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