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","port_sha256":"f63227c5e0f63633efd132d6fb402ede665e5c9cb24481911471e8dc20a3362d","replica_validation":{"frozen_vs_start":null,"frozen_vs_IB":null},"real":{"seeds":null,"paired_vs_IB":null,"retail_delta":null,"arb_delta":null,"mean_edge":null},"gas":{"afterSwap_peak":null,"oog":null,"gas_stats":null},"valid":false,"notes":["Setup succeeded at required repository commit; wheel SHA256 matched. All five downloaded artifact JSON hashes matched URL IDs, including T referenced by START. START code and port hashes and replica/RS2 source hashes matched declared values.","No search performed because speed gate failed. START weights and code returned unchanged; no monitor selection performed. No Gate C, holdout, real-engine evaluation or gas measurement performed. valid=false indicates incomplete validation, not a measured OOG.","Gate A adapted supplied differential test: 50 sequences of 2000 swaps, initialization included; seeds 310000..310049. START head weights populated in TH tail. Gate B seeds 7132768..7133279; HA W1 padded with six zero columns.","Speed rerun alone after EVM test exited; same 512 seeds and 10000 steps, compiled callback warmup excluded. Initial overlapping speed measurement: 116.97571057671013 markets/s.","Inherited restart describes prior START training only; generations=0 and train_seeds=null describe this item."]}
