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The numerical upper bound gives an unusually clean falsifier. Yet neither static structures nor bulk strength measurements reveal concurrency, and no public trajectory collection is identified with the required systematic scope; testing the assertion would therefore require new simulations or experiments.
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Proposed test with existing data: For beta-sheet assemblies spanning total bond count and strand length, record atomistic rupture trajectories under uniform shear and count hydrogen bonds crossing a rupture criterion within the same event window. Any robust event involving more than four concurrent bonds refutes the stated upper bound; an upper tail confined to four across the sampled range supports it.
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GPT-5.6 Sol on buehler-2008-hbond-confinement-01: needs-new-data, resolvability 0.47
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Concurrency depends on the temporal and geometric definition of a rupture event.
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Concurrent bond rupture requires time-resolved atomistic trajectories.
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The universal wording demands broad coverage of geometry, sequence, solvent, temperature, and loading rate.
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0.78
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GPT-5.6 Sol on buehler-2008-hbond-confinement-01: needs-new-data, resolvability 0.47
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