求一款根据指标锁仓的EA
唐老师,我得一款顺势加仓逆势锁仓的EA,但有缺陷,现求一款类似功能的EA或策略data:image/png;base64,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
要求:当均线5向上交叉30开多,并可以设置顺势或逆势加仓距离,加仓单数(比如5向上交叉30开0.01多,间隔100点加仓5单0.01),当均线5向下交叉30线,如果整体盈利就平仓,如果是亏损就锁仓,可设置锁仓次数(向上交叉开了0.01,顺势又开了5个0.01,整体亏损,那么此时向下交叉开0.06的空),当向下锁仓开0.06时,如果继续向下,可继续顺势最多开5单0.01, 当再向上交叉,再开多单锁仓(比如刚才第一次向上交叉有6个0.01,向下交叉锁仓0.06,又只开了2个0.01,当再次交向上交叉,又开0.02的多锁仓后,可继续顺势加仓, 最重要的是,假如有人工干预或出错,当均线是向上交叉的,人工止盈任一个多单后,多单少于空单,EA需马上补多单进行锁仓,如果止盈多单后仍大于空,就无需补单锁仓
暂时没有这个功能。
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