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High-degree polynomial complexity is indistinguishable from exponential complexity (or worse) for all practical purposes.https://twitter.com/Atrix256/status/1199822770525200384 …
(I'm going first)Not sure if that qualifies as "programming" or CS though..
Wouldn't it be hilarious if it turns out that P=NP, but there's also a proof that the best polynomial algorithm for SAT has polynomial complexity of a ridiculously high order? Like SSCG(TREE(g64)) ridiculous? 
A large enough constant time factor in your algorithm makes the distinction between NP and P pointless exercise.
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