余生 发表于 2026-1-31 23:54:42

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老师我用1分钟金叉死叉开仓清仓怎么没有PerfectMatch十指神标,准啦,是怎么回事?PerfectMatch十指神标金叉死叉开仓清仓很准 。麻烦老师处理一下这个问题

wtxwzj 发表于 6 天前

eab868 发表于 2026-1-6 19:40
挂单怎么总是同时挂两三个订单呢?并且有的还一样的价,是哪里还没理解透彻呢?有高手帮帮忙不?谢谢!
...

我也发现多个EA存在这个现象。可能是写开仓模块的程序员哪个语句没有校准。需要检测究竟什么原因。拜托唐老师亲测一下。谢谢!

唐老师 发表于 5 天前

wtxwzj 发表于 2026-2-2 18:28
我也发现多个EA存在这个现象。可能是写开仓模块的程序员哪个语句没有校准。需要检测究竟什么原因。拜托唐 ...

我在用着呢,亲,挂单开仓没问题的。
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