缩小,这样风险就更小。
再加上一些对冲策略,比如末单对冲,这样到最后出掉也会比较快。
我觉得你还是多做测试,总能找到解决办法的。

sam020 发表于 2024-8-10 21:58:05

看了一下他这个,加仓好像也不是很规律,一批单的加仓是:0.35,0.5,0.6,0.7,0.75,第二单加了0.15,最后一单加的是0.05,应该是自定义加仓量吧,加仓也离的好近,看不出来是怎么做的,我回测时用了末单对冲也是会爆仓。如果再遇到这样的行情估计还是要完蛋,最近都不敢做单了,一直在看怎么设置能通过这波行情。
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查看完整版本: 这波镑澳用马丁大亏60%,遇到这么大和急的行情马丁要怎么处理,求教!