China’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in China
![](data:image/png;base64,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)
Political Rights & Civil Liberties in China
![](data:image/png;base64,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)
GDP per Capita in China
![](data:image/png;base64,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)
Relationship Between Income & Democracy in China
![](data:image/png;base64,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)
China in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Asia
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)