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","code_sha256":"a57088f013824939a4afe40f1de3574e9447ec7d0af2a0a5d59b36095e4f0f1d","port_zb64":"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artifact fe2320b5; search z=0 at J5 frozen weights and 41 constants","ib":"IB artifact afd5183e; IB evaluated in its supplied port for replica holdout","input_hashes":"J5, IA, IB and KIT-B JSON SHA256 matched URL IDs; all decoded code, port, replica, differential test and KIT-B component hashes matched; wheel hash matched setup script","training":"pycma population 16, seed 20261207; each generation used new seeds 1136000000+M*g through +M-1, shared by proposals; 2048 fixed monitor seeds every 5 search minutes","protocol":"Each real arm ran alone against 30 bps VanillaStrategy on identical 512 fresh seeds; configs per MatchRunner._build_configs with seed replaced by market seed; eight Rust workers","retail_arb":"Real retail/arb edge split reconstructs arb trade profits from prior step spot and fee using pinned Rust arbitrage formulas; retail edge is total less arb edge; volume deltas are in Y","frozen_point":"Best monitored CMA mean, weight coefficients rounded to 1e-6, named constants to WAD integers, integer caps rounded","sources":"See sources.json for J5, IA, IB, replica, differential test and pinned engine sources"}}