昨天老头说中美贸易战长期中国会赢,得到了很多不同的反应。的确,从理想状况看,贸易战是双输的局面,但是,仅从双方对比来看,损失小的一方当然就算是赢家。我们从几个数组来看贸易战到底怎么样。
首先是贸易额,特别是贸易的顺逆差。顺差越多越好。下图是基于美国的数据。可以看出,贸易战开始的2018年,美国从中国的进口的确下降了不少,不过到2021年底,基本追平;从贸易逆差看,2021年底也基本达到了贸易战之前的水平,所以从美方看,这个贸易战就是打了一个寂寞。
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)
其次看两国的CPI差别。从下图可以明显看出,美国的CPI要高出很多,特别是近期仍处于高位,可见贸易战的一个后果就是美国CPI的高涨,从这点看,显然美国亏了。
![](data:image/png;base64,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)
最后是GDP增长率,见下图,显然美国也没有占到便宜。
![](data:image/png;base64,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)
所以,从上面三个方面看,贸易战没有把中国打趴,更没有给美国带来好处,因此,断定贸易战美国相对于中国输了贸易战应该是合理的。
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