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by dilemma
3338 days ago
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>2. Gödel's Incompleteness Theorem only applies to systems that are perfectly logically consistent. Not sure how Penrose didn't notice, but humans... aren't. Why are humans not logically consistent then, if they are as materialists claim, something that can be abstracted with a computer program if we have full information of their workings? |
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When I say "systems that are perfectly logically consistent" and "humans... aren't", I'm saying that the ideas humans have in their heads are not logically consistent. It's possible to write down "2+2=5" on a piece of paper, even if 2 plus 2 doesn't actually equal 5, and it's likewise possible for humans to believe "2+2=5" even if 2 plus 2 doesn't equal 5.