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    If s1 and s2 share all spatiotemporal properties and are ... — Carmelics
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    Challenges→s1 is not absolutely identical to s2 (s1 ≠ s2).

    If s1 and s2 share all spatiotemporal properties and are composed of the same matter at every moment, Leibniz's Law yields identity, not distinctness.

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    s1 is not absolutely identical to s2 (s1 ≠ s2).

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