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    Gödel's results apply to formal systems; P vs NP is a con... — Carmelics
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    Challenges→Gödel's incompleteness results establish that some true statements are unprovable, meaning P≠NP may be true but its truth undecidable within standard axiomatic systems.

    Gödel's results apply to formal systems; P vs NP is a concrete combinatorial claim about integer complexity—likely decidable in principle.

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