{"item":"j126","mode":"real-only","speed":{"markets":512,"seconds":3.5341853499412537,"markets_per_s":144.8707267174062,"processes":2,"mean_edge":528.0345677304855,"n_steps":10000,"seeds":[309000,309511],"warm_compile_excluded":true,"pool_startup_included":true},"gates":{"A":{"max_error_bps":5.7471258602809216e-05,"passed":true,"sequences":50,"callbacks_per_sequence":2000,"seeds":[310000,310049],"seconds":23.291705183219165},"B":{"mean_diff":1.920372244773669,"se":0.04445924198500627,"n":512,"expected":2.0,"tolerance":0.15,"passed":true,"seeds":[7232768,7233279],"seconds":12.7034088880755},"C":{"passed":true,"max_error_bps":5.7471258602809216e-05,"tolerance_bps":0.1,"measurement":"Reuses A: the frozen policy remains identical to T3. A tested the same frozen Solidity and port at the tighter 0.01-bps tolerance; no new policy was frozen."}},"search_settings":{"performed":false,"reason":"T3 replica speed below 500 markets/s; step 3 selects T3 minus HA on 1024 real seeds.","requested_setting":"A","requested_dimension":219,"requested_population":16,"requested_es_seed":926,"requested_sigma0":0.5,"base_search_settings":{"method":"CMA-ES (pycma 4.x) over 219 = 178 head weights + 41 constants","start":"CG's frozen weights and T's constants (fe2320 params.constants start values)","weights":"w = w0 + 0.03 * rms(block) * z, blocks W1,b1,W2,b2","constants":"c = c0 * 2^(0.02 z), exponent clipped to [-1,1]; decays d = 1-(1-d0)*2^(0.02 z); ELAPSED_CAP, DIR_IMPACT_MULT, STEP_COUNT_CAP, ANCHOR_COUNT_CAP rounded","population":16,"es_seed":773,"sigma0":1.0,"sigma_cap":"sigma0 * 0.5^(minutes/30), applied before ask and after tell","train":"512 fresh markets per generation shared by population and T, from seed 1416000000 up, none reused","train_seed_range":[1416000000,1416818175],"fitness":"mean edge minus T on the generation markets","generations":1598,"search_minutes":55.33,"monitor":"CMA mean on seeds 30000000..30002047 at start and every 5 minutes; best monitored point frozen"}},"curve":[],"holdout":{"over_T":null,"over_base":null,"reason":"Not applicable to real-only branch."},"real":{"protocol":"Each arm alone versus 30 bps VanillaStrategy, amm_sim_rs.run_batch(X, VanillaStrategy, configs, 8). MatchRunner._build_configs draw order and ranges, rng seed = config seed = market seed. Paired differences are T3 minus HA. No confirmation seed 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from CG"}},"notes":["SETUP passed at pinned commit 6b6921f8d463314aa7c96234e1be25a25245f704; wheel hash aedb68280aca34c110968f00148387c95885207913fb2cf19a1ab4c5cfd6887a verified. All specified artifact and extracted-source hashes matched.","No training, new candidate, holdout or second real block was required by the measured-speed real-only branch. T3 source, weights, constants and scaling are returned unchanged.","Gate A uses the first 2000 callbacks of each full 10000-step replica market at seeds 310000..310049; no synthetic trades. The supplied CG numerical port is used with T3 weights and constants, including its three toxicity-anchor constants exposed as TH entries. No strategy logic was rebuilt.","Real retail/arb volume and pnl deltas cover all 1024 paired markets. The first 128 T3 markets did not retain step data needed for retail/arb edge decomposition; full-block edge split is null. The separately labeled edge_decomposition_subset reports the remaining 896 paired seeds, using the supplied kit constant-k reconstruction and checking its reconstructed arb volume against Rust. Seeds were not rerun to fill the missing split.","Gas statistics aggregate amm_sim_rs.gas_stats() snapshots across all chunks, per role and callback. Calls include getName, afterInitialize and afterSwap; the 245000 ceiling applies to afterSwap only.","Statistical SE is paired sample standard deviation / sqrt(n); wins counts positive paired edge differences, worst5 lists the five lowest (seed,difference). This result reports local measurements, not a leaderboard submission."],"measurement_sources_zb64":"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","measurement_sources_sha256":"b54db092035639dcb44c844193c05180f7e83ee7242707aebbcf14f1649cc8c1","paired_edges":{"format":"zlib compressed binary, base64; row-major little-endian float64, columns T3 edge and HA edge; seeds in ascending order 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