hnkfzhb 发表于 2022-9-19 11:38:06

止损永远是对的,k线为王,

本帖最后由 hnkfzhb 于 2022-9-19 12:21 编辑

别再看均线压力支撑了,每次都是亏在这
盯紧k线而不是均线,每次搞反了就挨打,下次别再看均线压力支撑了data:image/png;base64,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

无踪短刃 发表于 2022-9-19 11:44:24

:qiang::qiang::qiang:

hnkfzhb 发表于 2022-9-19 12:16:43

今天这次止损迟疑幻想价格能回来,结果迫不得已砍仓,一次够正常好几次的,一正一负错失太多,再次提醒自己止损一定要果断,~~~止损错了也是对的

心安持 发表于 2022-9-19 17:21:40

只能一个心中最认可的固定标准止损如果还有钱的话 准备几万元花几个月亏一下练成套路是最重要的
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查看完整版本: 止损永远是对的,k线为王,