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