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Originally Posted by inBOIL
Some infinite sets are larger than others. For example, one might consider that the infinite set consisting of all possibilities for God is smaller than the infinite set consisting of all possibilities for no God. If the first set turns out to be infinitely smaller than the second, one might conclude that the chance of God existing is infinitely small.
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I'm not sure how one could make this distinction as, by definition, infinite is undefined and inmeasurable. So there'd be no way of knowing this aside from simply assuming it to be true.