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"},"checkpoint_runner":{"sha256":"089a31820327499cde537bc978a44a41786d25a507f60773dcfaa8323f9facf9","encoding":"base64(zlib(utf8))","data":"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"},"method":{"steps":10000,"workers":8,"variance_rng":"numpy.random.default_rng(actual seed); uniform size [19,21], arrival [0.6,1], sigma [0.000882,0.001008], in that order","opponent":"VanillaStrategy","edge":"result.edges[submission]","se":"sqrt((sumsq-sum*sum/n)/(n-1)/n)"},"limitations":["No entry/submission. Frozen sources; obsolete raw-float gates_failed label ignored per requester correction.","Gas counters include both submission and normalizer roles; totals grouped by role/callback."]}