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","code_sha256":"c444b5d93f3581244e88a4447bf56aa1e5eb69ce9e0988bb6b8ad9320531fe6e","port_zb64":"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","port_sha256":"d8cff7a597954fb55c54a02a6b8be0105cdb60647836c743f751c9a81ad359d6","holdout":{"frozen_vs_start":{"n":8192,"mean_diff":0.031139053249443487,"se":0.004487051967727445,"retail_edge_delta":{"mean_diff":0.31820570455319624,"se":0.004706529319473775},"arb_edge_delta":{"mean_diff":-0.28706665130375275,"se":0.0023123861319425823}},"frozen_vs_IB":{"n":8192,"mean_diff":0.5782110728044033,"se":0.010549572271598756,"retail_edge_delta":{"mean_diff":-0.20016674619783464,"se":0.010329468110126496},"arb_edge_delta":{"mean_diff":0.7783778190022377,"se":0.005897999842261188}},"start_vs_IB":{"n":8192,"mean_diff":0.5470720195549598,"se":0.010443134156081715,"retail_edge_delta":{"mean_diff":-0.5183724507510308,"se":0.01010538505858936},"arb_edge_delta":{"mean_diff":1.0654444703059904,"se":0.005673180849003477}}},"real":{"seeds":[8077824,8078335],"requested_n":512,"complete":true,"mean_edge":{"frozen":532.4821819662416,"start":532.4801833918132,"ib":531.8356730231678},"protocol":"Each strategy alone vs 30 bps VanillaStrategy; amm_sim_rs.run_batch(X, VanillaStrategy, configs, 8); MatchRunner config draws with market seed; Initial 16-market batches followed by 64-market batches (up to 80 in the final batch); the final IB seed was evaluated once in a one-market timing check and merged.","frozen_vs_IB":{"n":512,"mean_diff":0.6465089430735999,"se":0.04095074170111508,"sum":331.0125788536831,"sumsq":652.7498404425994,"worst5":[[8078168,-3.810006180304754],[8078296,-2.1341395410236146],[8078313,-1.5386585051289785],[8078014,-1.369760008822709],[8078030,-1.3689613430429972]],"retail_volume_y_delta":{"mean_diff":185.69057922489588,"se":13.973835138955561},"arb_volume_y_delta":{"mean_diff":-23.834166345879048,"se":9.474321653576181},"by_quartile":{"q1":{"n":128,"mean_diff":0.556282301975104,"se":0.07135434481842375},"q2":{"n":128,"mean_diff":0.7203434287149357,"se":0.07167408922475772},"q3":{"n":128,"mean_diff":0.5984033809818605,"se":0.07898313959158179},"q4":{"n":128,"mean_diff":0.7110066606224992,"se":0.1018081895245689}}},"START_vs_IB":{"n":512,"mean_diff":0.644510368645258,"se":0.042450801215130896,"sum":329.9893087463721,"sumsq":684.1608463136757,"worst5":[[8078168,-2.939037187877034],[8078030,-2.7197792158834773],[8078296,-1.923795092746218],[8078313,-1.749723247753309],[8077975,-1.559581532300058]],"retail_volume_y_delta":{"mean_diff":74.8321476569472,"se":11.51411614679399},"arb_volume_y_delta":{"mean_diff":-176.25526819862756,"se":7.330373414643366},"by_quartile":{"q1":{"n":128,"mean_diff":0.5687383319533175,"se":0.07720000367197202},"q2":{"n":128,"mean_diff":0.7047210422851666,"se":0.0768797349081812},"q3":{"n":128,"mean_diff":0.597048489899954,"se":0.0866044322501125},"q4":{"n":128,"mean_diff":0.707533610442594,"se":0.0975190998731148}}},"frozen_vs_START":{"n":512,"mean_diff":0.001998574428341837,"se":0.017293277018584068,"sum":1.0232701073110206,"sumsq":78.24503861808431,"worst5":[[8077834,-2.4245003922878823],[8078115,-1.2260859203190648],[8078168,-0.87096899242772],[8078151,-0.8523825311383462],[8078247,-0.8523544185371748]],"retail_volume_y_delta":{"mean_diff":110.8584315679487,"se":3.8056975323755813},"arb_volume_y_delta":{"mean_diff":152.42110185274854,"se":3.982340394425161},"by_quartile":{"q1":{"n":128,"mean_diff":-0.01245602997821349,"se":0.024544026989546407},"q2":{"n":128,"mean_diff":0.015622386429769097,"se":0.03235379974254491},"q3":{"n":128,"mean_diff":0.0013548910819065618,"se":0.0365387642595377},"q4":{"n":128,"mean_diff":0.0034730501799051794,"se":0.04272926792945773}}},"retail_arb_note":"Real engine exposes total edge and retail/arb Y volumes, not separate retail/arb edge. Reported real retail/arb deltas are volume deltas. Replica holdout includes edge decompositions."