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    Practical mathematics rarely depends on Z-specific limita... — Carmelics
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    Challenges→If 'Zermelo's axioms' denotes Z rather than ZF, some independence results require separate proofs, since Z and ZF have different proof-theoretic strengths.

    Practical mathematics rarely depends on Z-specific limitations; independence proofs that differ between systems are specialized technical concerns, not central theorems.

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    If 'Zermelo's axioms' denotes Z rather than ZF, some independence results requir...

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    If 'Zermelo's axioms' denotes Z rather than ZF, some independence results requir...

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