可以在Hedging这个EA波动加仓这里再加一个最多不高于多少点的功能吗
data:image/png;base64,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可以在Hedging这个EA波动加仓这里再加一个最多不高于多少点的功能吗,就是在最少不低于该点数下面再加一个最多不高于该点数。可以的,亲
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