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IFES](data:image/png;base64,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)
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![Global Lessons: Proportional Voting Systems and Women's Representation](https://substackcdn.com/image/fetch/f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F8c5e20b9-09aa-4c32-97fb-fb3e087b5a0b_1775x844.png)
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