MdxG+HuNNXrRpscK5UYoxg==;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;^
Introduction to Effective Altruism
Effective altruism employs rational, evidence-based methods to optimize how effectively we spend our various limited resources on improving the world. (Here’s a recent “Introduction to Effective Altruism” that will hopefully continue to be updated in light of new insights.)