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