E3vGoqEY4PGZtv5XCHkYhg==;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;^
Estimating the Harm North Korea Inflicts on its Citizens
A quantitative analysis – using Guesstimate – of the harm the North Korean government inflicts on its general population and its prisoner population, and a comparison to the harm from malaria in Mozambique and Angola.