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    Quantifier ranges in formal systems are defined by axioms... — Carmelics
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    Challenges→If 'a > n for every natural number n' can only be verified schema-theoretically and never instancewise, the quantifier range presupposes what it purports to prove.

    Quantifier ranges in formal systems are defined by axioms (like Peano's), not presupposed; the claim conflates semantic interpretation with logical justification.

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    If 'a > n for every natural number n' can only be verified schema-theoretically ...

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    If 'a > n for every natural number n' can only be verified schema-theoretically ...

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