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