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