alvinEA 发表于 2023-7-5 15:38:41

Carry双品种百分比套利EA修改建議

本帖最后由 alvinEA 于 2023-7-5 15:39 编辑

唐老師好:

感謝EAbang各位老師及大老的分享,經歷2個月潛水研究,目前已經套用驗證正的有STO、Hedging及Carry双品种百分比套利,
因常用Exness平台,發現目前V1.9版在點差的功能是否可以在修改一下,例如我使用歐美VS黃金,因其計算點為不同,
在該平台上,歐美點差約20點之內,但是黃金點差卻是200點以上,致使點差需設定成黃金的點差才可使用,影響歐美獲利。
建議增加主/從商品點差各自設定,增加獲利金額(經測試這樣利潤可以多20%)
本建議在請老師們參考一下,感恩。


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