},"gas":{"frozen":{"afterInitialize":{"role":"Submission","callback":"afterInitialize","calls":512,"ok":512,"max_ok_gas":243234,"sum_ok_gas":124535808,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"afterSwap":{"role":"Submission","callback":"afterSwap","calls":5540779,"ok":5540779,"max_ok_gas":237408,"sum_ok_gas":750992342538,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"getName":{"role":"Submission","callback":"getName","calls":512,"ok":512,"max_ok_gas":21742,"sum_ok_gas":11131904,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}},"start":{"afterInitialize":{"role":"Submission","callback":"afterInitialize","calls":512,"ok":512,"max_ok_gas":243234,"sum_ok_gas":124535808,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"afterSwap":{"role":"Submission","callback":"afterSwap","calls":5533601,"ok":5533601,"max_ok_gas":237574,"sum_ok_gas":750145173523,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"getName":{"role":"Submission","callback":"getName","calls":512,"ok":512,"max_ok_gas":21742,"sum_ok_gas":11131904,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}},"ib":{"afterInitialize":{"role":"Submission","callback":"afterInitialize","calls":512,"ok":512,"max_ok_gas":243227,"sum_ok_gas":124532224,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"afterSwap":{"role":"Submission","callback":"afterSwap","calls":5513506,"ok":5513506,"max_ok_gas":234965,"sum_ok_gas":745615879795,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},"getName":{"role":"Submission","callback":"getName","calls":512,"ok":512,"max_ok_gas":21735,"sum_ok_gas":11128320,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}}},"valid":true,"notes":["Setup wheel SHA256 and five input artifact content hashes verified. START/IA/IB code and available port hashes verified.","START freeze self-test reproduced original Solidity byte for byte. Only head weights, declared tunable constants and three anchor literals change. Weights frozen at 1e-6.","Gate B repeated after a local JSON serialization error (numpy bool); gate seeds unchanged; no training or holdout seeds reused.","One frozen holdout dataset was recorded for seeds 41010000..41018191; no model choice was made from holdout or real results. Real seeds 8077824..8078335 were each evaluated once per strategy.","Search ran 75.165 active minutes and stopped conservatively several minutes before the requested cutoff. This budget-allocation deviation is disclosed; the actual duration and full monitor curve are reported.","CMA sampler checkpoint replay verified identical next proposals from independent pickle loads. Explicit global RNG state recording was also added near the end of training.","Port is standalone: call strat_init(S,FROZEN,x0,y0) and strat_after(S,FROZEN,...). Flat V: head-enable at 0, 19 scales at 1:20, 19 offsets at 20:39, 178 weights at 39:NW, three anchors at NW:NW+3, TH at NW+3 onward.","Only the frozen port and Solidity are delivery source. Python experiment scaffolding and installed runtimes were in disposable test/scratch.","The initial IB holdout warm-up used the wrong vector layout and stopped before producing IB holdout results; corrected to supplied IB TH_VALUES plus HEAD0 weights. Completed frozen and START arms were retained without rerunning them."],"submission_complete":true}