长还是短 这是一个问题
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**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**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**aa8V/5hvFR2xIjqM+Op/lXb2fo/x0nzrnM2I94kU4fCN7hMPPpMdZxThOFEs5mfOoHplrduzaDzjrZQytFXCVyhvNR75qwxzxbA7dpM6z+tl9wCE5TQIJRjjsKlf4EQe4Sl3D5uDApnOPA25km8VQ+2zO6430rIKP1ryyzc4dw9uH1sU4iv**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**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过年读利弗莫尔传记有感,这是利弗莫尔讲述的另一位华尔街大鳄的生平,更加适合炒单和中高频交易者,与各位分享:
摘录:
“你知道,一位职业赌徒并不指望做长线挣大钱,而是指望挣钱有把握。当然,如果机会来了,做长线也没问题。在股票市场上,帕特既不追求内幕消息,也不指望一星期挣20点的大行情,而是挣有把握的钱,数额只要足以维持美好生活就行。我在华尔街对国外人士阅人无数,帕特是唯一的一位把股票投机看作纯,粹机会的游戏,就像21点纸牌游戏或者轮盘赌,同时明智地长期坚持一套相对可靠的下注方法。
“帕特过世以后,我们有一位原先总是和帕特一道交易的客户,他照搬帕特的系统,在拉克万纳公司(Lackawanna)上赢利超过10万美元。之后,他的操作对象也从拉克万纳转到其他某些股票上,并且因为手上拥有一大笔赌本,他便以为用不着再死抱帕特那一套了。当市场出现回落行情的时候,他没有把亏损限制在小额,而是听任亏损增长——好像亏损不是亏损而是利润似的。自然,他每一分钱都赔进去了。当他终于放手的时候,还欠我们几千美元。
先不交易了,把从去年9月份开始做的交易捋一捋,为什么胜率会这么低。。。。
新年后第一单,先没做内盘,试试外盘水
新年第一单内盘
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