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