6.11
白糖那个平砍和最后豆一那个单子真是怂逼,做的是盈亏比,最近老追求的是小止损,平砍,这怎么拿大波
怕亏就是怕赚,不要追求平砍,白糖的平砍和最后豆一的赚一跳都是怀疑自己的表现,要做盈亏比不要追求平砍或者过小的止损 :qiang::qiang::qiang::qiang::qiang:
又妄想了,亏得好
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妄想了,心里想着大单边了,止损也放开了,亏得爽:qiang::qiang::qiang::qiang:
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