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from CG"}},"input_hashes":{"2333ecf28d4356bd232b85c1e55842e94e1ada05e1cd067830b5625dfdbc5336":"2333ecf28d4356bd232b85c1e55842e94e1ada05e1cd067830b5625dfdbc5336","ebbd90c663c396598965b23341aea97a4501b4c971db183a8fe94a880f399979":"ebbd90c663c396598965b23341aea97a4501b4c971db183a8fe94a880f399979","e8a7a2af9039c24b8bb2d3b5fa1c9113606cbf5a480ac07d02ca26750f1752ea":"e8a7a2af9039c24b8bb2d3b5fa1c9113606cbf5a480ac07d02ca26750f1752ea","T3_code":"cb6d945511e1e10af78baa64c2a6cb25806f0998403ce6440654bfc3c70092d9","CG_port":"b29cd2a078b4c3fc57945a79e927624dd346c44d8cc149dae43f4929aa6d736b","replica_source":"1e4c44b4bffbdeed65872ee15d46dbde209bf5aa11014329d13d100507b4040c","HA_code":"99e3a2eceae0e5543d27473859e10b005d0ce0aa7067f2e1a24d1e0e4a7390fe","wheel":"aedb68280aca34c110968f00148387c95885207913fb2cf19a1ab4c5cfd6887a","checkout":"6b6921f8d463314aa7c96234e1be25a25245f704"},"notes":["Speed measured on 512 full 10000-step replica markets after Numba warmup, all 16 available cores; process-pool startup included.","No training in the mandatory real-only branch. Returned code and params are T3 unchanged, not a new improved policy. Real comparison is T3 minus HA as required by step 3.","Each real arm used run_batch(bytecode, VanillaStrategy, configs, 8). Config draw order and defaults match MatchRunner._build_configs with RNG and market seed both set to the specified seed. The two independent arms shared CPUs during execution but never a market.","Real engine was segmented into bounded commands; each real seed used once per arm. No real confirmation seeds outside 8988000..8989023 were consumed.","Retail and arbitrage edge deltas are unavailable in the installed run_batch result API; nulls report this limitation. Retail and arb volume deltas and total pnl delta are supplied.","Gate B re-evaluates the provided CG port versus its head-disabled T baseline; exact supplied port logic retained, with anchors and TH read from the parameter vector.","Gate A records first 2000 genuine callbacks from each specified replica seed, then replays identical trades through fresh independent EVM and float states. No synthetic stress trades.","No leaderboard placement or real gain over T is claimed.","Two initial whole-batch commands (HA 496 markets and T3 512) reached their 470-second cap without returning any results; no observations were available or used. Those prescribed seeds were restarted in checkpointed 16-market microbatches. The final paired statistics contain exactly one returned observation per arm per prescribed seed."],"evidence":{"paired_edges_json_zb64":"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","encoding":"base64(zlib(UTF-8 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