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real-unit values by name. Unlike incoming START, these are scalars, not [IA, START] pairs. Integers are rounded and other constants frozen to WAD literals."},"port_usage":"port.py strat_init(S,V,x0,y0)/strat_after(S,V,...) with V = [1, IA feature_multipliers(19), IA feature_offsets(19), W1(8x19 row-major), b1(8), W2(2x8), b2(2), ANCHOR_COUNT_CAP, ANCHOR_LINEAR_K, ANCHOR_QUADRATIC_K, port TH_VALUES with the 38 named constants replaced]","holdout":{"seeds":[41030000,41038191],"evaluated_once":true,"frozen_vs_start":{"n":8192,"mean_diff":0.017328627995155756,"se":0.004179344044691445,"sum":141.95612053631595,"sumsq":1174.50174937794,"worst5":[[41037197,-11.189697899102725],[41034371,-3.7667132672060006],[41037711,-3.705248127445998],[41030764,-3.5062592150507044],[41030261,-2.9286287994406166]],"retail_edge_delta":0.021779284110674715,"arb_edge_delta":-0.004450656115518252},"frozen_vs_IB":{"n":8192,"mean_diff":0.6278999725701064,"se":0.009652573175135053,"sum":5143.756575294312,"sumsq":9481.679757511805,"worst5":[[41037496,-16.77457173349393],[41033158,-6.247963544438676],[41030764,-4.871215721282965],[41036954,-4.25126408835888],[41032064,-3.9557328660979465]],"retail_edge_delta":-0.3703159225047194,"arb_edge_delta":0.9982158950748258},"start_vs_IB":{"n":8192,"mean_diff":0.6105713445749508,"se":0.00977042302402496,"sum":5001.800454757997,"sumsq":9459.464422050227,"worst5":[[41037496,-16.63496666122876],[41033158,-6.148692311341279],[41037429,-4.0853666894875005],[41032064,-3.9787633844327956],[41037712,-3.58926458416272]],"retail_edge_delta":-0.3920952066153941,"arb_edge_delta":1.002666551190344},"mean_edge":{"frozen":528.3645613623444,"start":528.3472327343493,"ib":527.7366613897742}},"real":{"seeds":[8119808,8120319],"chunks":64,"frozen_vs_IB":{"n":512,"mean_diff":0.686148612126382,"se":0.045012466525030666,"sum":351.3080894087076,"sumsq":771.14794640681,"worst5":[[8120020,-2.06351693982117],[8120004,-1.9779421012233342],[8119940,-1.7004789460999064],[8120099,-1.6436243098866044],[8119878,-1.425883266192045]],"retail_volume_y_delta":126.34425345150841,"retail_volume_y_delta_se":12.082380417378356,"arb_volume_y_delta":-92.63519628612002,"arb_volume_y_delta_se":7.9739584711785705},"start_vs_IB":{"n":512,"mean_diff":0.6906363485242065,"se":0.04672433240544706,"sum":353.60581044439374,"sumsq":815.3983902188986,"worst5":[[8120020,-2.17738671908387],[8120004,-2.137560108027742],[8120099,-1.633954646717143],[8119811,-1.483035979956071],[8120273,-1.28708621467797]],"retail_volume_y_delta":133.20417108386755,"retail_volume_y_delta_se":12.119100076497446,"arb_volume_y_delta":-119.65875180031384,"arb_volume_y_delta_se":7.762820719369052},"frozen_vs_start":{"n":512,"mean_diff":-0.0044877363978245155,"se":0.015150724432319582,"sum":-2.297721035686152,"sumsq":60.06648532433104,"worst5":[[8119858,-1.520211806458292],[8120053,-1.5078960889818518],[8119888,-1.2099395908160204],[8120307,-1.2015479249840268],[8120025,-1.1876350202801405]],"retail_volume_y_delta":-6.859917632359128,"retail_volume_y_delta_se":2.3523415573646225,"arb_volume_y_delta":27.023555514193816,"arb_volume_y_delta_se":2.321419392534445},"mean_edge":{"ib":529.1887242348546,"frozen":529.874872846981,"start":529.8793605833789},"by_quartile_of_IB_retail_volume":{"frozen_vs_IB":[{"q":1,"n":128,"mean_diff":0.6720931422267578,"se":0.06034493331394202,"sum":86.02792220502499,"sumsq":117.0151789906661,"worst5":[[8120273,-1.19033930030065],[8120299,-0.8013489701618255],[8119835,-0.4090386483548514],[8120256,-0.3520303113301111],[8120032,-0.32168425563571645]],"retail_volume_y_delta":-113.55857245589408,"retail_volume_y_delta_se":12.881862476912081,"arb_volume_y_delta":-234.613262151416,"arb_volume_y_delta_se":13.071053902099989},{"q":2,"n":128,"mean_diff":0.8134267782491875,"se":0.12208354030770978,"sum":104.118627615896,"sumsq":326.97865689075286,"worst5":[[8119811,-1.3327483163722036],[8120019,-1.2335192248397107],[8119999,-1.0950999974566002],[8119988,-0.5615371885485274],[8120236,-0.5009072386557136]],"retail_volume_y_delta":28.56163380787075,"retail_volume_y_delta_se":22.834607711177227,"arb_volume_y_delta":-145.34687261807926,"arb_volume_y_delta_se":12.487876019709878},{"q":3,"n":128,"mean_diff":0.6287786158826654,"se":0.08622343317758455,"sum":80.48366283298117,"sumsq":171.46131996996516,"worst5":[[8119940,-1.7004