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