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