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»通货膨胀应该卖房还是买房?
通货膨胀应该卖房还是买房?
富裕自己,造福他人。 让自己开心,让身边的每个人开心。
所以对购房者来说这个点上到底是应该卖呢还是买呢?似乎他们两边说的都很有道理。
要明白这个事情,你必须明白通货膨胀的整个的物理过程是怎样的。
通货膨胀的起始点是由于市面上的购买力超过了市面上的总商品供给。而市面的总购买力是由于钞票发的太多或者是信贷过于宽松导致的。但是当市面上印出了更多的钱或者突然信贷宽松,并不会立刻导致通货膨胀,而CPI(消费者物价指数)的变化是有一个物理过程的。
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)
比如市面上突然多出了10%的钱,那么最先拿到这10%的钱的人是有机会赚得差价的。因为这个时候市面上的物价还没有涨起来。最先拿到这10%的钱的人,他们可以按照过去的平等的价格购买商品,然后坐等商品价格上升10%,卖出就可以获得盈利。
有人盈利就意味着有人亏钱,那么谁亏钱了呢? 第一是在货币增发的那一瞬间,手中还持有现金的人,他们受到了影响。他们如果在此时此刻保持手中的现金,那就意味着他现金的购买力未来会缩水10%。可是购买力缩水10%并不意味着他们真的亏了10%。因为购买行为还没有发生,只有当购买行为发生的时候,他们才会真正的亏损了10%。
这个道理就像股票有涨跌,只要你不卖出。你的盈利和亏损,只是账面上记了一下,并没有实质的发生。
一路持有实物资产的人属于不赚不亏的。第一时间把自己手中的实物资产换成货币的人也不一定亏损。因为取决于他手中的货币是否在未来溢价的时候能再次买入已经变得昂贵的资产。
明白这个动态过程你就会知道,当通货膨胀率已经发生,CPI物价已经切切实实的上涨上来之后,当你这个时候利用手中的钱去购买实物资产,不会有保值效果,或者说已经晚了。因为市面上的钱早在一两年前就已经发行了出来,现在是传递到了实物资产的最后一个链条。
当然这是短期的通货膨胀,如果长期的通货膨胀,那就是亡羊补牢为时不晚。
所以在这个时刻,你到底应该采用上面的action A还是action B呢?
归根到底就是你对未来通货膨胀的预期是怎样的。而不是已经发生的通货膨胀,已经发生了通货膨胀,对你的判断没有任何关系。未来如果美国长期陷入高通货膨胀,那此时此刻你就是应该买房子。
从过去的历史上来看,似乎联储局是有能力最终通过加息控制住通货膨胀的。当然也不排除美国是一个老大帝国,两党政治互相扯皮吵架意识形态高度对立,国家渐渐进入拉美化。
可能最好的办法还是自住房随时买进,投资房再等待观望一下。
cowwoman 发表评论于
文章写的非常好:预期通胀发生,买房保财是普通人的选择。
我咋觉得通胀一直都在发生。我小时候冰棍五分钱人民币,现在一根星巴克冰棍一美刀,要是商业区买需要四,五美刀。
要是我小学就有钱,我早买房了。。。。。
破棉袄 发表评论于
Californian 发表评论于 2022-04-19 19:31:26
西岸-影 发表评论于 2022-04-19 17:13:11 --- 简单讲,理想的买房时机是利率高的时候,因为不仅房价会相对低,而且如果是依赖贷款,将来也有巨大的refinance的空间。而如果利息先相对低,你没有这种机会。
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一看老兄你就是不会赚的主。过去两年利率低房价低,有闲钱的锁定低利率赚的盆满钵满。时过境迁,几年之内都不会有这种好机会了。
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这个西岸-影就是一个躲在地下室里吃救济的傻蛋,腰包里除了食品卷,啥也没有。装模作样的谈论买房子,也不在乎丢人显眼。
Californian 发表评论于
西岸-影 发表评论于 2022-04-19 17:13:11 --- 简单讲,理想的买房时机是利率高的时候,因为不仅房价会相对低,而且如果是依赖贷款,将来也有巨大的refinance的空间。而如果利息先相对低,你没有这种机会。
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一看老兄你就是不会赚的主。过去两年利率低房价低,有闲钱的锁定低利率赚的盆满钵满。时过境迁,几年之内都不会有这种好机会了。
西岸-影 发表评论于
如果是为了对付通胀,那么就等feds升息好了,之后再买房子,当然前提是你有钱买房子,而不是依赖大量贷款(可以贷款)。
升息导致人们贷款成本大大提高,因此房价必须降低,否则没有房市。
简单讲,理想的买房时机是利率高的时候,因为不仅房价会相对低,而且如果是依赖贷款,将来也有巨大的refinance的空间。而如果利息先相对低,你没有这种机会。
estar 发表评论于
从来没这么发过钱所以通货膨胀持续一段时间,等多印的钱消化两年就好了
hanling_1965 发表评论于
个人认为房子现在不买也不卖,再等等看。
不见不怪 发表评论于
有道理
大号蚂蚁 发表评论于
房子不是很好的投机品