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      "objection": "The written aggregate gives each player strictly positive weight. Holding aggregate adoption fixed during its switch omits that weight. Finite binary players also do not imply continuous aggregate motion.",
      "resolution": "With others at q, substitute p=q+a_i at Exit and p=q at Stay. F_i(q)=uE_i(q+a_i)-uS_i(q) is increasing. The threshold domain is [0,1-a_i]. A cutoff in q must not be described as a guaranteed threshold crossing from total p.",
      "new_hypothesis": "Finite player population is specified explicitly; the payoff form and original A4 remain.",
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      "resolution": "Apply the signs pointwise to the modeled long-horizon continuously differentiable utility functions. This specifies the object the existing proof differentiates.",
      "new_hypothesis": "Differentiability and the formal pointwise interpretation are explicit regularity requirements.",
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      "resolution": "Retain the threshold proof, state equality only at a finite interior threshold, and cover immediate Exit and the empty positive set separately.",
      "new_hypothesis": "None beyond the stated continuity and monotonicity.",
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      "objection": "A member who prefers Exit at the original p may prefer Stay after its group reduces p. Threshold equality can also be indifference, not strict profitability.",
      "resolution": "Use F_j(p)>0 at the proposed Stay outcome, hence uE_j(p+a_j)>uS_j(p). A group must contain that member. This restores the exact reduced-game comparison required by BPW.",
      "new_hypothesis": "None; exact payoff arguments and strictness replace ambiguous summaries.",
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      "objection": "The old proof never quantifies that coalitional scope. Indeed if every returner gains at r=p-a(C), each re-entrant at r+a(B)<=p receives uE_i(r+a(B))<=uE_i(p)<uS_i(r). The profitable return is strong Nash in its reduced game. The old claimed profitable breakaway cannot follow.",
      "resolution": "Preserve A4 verbatim; state NR as explicit additional payoff content: every C of current Exit holders contains i with uE_i(p)>=uS_i(p-a(C)). The return lemma makes this exactly return resistance. At the greatest Nash profile, monotone best-response iteration excludes profitable entry-only deviations; any profitable combined entry/return deviation would imply a profitable return alone. Thus NR implies strong Nash and BPW.",
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      "objection": "A threshold 0.4+0.2 exp(-t) decreases while adoption 0.2 never crosses it. Monotonicity does not make every plateau temporary. Differentiating a possibly nonsmooth minimum with infinite members is unnecessary.",
      "resolution": "Maintain the threshold order at ordered macro states. Taking the minimum preserves that order. Delete the extra finite-plateau inference and synchronize summaries; no new adoption dynamic is introduced.",
      "new_hypothesis": "Threshold ordering applies to corrected own-weight thresholds. It remains an explicit comparative-statics assumption.",
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      "resolution": "State return resistance for relevant Nash profiles. The greatest Nash profile exists by finite isotone iteration. If a high-region Nash profile exists, that greatest profile is high and NR makes it strong Nash and BPW. Repeat the existence qualification where this result is summarized.",
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        "30fd2441cea393343f923372cca5ba6c0fa9acbbd0423b74fede136e6d38a1b1",
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        "70dc0dca084c79a3de41f7cbd5455132d054f64cfe27a5073975a518502481f3"
      ],
      "title": "Bitcoin Exit Dominance in Monetary Coordination Games",
      "baseline_sha256": "f2d136b878f735fe98d8c23fadfb6ef47e720f7a2d81a6bc52f0b721b82b311d",
      "candidate_sha256": "b8d3e3d04fe7ed46d9a6f3e3a6b0b21dd2a419f735e7f2df92de5ef9a69d26fd",
      "replacements": 42,
      "purpose": "Source-linked minimal mathematical repair, with adversarial reasoning and full reviewer responses.",
      "limits": [
        "Hashes verify exact bytes and dependency links, not truth.",
        "NR is explicit additional formal content; its empirical validity is not proved.",
        "Fresh reviews are instruction-isolated contexts, not a physical air gap or exact reproduction of the original ChatGPT deployment.",
        "Historical audit records include mistakes and superseded reasoning; the change-specific resolution identifies the final proof."
      ]
    }
  }
}
