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