super888 发表于 2025-1-4 20:58:06

解套减仓功能实用

逆势加仓单向解套减仓ea
魔术码:
是否开启1带2对冲功能ture/false
开启单向单数启动功能≥6单,

是否开启手数倍数比例ture/false
多空手数比例倍数>3倍
多单手数>空单手数,或空单手数>多单手数
计算单向所有订单的成本线,遍历所有订单与成本线亏损最大的2个订单和盈利最大的1个订单。这3单平仓且保留金额≥0元。

唐老师 发表于 2025-1-4 21:13:57

"计算单向所有订单的成本线,遍历所有订单与成本线亏损最大的2个订单和盈利最大的1个订单"
以多单来说,那这个订单一定是最上边的订单,如果以点数来算,如果以亏损金额来算,那确实不好说。
你得说清楚是以点数还是以金额,亏损最多,既然你说到成本线,那应该是点数,也就是订单开仓价跟这个点数之间的距离,那不用说,一定是最上边的多单,或是最下边的空单。
如果以亏损金额算,那这个成本线有什么意义呢,这条线是一个价格,你用各订单的亏损金额互相对比可以,跟价格比的是什么。

现在末单对冲里的功能,你可以自行选择。

super888 发表于 2025-1-5 19:28:56

发送2个图片,查看下原理,

super888 发表于 2025-1-5 19:32:56

假设0.18手带走 0.03 0.04 ,剩下单子,如果行情跌下去 就等待全部平仓,
此刻如果行情又往上走,0.18手单子 会继续下单进去,再重新计算成本线下计算2个最大亏损的金额单子,0.18继续带走 2个 只要行情震荡几下 全部解套了

唐老师 发表于 2025-1-5 19:37:18

有点意思,我们先做一个简易ea先验证一下。

super888 发表于 2025-1-5 19:46:04

只要单边不回头很难解套时候,只要行情动力消失了,尾巴都会小幅震荡 此刻 最大手数这单盈利 带走的是中间手数单子,如果行情继续浮亏加大,起码中间手数减少。

如果用普通的n带n/m方法只会带走第一单0.01 0.02这2单再这么浮亏 手数小不会影响大局。如果优先是带走0.03 0.04 /0.06的单子 那么行情浮亏加大时候减少的手数很大

super888 发表于 2025-1-5 19:54:47

逆势加仓单向解套减仓ea
魔术码:
是否开启1带2对冲功能ture/false
开启单向单数启动功能≥6单,

是否开启手数倍数比例ture/false
多空手数比例倍数>3倍
多单手数>空单手数,或空单手数>多单手数
计算单向所有订单的成本线,遍历所有订单与成本线亏损最大的2个订单金额和盈利最大的1个订单金额。这3单平仓且保留金额≥0元。



我狠需要这套ea减仓解套用。就是不会写代码,如果师傅你觉得方法挺不错的,能否免费送这个ea源码给我哈

super888 发表于 2025-1-6 21:36:06

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
实际举例子 空单为例:
这7单空单 计算出成本线价格是2642.8,
0.01 0.02 0.03 距离2642.8价格,计算出每一单亏损金额。排序
0.02--0.03 这2单子亏损金额最大,选中0.02 0.03和0.07,3单整体平仓=0元。
这样就剩下0.01 0.04 0.05 0.06,4个单子。如果行情往上面走,此刻0.07会下单,
变成0.01 0.04 0.05 0.06 0.07 0.08 0.09,假设现在的成本价在0.07附近,
那么计算0.01 0.04 0.05 0.06这4个距离成本价 浮亏金额最大的2单选中,然后针对0.09带走0.04 0.05(假设这2个亏最大)
现在剩下的是0.01 0.06 0.07 0.08 4单如果继续加大浮亏会下0.09 等等。不停的加仓 只要回调一点就自动减仓1带2,只要行情在尾部 来回5美金震荡就全解套了。



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遇到这样高位震荡来回几次 全解套了


super888 发表于 2025-1-6 21:44:17

上一个留言的图片参考

gunnybao 发表于 6 天前

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