十三哥 发表于 2026-1-5 07:18:55

感谢分享

sunkiss 发表于 2026-1-6 03:31:49

唐老师 发表于 2026-1-4 18:33
这个策略到单边顺势加仓的时候很快就出掉了吧。

感谢老师的回复!!

xalgocapital 发表于 2026-1-6 16:20:37

感谢分享。

bader 发表于 2026-1-6 19:07:44

thanks for sharing i will try

eab868 发表于 2026-1-6 20:08:11

data:image/png;base64,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我设置的哪里不对劲?找了半天不晓得啥原因,挂单总是重复,一下子4/5个单,有两三个都是一样的价格。高手指点一二。谢谢!

黄金EA找不到 发表于 2026-1-6 20:56:50

非常期待这个Ea

葫芦娃 发表于 2026-1-7 09:07:19

感谢大神:lol

黄金EA找不到 发表于 2026-1-7 16:40:47

eab868 发表于 2026-1-6 20:08
我设置的哪里不对劲?找了半天不晓得啥原因,挂单总是重复,一下子4/5个单,有两三个都是一样的价格。高手 ...

你是不是用的黄金报价是3位小数,100点这里就是0.1刀,所以会这样,我猜的

kkds 发表于 2026-1-8 00:17:08

指南针 发表于 2026-1-3 11:26
可以试试挂单限制里的间隔K线,就是挂单间隔几根1分钟的K线,其实就是延后几分钟试试。
...

这个功能我试了,两根k线间0.5/1/2感觉相差不大,感觉并不按照设置来,就像加仓加到后面我把间距调到800甚至8000他还是执行挂单stop加仓一样,也可能是我对基础功能运用理解不到位,还请赐教。

kkds 发表于 2026-1-8 00:19:40

eab868 发表于 2026-1-6 20:08
我设置的哪里不对劲?找了半天不晓得啥原因,挂单总是重复,一下子4/5个单,有两三个都是一样的价格。高手 ...

是因为小震荡,来回满足stop挂单,这也是好处和缺点,好处是如果单量密集往盈利方向那就会很赚。反之在这个区间磨了你很多仓位,再往下单边你就会加大手数导致浮亏很重很危险。
页: 2 3 4 5 6 7 8 9 10 11 [12] 13 14 15 16 17 18 19
查看完整版本: 三个月赚了5万的策略,吐血整理