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","code_sha256":"76d845f2893fa626082b580e0cc316646fd5120b920effdf1b28a2069da376eb","kit_changes":["Supplied kit sources were decoded and SHA-256 verified without modifying them.","START params mapped into normalized version-1 weights JSON; feature_ids 0..18, single net; expanded via harness.expand to 16 units with duplicated input rows/biases and zero new output weights.","Own loop prepared instead of rebinding IA-bound train guard; speed benchmark used that loop's persistent fork pool, warm-up and compilation excluded. The loop stopped before ES construction because S<100.","Additional scratch-only scripts performed paired START/IA gate B, port identity replay with fresh zero state each sequence, frozen/START holdout, and resumable real-engine chunks. No simulator, policy core, or Solidity-emitter semantics 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training improvement is claimed: the frozen wide policy preserves START.","All coefficients are quantized to 1e-6 via port.normalize before emission; diet Solidity and port share the same weights JSON.","15 supplied kit tests passed; restore-ia verified exact original IA SHA-256.","Gas probe used the exact requested seeds, with every neural weight nonzero. Frozen output weights for added units remain zero by intentional expansion.","Gate B target +0.507 was supplied by requester and START artifact; measured locally rather than inferred from real evaluation.","Gate C is the frozen expanded policy check; the same immutable manifest/hash identifies holdout and real arm.","Holdout and real results are empirical local measurements, not independent certification.","Replica warm benchmark seeds 1083998976..1083999999; no search seeds used.","Port identity instrumentation was repaired to clear its reference state between sequences before the reported successful replay."],"provenance":{"KIT_B":"https://api.imd.fun/artifacts/48cd6a10f39fc22a79c5f12398474bd65282803d59314819acd586f187015808","START":"https://api.imd.fun/artifacts/ebbd90c663c396598965b23341aea97a4501b4c971db183a8fe94a880f399979","IB":"https://api.imd.fun/artifacts/afd5183e9ff3235334e041c00b0cd19079599a2c6464db95f8c1586712105557"},"checks":{"repository_commit":"6b6921f8d463314aa7c96234e1be25a25245f704","wheel_sha256":"aedb68280aca34c110968f00148387c95885207913fb2cf19a1ab4c5cfd6887a","kit_tests":15,"kit_tests_passed":true,"IA_code_sha256":"956566e95f46dc1ed5980fae5e550de7b9da10f9b3ad8eed62f265682cfcecf2","START_code_sha256":"e1ea8fcb105e00754d17061efbe4b299a634b0fcc1b5c293d65b631654b7204b","IB_code_sha256":"301941829a44bb60977bb28181a5e4bfa6544f3696763f987054789b2611d686"}}