I don't think I would trust anyone that doesn't have a preference on P vs. NP to evaluate this. Means they haven't thought about it much.
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I wouldn't trust anyone who thinks P=NP is plausible. It's a couple steps up from perpetual motion machines.
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Replying to @RichFelker @geoffreyirving and
The question is whether P≠NP is provable/proven, not whether it's true.
9:10 PM - 14 Aug 2017
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