Hedging对冲EA 是否可以利用指标值进行挂单操作
有些指标返回的就是品种价格. 能否利用这个价格进行挂单.
或者在挂单操作中选择第X根蜡烛的高低开收价格进行挂单.
挂单功能可以得到很好的点位,目前的挂单是固定了多少点希望相对灵活一点.
涉及到自动开仓和加仓面板.
data:image/png;base64,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
页:
[1]