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