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