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