文章来源:https://bbs.wenxuecity.com/finance/4949517.html找到我在2011年写的一篇“投资组合之重要”的文字仅供大家参考。这是2011年写的文章,目前的投资环境与当年有所不同,只是无论世界如何变幻,投资组合还是最重要的。这里投机的多,尤其是有人喊的某些股票简直就是pump&dump的典型代表。如果盲目跟风,最后受伤的是自己。做投资要有长远打算,要有对大环境的认识[
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我是股市新手,学习了股门吹雪的关于投资PreferredStock,取得稳定5%左右受益的文章,去年开始尝试买了BAC的一个股,BAC.PR.C(TDWaterhouse的符号)。我用的是TFSA里面的钱,到分红的时候,发现有一个WithholdingTax,损失分红的百分之十五。反正钱不多,分红更少,所以没有在意,就当是学费了。
接下来我准备寻找加拿大银行的类似股票,还没有来得及行动,BAC.PR.C今年一月停止交易[
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)
当时以为团长是说“下星期该涨了“,现在意识到团长是说”下星期会调整得差不多了“。六百多没有加一点,后悔也来不及啦!
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感谢大千各位前辈的无私分享!绿酒推荐的XBC一直稳步增长,也快翻倍了!
喜欢大千,开放的论坛,总有各种声音,正常!
祝大家和气生财!
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我是股市新手,大千的新人,关注Trump2018几个月,她推荐的股票确实经常很准,所以最近跟了一个PEIX,只放了几百块钱,体验一下,不为发大财,只是当作一个学习的机会。一周之后,PEIX股价翻倍,我卖掉一半,剩下的留着验证是否真的会去Trump2018预言的价钱,十块。
有人说,跟风者懒惰盲目,永远不会长进,这点我是不同意的。如果Trump2018准确率真的很高,我一定会努[
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楼下若平提到QQQ可以作为重仓稳定长投,我看了一下历史数据(Yahoo看的大概):
2000-02-01109.50
2002-09-0120.72
2008-02-0127.53
2015-02-01108.40
2020-07-15260.9
看起来QQQ在2002年曾经下降75%,而且花了15年才回来。我想请教如今的QQQ,是不是有什么不一样的regulation管理,基本不会再有2000年那样的灾难?
如果从2008年看到现在,这十二年确实一路向上,今年三月的30%左右的大跌,因[
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)
股市新手,买mutualfund年份倒是有十多年,但也是糊里糊涂地买。
TD的CanadianBondFund,零六年就买了,零八年股市大掉时,平安无事,每年还有一点点涨,于是二零一一年多放了一些钱在里面,期望值不高,但求百分之四五,安全就好。
最近几年开始买股票,发现这个CanadianBondFund基本不涨,想着也许是因为银行利率太低,正在考虑是不是挪个地方,可是这两年又开始涨了,不[
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半年前听这里的大拿说某个更大的大拿非常看好特斯拉,买了十股试试水。没想到火成这个样子,捏在手里每天想着卖还是不卖,要不要再买点。我是不是就这样上了船了?
今天先来拜一下坛,请各位前辈多多关照!
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