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    The claim that a is a natural number follows not from log... — Carmelics
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    Challenges→If Precedes(n,a) and n is a natural number, then a is a natural number

    The claim that a is a natural number follows not from logical necessity but from the substantive mathematical axiom embedded in the ancestry construction.

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    Proof of definition segments1 linkedTruth & Knowledge1 linked

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    If Precedes(n,a) and n is a natural number, then a is a natural number

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