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","code_sha256":"65ac7756937a539752e2644e005d221124f87c318ff1ff5965ad7c6cd7c6a536","port_zb64":"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","port_sha256":"b7eab7ab1ad8205161017e4d22fa549e0ac834cfbc151d31e550a3ef6362f820","holdout":{"seeds":[41010000,41018191],"frozen_vs_start":{"n":8192,"mean_diff":0.07931102912683861,"se":0.008053699384140075},"frozen_vs_IB":{"n":8192,"mean_diff":0.26275295741144367,"se":0.008782630923575235},"start_vs_IB":{"n":8192,"mean_diff":0.18344192828460504,"se":0.008070827946364469},"note":"IB run in its own port (ib_port from IB port_zb64) inside the same replica"},"real":{"seeds":[8091136,8091647],"protocol":"each strategy alone vs 30 bps VanillaStrategy, amm_sim_rs.run_batch(X, Vanilla, configs, 8) in 64-seed chunks, configs per MatchRunner._build_configs ranges/draw order with seed = market seed","frozen_vs_IB":{"n":512,"mean_diff":0.2969706333840344,"se":0.03439686601612193,"sum":152.0489642926256,"sumsq":354.7025107287439,"worst5":[[8091644,-2.3737352727964662],[8091180,-1.7347022485789694],[8091460,-1.6191534886274326],[8091468,-1.5913735765748243],[8091346,-1.5147097452874618]]},"start_vs_IB":{"n":512,"mean_diff":0.17314125229908783,"se":0.028472547989145065,"sum":88.64832117713297,"sumsq":227.45007801534297,"worst5":[[8091612,-2.528783252049948],[8091180,-2.4220518765783936],[8091468,-1.6710241717347571],[8091405,-1.6360893604208968],[8091579,-1.5383782999505229]]},"frozen_vs_start":{"n":512,"mean_diff":0.12382938108494657,"se":0.028063348837392976,"sum":63.40064311549264,"sumsq":213.89954899565822,"worst5":[[8091644,-1.9326740898077333],[8091320,-1.4453764863238803],[8091294,-1.3914454798403995],[8091295,-1.3757366919134597],[8091224,-1.3286920433987461]]},"mean_edge":{"IB":530.6267068371916,"START":530.7998480894908,"FROZEN":530.9236774705756},"retail_arb":{"note":"edge-level retail/arb split not computed (no arb-edge reconstruction function was available in this run); deltas below are of retail_volume_y and arb_volume_y from run_batch, paired","frozen_vs_IB":{"retail_volume_delta":{"n":512,"mean_diff":29.940214728018518,"se":7.054869376256435},"arb_volume_delta":{"n":512,"mean_diff":-185.206526104495,"se":6.648921240462953}},"start_vs_IB":{"retail_volume_delta":{"n":512,"mean_diff":-44.923110918793526,"se":4.8876034820115795},"arb_volume_delta":{"n":512,"mean_diff":-72.66069153301419,"se":5.292067171754017}},"frozen_vs_start":{"retail_volume_delta":{"n":512,"mean_diff":74.86332564681204,"se":4.8446651874768785},"arb_volume_delta":{"n":512,"mean_diff":-112.54583457148081,"se":4.43694816989046}}},"by_quartile_IB_retail_volume":{"edges":[70141.72533132065,78803.28647309706,87159.83415351313],"frozen_vs_IB":{"q1":{"n":128,"mean_diff":0.28884649544137053,"se":0.05366642686213649},"q2":{"n":128,"mean_diff":0.3308172366503901,"se":0.06829754402818865},"q3":{"n":128,"mean_diff":0.2779888193003015,"se":0.06317627208878332},"q4":{"n":128,"mean_diff":0.29022998214407547,"se":0.08656493072791122}},"start_vs_IB":{"q1":{"n":128,"mean_diff":0.2626473608166622,"se":0.04655049677556935},"q2":{"n":128,"mean_diff":0.17174074979183285,"se":0.057717714053804284},"q3":{"n":128,"mean_diff":0.12521897481667743,"se":0.05820142301372317},"q4":{"n":128,"mean_diff":0.13295792377117888,"se":0.06378082061471028}}}},"gas":{"IB":{"afterInitialize":{"calls":512,"max_ok_gas":243227,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"afterSwap":{"calls":5526031,"max_ok_gas":236982,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"getName":{"calls":512,"max_ok_gas":21735,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}},"START":{"afterInitialize":{"calls":512,"max_ok_gas":243237,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"afterSwap":{"calls":5523279,"max_ok_gas":235351,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"getName":{"calls":512,"max_ok_gas":21745,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}},"FROZEN":{"afterInitialize":{"calls":512,"max_ok_gas":243237,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"afterSwap":{"calls":5519467,"max_ok_gas":235474,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"getName":{"calls":512,"max_ok_gas":21745,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}}},"valid":true,"notes":["All artifact JSON sha256 equal their URL ids; START code e1ea8fcb, IA port b29cd2a0, IB code 301941829a (matches the goal), replica 1e4c44b4, wheel aedb6828, checkout 6b6921f8.","Port: IA port as given, only change: anchor literals 674/0.712696.../1.295240... read W[NW],W[NW+1],W[NW+2] and TH is passed as an argument (parameter vector = W (NW+3) then TH). Freezing START reproduces IG Solidity byte for byte.","Search: z (219) = 178 head weights (w = start + 0.05*rms(block)*z) + 41 J5 constants (start*2^(0.03z), decays via 1-d, x clipped [-1,1], integers rounded); fitness = mean replica edge on the generation seeds, shared by the population.","Monitor gain was small and noisy (+0.079 at 10 min, then +0.024..+0.054); the frozen point is the 10-minute ES mean. Real IB and START arms ran concurrently with the search (4 CPUs).","Retail/arb edge split was not computed; volume deltas given instead. Seeds 8091136..8091647 used once for real; 41010000..41018191 once for holdout."]}