如何加快回测速度
本帖最后由 公告823 于 2023-2-21 15:38 编辑data:image/png;base64,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起始500，使用条件开平仓及条件加仓，目前顺利度过2020年3月到5月的震荡行情，服务器配置还可以，为什么回测起来这么慢呢，用的是每次报价，有没有什么办法可以加快回测速度的。
同问，楼主你解决了吗？
同问，楼主你解决了吗？ 用开盘价测试，ea也配合用开盘价 同问，楼主你解决了吗？
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