789460999064],[8120099,-1.6436243098866044],[8119878,-1.425883266192045],[8120162,-0.8455187685207193],[8120314,-0.8198740250588799]],"retail_volume_y_delta":163.92697418270416,"retail_volume_y_delta_se":13.187323011135604,"arb_volume_y_delta":-62.78851728213613,"arb_volume_y_delta_se":11.421042845560725},{"q":4,"n":128,"mean_diff":0.6302959121469174,"se":0.0803083128508745,"sum":80.67787675480542,"sumsq":155.6927905554258,"worst5":[[8120020,-2.06351693982117],[8120004,-1.9779421012233342],[8120305,-1.3445841636236082],[8120131,-0.8058853456586803],[8120033,-0.7499037027525901]],"retail_volume_y_delta":426.4469782713528,"retail_volume_y_delta_se":15.477003730362433,"arb_volume_y_delta":72.20786690715133,"arb_volume_y_delta_se":12.82711454223389}],"start_vs_IB":[{"q":1,"n":128,"mean_diff":0.6525852202340419,"se":0.06180888306223421,"sum":83.53090818995736,"sumsq":116.6144510584106,"worst5":[[8120273,-1.28708621467797],[8120299,-0.8642565070780392],[8120212,-0.8329265279803053],[8119835,-0.4779334724605633],[8120032,-0.4740947275462304]],"retail_volume_y_delta":-98.755208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strategy alone vs 30 bps VanillaStrategy; amm_sim_rs.run_batch(X, VanillaStrategy, configs, 8); configs use baseline settings and MatchRunner draw order with the specified market seed.","retail_arb_note":"Real retail/arb deltas are Y-volume deltas per market; replica holdout reports edge deltas."},"gas":{"ib":{"afterSwap_peak":234957,"afterInitialize_peak":243227,"oog":0,"other_failures":0,"afterSwap_calls":5499065},"frozen":{"afterSwap_peak":237568,"afterInitialize_peak":243234,"oog":0,"other_failures":0,"afterSwap_calls":5527218},"start":{"afterSwap_peak":237565,"afterInitialize_peak":243234,"oog":0,"other_failures":0,"afterSwap_calls":5524862}},"valid":true,"notes":["Setup ran once in the pinned checkout, verified the wheel SHA256, and validated StarterStrategy. Input JSON bytes match all five content-addressed artifact URLs; START/IB decoded Solidity and ports match their hashes, and replica_source matches 1e4c44b4bffbdeed65872ee15d46dbde209bf5aa11014329d13d100507b4040c. All KIT-B decoded blobs also match their supplied hashes.","Gate A used five separate commands of 10 sequences, 2000 swaps each. Feature affine literals were read from START Solidity because START params describes them only as unchanged from IA; IB has different scaling. An initial incorrectly packed harness trial was corrected before the gate was accepted.","Gate B used IB in its own exact port and START in its own exact port. Replica RNG paths differ from Rust; the prescribed gain comparison passed.","Freeze routine reproduces the original START Solidity byte for byte with START values. The candidate changes only learned weight and named constant literals (including anchors). Weights frozen to 1e-6; constants to WAD; integer caps rounded. Port source is unchanged from START; all frozen parameters are arguments.","Search ran in commands of about seven minutes with a checkpoint after each generation. Shared fresh seeds advance by 512 per generation. Monitor seeds are reused only for the mandated monitoring. Warmup/speed probes used 1299000000..1299001535; these do not intersect training or evaluation blocks.","Stopped search at least 30 minutes before the task deadline. Holdout was evaluated once after freezing. Real arms run once per seed in separate 64-seed commands. The first IB chunk was run during training to check the confirmation runner; it is included once in the final arm.","All reported evaluation and gas measurements were produced locally in this item. No leaderboard or deployment claim is made.","Selection and confirmation: the best monitored ES mean gained +0.0330861 (se 0.0073256) over START at generation 280 / minute 40.10. Frozen holdout gained +0.0173286 (se 0.0041793) over START. Real frozen minus START was -0.0044877 (se 0.0151507), so this real block does not confirm an improvement over START. Frozen minus IB was +0.6861486 (se 0.0450125); START minus IB was +0.6906363 (se 0.0467243). The monitor-selected point is returned under the prescribed selection rule, without selecting again on the holdout or real results."],"code_zb64":"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","port_sha256":"e87231ca0fcdc5a009d143e479b739065b0ec498970ff773970cd5b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