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