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