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