![](data:image/png;base64,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)
绝对绝对绝对绝对不推荐.纯属娱乐
早上加了1000,现在1200股
现在瑞幸咖啡估值是1.8B,
按照估值来说,现在买还属于B轮投资。
我买的时候早上估值大概1B我算A轮哈哈,拿着做个梦。明天一早就卖了再买个包去
不知道能不能回纳斯达克
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https://bbs.wenxuecity.com/finance/5171131.html
很久以前,我也有一个被muddywatershort的股票,MED。所以说我很喜欢被muddywatershort过的underdog
从3块多涨到了100多
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![](data:image/png;base64,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)
这个是我最近刚建仓的。
日期是到明年的10月了。所以有足够的时间,
现在CRM是在低位了。
如果最近破位跌的话,可以averagedown,因为还有10个月。
所以建仓可以慢慢来。
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![](data:image/png;base64,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)
现在就应该果断卖出。
或者卖一半,把利润接着滚。
这个原本是准备持有一段时间的,但是短期有那么大的利润的话,完全可以考虑结束仓位。
这个就是典型的swing--->scalp
我会完全卖掉
留一半的原因是明天还可能再冲一次。而且还有2个月才到期,decay不是特别严重。
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)
这个不是推荐。这个是教大家如何tradeoption。
千万别真的花钱啊,说好papertrade。
2月19是能coverearning的。
先从简单的开始
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)
还留了4个
amazon很尊重整数位的。1个红candle,64->60
非常难弄,往往要等几天才能有一个我100%敢操作的图
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根据楼下pureheart的贴。RKT先别急,warrenbuffett和rkt老板是几十年的好朋友。然后最近brk有一个secret2021partner
https://www.reuters.com/article/us-quicken-lending-clayton/quicken-founder-and-warren-buffett-have-ties-beyond-yahoo-deal-idUSKCN0Z00FI这是很久前的报道
然后现在都在猜warren的secretholding
https://www.cnbc.com/2020/11/17/warren-buffett-could-be-building-a-secret-position.html
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