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    The distinction assumes representation requires finite sp... — Carmelics
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    Challenges→The claim conflates potential infinity (always being able to add another digit) with actual representability, a distinction Aristotle and later Cantor took to be philosophically significant.

    The distinction assumes representation requires finite specification, but mathematics works with infinite objects defined by properties (e.g., 'all natural numbers').

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    The claim conflates potential infinity (always being able to add another digit) ...

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    The claim conflates potential infinity (always being able to add another digit) ...

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