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