sam020 发表于 2024-11-3 03:23:08

老师好,Hedging对冲EA 建议增加不在一根K线上刚平仓又开仓

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

sam020 发表于 2024-11-3 03:25:17

老师好,Hedging对冲EA 建议增加不在一根K线上刚平仓又开仓,见图片

唐老师 发表于 2024-11-4 20:45:29


条件开平仓里面的开仓平仓控制里面有1根K线只开仓一次和1根K线只平仓一次的选项。

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查看完整版本: 老师好,Hedging对冲EA 建议增加不在一根K线上刚平仓又开仓