建议增加浮亏点数功能，优化浮亏跟单EA
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看了南城大佬的帖子受益匪浅。自己实操复盘下来，发现一个最大的难点：波段加仓该设置多少浮亏阈值，始终不好拿捏。
单独衡量一段行情的波段点数很简单，但叠加多层加仓之后，整体浮动亏损会被不断放大，很难精准把控。
按之前的思路，是统一按「总浮亏达到固定金额」再触发补单加仓，体验下来不太灵活，需要很多回测统计。
如果可以优化成：只以第一单的浮亏作为基准，只要首单浮亏到达预设点数，就开始补齐订单，不再看整体总浮亏。
比如，多单浮亏加仓，原来是整体浮亏100入场，但是我不知道100是亏损多少点。如果可以用第一单浮亏的点数，那么，当第一单浮亏5美金入场，能更好结合波段实际情况
这样既贴合波段结构，又能避开多层加仓后总浮亏乱飘的问题。不过优化的话，可以保持两种模式可选。
有很多策略第一单可能是盈利的 第一单仓位小，盈利也没多少
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