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