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