數據解釋床粉爲什麽會耍潑反智反科學:人窮志短,小人窮斯濫也
床破以及床粉四年來的只講立場不講科學與事實的反智行爲,以及大選過程和之後的不講事實證據的莫須有黨同伐異和輸了不認耍潑耍賴行爲,可以通過下面的數據很好的解釋,一言以蔽之,還是古人所說的:君子固窮,小人窮斯濫也。 數據來源:
马克·穆罗(Mark Muro),美国布鲁金斯学会(Brookings Institution)资深研究员,其研究方向为区域创新、产业生态系统、技术颠覆等。
伊莱·拜尔利·杜克(Eli Byerly Duke),布鲁金斯学会研究助理。
根据布鲁金斯学会的统计数据,民主、共和两党的对立早在2016年特朗普当选总统时就已经显现。数据显示,在往届总统选举中,特朗普赢得的2584个县占美国经济总量的36%,而希拉里赢得的472个县几乎相当于美国经济总量的三分之二。 相关分析显示,两党对立仍在持续。在本届总统选举中,拜登赢得的477个县占美国经济总量的70%,而特朗普赢得的2497个县仅占美国经济总量的29%。见表1。 表1 2016年和2020年美国大选选情对比
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) 虽然美国大选的计票尚未结束,但大选的结果已经明朗。美国的政治经济地理格局存在严重的失衡现象,全美经济规模最大的县(如图1最大的蓝色格子所示)几乎都在民主党州,今年还新增了少量原支持共和党的县。相比之下,共和党的县数量明显占优,但主要由小城镇和农村社区构成,其经济规模更微不足道(如图1红色格子所示) 6park.com![](https://mmbiz.qpic.cn/mmbiz_png/mu64nQmxKLDqMzX2VQRkasOhj3tZouNNQd8pqxohNicvuXxE9vewh0h178rafUkfwHjPIfcq5Ip1cHntDyYSvhw/640?wx_fmt=png&tp=webp&wxfrom=5&wx_lazy=1&wx_co=1) 图1 投拜登的县和投川普的县,经济规模对比鲜明。 简言之,支持民主党的大多数选民居住在人口密集的大都会地区,而支持共和党的大多数选民居住在远郊、小城镇或经济欠发达的农村地区。民主党选民的民族构成多元化,受教育程度高,主要从事高端产业;而共和党选民主要以白人为主,受教育程度低,大多数从事低端产业。 民主党州的非白人和受过高等教育的选民的经济比重分别占全美的35%和36%,而共和党州的则分别为16%和25%。上述对比反映了民主党州和共和党州之间的经济结构的巨大差异。
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