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