{"item":"k30","mode":"real-only","speed":{"markets":512,"seconds":1.4058345020748675,"markets_per_s":364.19649627629747,"workers":8,"n_steps":10000,"scope":"Warmed JIT; timed run_many including pool creation and market_config. J5 supplied port embedded into supplied market replica; no market logic rebuilt.","threshold_markets_per_s":500},"search":{"performed":false,"reason":"Measured 512-market speed below 500 markets/s; mandatory real-only branch.","requested_settings":{"library":"pycma","dims":219,"weight_dims":178,"constant_dims":41,"population":16,"markets_per_generation":512,"es_seed":730,"minimum_minutes":45,"weight_scale":0.05,"constant_exponent_scale":0.03,"constant_exponent_clip":[-1,1],"sigma_half_life_minutes":30},"generations":0,"minutes":0,"frozen":"J5 unchanged; no optimization or monitor-based selection"},"curve":[],"gates":{"A":{"sequences":50,"callbacks_per_sequence":2000,"max_fee_error_bps":0.0011742437264206096,"worst_sequence_callback":[42,1094],"passed":true,"seconds":31.81256729271263,"tolerance_bps":0.01,"trace_seed":730,"trace_method":"50 fresh deployments; 2000 callbacks each; elapsed in [0,0,0,1,1,2,8,13], random buy/sell and lognormal amount X capped at 15% reserve; constant-product reserves updated using current port fee. Same reserves and amounts passed to EVM and port."},"B":{"seeds":[7672000,7672511],"n":512,"replica_J5_minus_IA":0.8655072079761197,"se":0.033774160243544064,"reference_real_gain":0.876,"absolute_discrepancy":0.010492792023880315,"tolerance":0.15,"passed":true},"C":{"sequences":50,"callbacks_per_sequence":2000,"max_fee_error_bps":0.0011742437264206096,"worst_sequence_callback":[42,1094],"passed":true,"seconds":31.81256729271263,"tolerance_bps":0.1,"note":"Same 100000 callbacks as gate A: frozen candidate Solidity and port are unchanged J5."}},"holdout":{"n":8192,"over_T":{"mean_diff":2.307544068661547,"se":0.013528690579041706},"over_base":{"mean_diff":0.0,"se":0.0,"note":"Frozen candidate is unchanged J5 in real-only mode."}},"real":{"protocol":"Each strategy alone against 30 bps VanillaStrategy; amm_sim_rs.run_batch(X, VanillaStrategy, configs, 8). Configs follow pinned MatchRunner._build_configs draw order, using actual market seed.","chunk_size":64,"chunks":16,"vs_IB":{"n":1024,"mean_diff":0.5232863649069781,"se":0.026210348229595132,"sum":535.8452376647456,"sumsq":1000.0502457994058,"worst5":[{"seed":8416959,"diff":-2.059546441569637},{"seed":8416792,"diff":-1.9891105287676965},{"seed":8416332,"diff":-1.9323068924852578},{"seed":8416910,"diff":-1.8546373784129173},{"seed":8416496,"diff":-1.7647025595204013}],"retail_volume_y_delta":65.9144848007357,"retail_volume_y_delta_se":7.358064313345838,"arb_volume_y_delta":-175.63840880082,"arb_volume_y_delta_se":4.811258678141164,"retail_edge_delta":null,"arb_edge_delta":null},"mean_edge":{"j5":527.8228392258554,"ib":527.2995528609484},"paired_evidence":{"encoding":"base64(zlib(little-endian float64 row-major 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"},"decomposition_note":"The supplied Rust wheel exposes total edge and retail/arb volume_y, but no retail/arb edge decomposition in LightweightSimResult. Reported retail/arb deltas are volumes in quote-token units; separate edge deltas are 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downloaded artifact bytes and specified extracted payload SHA256 values checked against brief. Setup completed and StarterStrategy validated.","No search performed, as explicitly required by low-speed branch. No claim of newly trained policy or improvement over J5.","Gate B uses IA head with T constants, versus J5 head and J5 constants. T uses zero head and T constants. Supplied IA port reused; only parameter plumbing and three anchor literals replaced by vector entries.","Each real seed occurs once per arm, paired across separate markets. All real chunks persisted locally; no real-engine seeds used for selection.","Holdout is replica-only and not a fresh real-engine comparison to T.","Own measurements were generated locally; external sources identify supplied code, constants, and simulator protocol."],"local_reproduction_sha256":{"port.py":"3532efc7a1f936f5c13378faa6de6fa122e7d7a85fd05f91ae5d2caf024d6645","market.py":"5bc0612b23792b0547347535f4e313bc2e4e8c172cf236a915fbd9b72487de38","j5.npy":"0ccefe361aa3d0508949315013c3db3deda9c6ada317a707d4e96bb922a457e3","t.npy":"a7394b251e34edd48bff5dc921886eab59815744295ede0aa2740eb8bb72f54c","ia.npy":"4400a4871220d597c696b20f45fcecfafcad512d85dd1f5546817ffd8820a3ac"},"compiled_deployment_sha256":{"j5":"af403fe814f723fb74dc3b290641e63b5e5bdaf943c2d15b6eb7148e864ed642","ib":"345cbfe273190c3b629d6e624b4f19ecae919477786d13539b8bdd1ca87ed8b0","vanilla":"3bcbd8a295b9d9c357e76df36a08c6232f8afa692a2189c643fe0d029a9efc05"},"reproduction_scripts_zb64":"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"}