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