x9FM5km71Lw1Sjnzx0e9XA==;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;^
My Cause Selection: Denis Drescher
This is my contribution to the EA blogging carnival on cause selection. I compare cause areas and attempt a quantitative comparison between LLIN distributions and advocacy for farmed animals. In short, I will continue to fundraise for the first but but personally donate more to prioritization research within the latter area.