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