I know that Gödel shows that there are true claims S that are not provable. The

I know that Gödel shows that there are true claims S that are not provable. The

I know that Gödel shows that there are true claims S that are not provable. The epistemic question is "How do we know S is true". Is it "true" in the same way that axioms of Euclid's geometry are true?

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