huaigu 发表于 2025-1-10 16:58:27

百思不得其解,求唐老师解惑

最近在用Hedging_EA_v6.0 mt5版跑实盘黄金,代理商是exness(最小点价值0.1USD),用的止盈是移动止盈和总体止盈,现在出现单子的总体止盈的点位对不上,望老师白忙之中抽出时间来解惑下。

配置如下:
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
有两笔空单一起止盈,应该是触发了总体止盈。这两笔单子的点位如下:
2653.633-->2655.863   点数-2230点金额-2.23手数0.012662.735-->2655.863   点数 6872点金额13.74手数0.02   实际止盈点数3836      当时平均波动止盈点数5866点附近理论触发止盈的位置为x0.02*(2662.735-x)*1000*0.1+0.01*(2653.663-x)*1000*0.1=5866*0.03*0.1计算出理论上的平仓点位是2653.845。与实际平仓的点位2655.863相去甚远。
如果走的是点数止盈的话止盈点数应当是150点,应该是几乎不赚钱出场的,而不会有整体11.51USD的盈利。如果走的是平均波动止盈的话,应当17.6USD左右的盈利。所以想请教下老师总体止盈的逻辑

huaigu 发表于 6 天前

自己顶一个,蹲老师解答

huaigu 发表于 4 天前

继续蹲老师回答

huaigu 发表于 前天 15:43

想了半个月,终于想明白了。。。不需要麻烦老师解答了
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