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","code_sha256":"a44ef471e6268dacfcdbb17e3638f5646fcf15c5f9100b4f398014ff53d1eb38","port_zb64":"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arm alone versus 30 bps VanillaStrategy; amm_sim_rs.run_batch(X, VanillaStrategy, configs, 8); separate 64-seed commands; configs follow MatchRunner._build_configs draw order.","retail_arb_edge_method":"KIT decompose reconstructs arbitrage edge from per-step reserves, prices and fees; retail edge is total edge minus arb edge; independently checks reconstructed arb volume.","missing":{"frozen":{"n":64,"seeds":[8101376,8101439],"reason":"KIT decompose assumed 4 bps initial fee; AssertionError: arb volume reconstruction error -0.02274170858800062. run_batch completed but raw batch and gas were not persisted before the assertion. Seeds 8101376..8101439 were not rerun."}},"quartile_definition":"Ascending IB retail volume within each comparison's retained paired seed set."},"gas":{"afterSwap_peak":{"ib":234958,"frozen":237476,"start":237473},"oog":null,"arms":{"ib":{"stats":[{"role":"Baseline","callback":"afterInitialize","calls":256,"ok":256,"max_ok_gas":21796,"sum_ok_gas":5579776,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"afterSwap","calls":2747826,"ok":2747826,"max_ok_gas":22592,"sum_ok_gas":61998565560,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"getName","calls":256,"ok":256,"max_ok_gas":21526,"sum_ok_gas":5510656,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterInitialize","calls":256,"ok":256,"max_ok_gas":243227,"sum_ok_gas":62266112,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterSwap","calls":2761373,"ok":2761373,"max_ok_gas":234958,"sum_ok_gas":373380413118,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"getName","calls":256,"ok":256,"max_ok_gas":21735,"sum_ok_gas":5564160,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}],"afterSwap_peak":234958,"oog":0,"afterSwap_calls":2761373,"failed_callbacks":0},"frozen":{"stats":[{"role":"Baseline","callback":"afterInitialize","calls":192,"ok":192,"max_ok_gas":21796,"sum_ok_gas":4184832,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"afterSwap","calls":2065387,"ok":2065387,"max_ok_gas":22592,"sum_ok_gas":46600802792,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"getName","calls":192,"ok":192,"max_ok_gas":21526,"sum_ok_gas":4132992,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterInitialize","calls":192,"ok":192,"max_ok_gas":243234,"sum_ok_gas":46700928,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterSwap","calls":2082692,"ok":2082692,"max_ok_gas":237476,"sum_ok_gas":282371567051,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"getName","calls":192,"ok":192,"max_ok_gas":21742,"sum_ok_gas":4174464,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}],"afterSwap_peak":237476,"oog":0,"afterSwap_calls":2082692,"failed_callbacks":0},"start":{"stats":[{"role":"Baseline","callback":"afterInitialize","calls":256,"ok":256,"max_ok_gas":21796,"sum_ok_gas":5579776,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"afterSwap","calls":2746216,"ok":2746216,"max_ok_gas":22592,"sum_ok_gas":61962185288,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"getName","calls":256,"ok":256,"max_ok_gas":21526,"sum_ok_gas":5510656,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterInitialize","calls":256,"ok":256,"max_ok_gas":243234,"sum_ok_gas":62267904,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterSwap","calls":2782336,"ok":2782336,"max_ok_gas":237473,"sum_ok_gas":377143725549,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"getName","calls":256,"ok":256,"max_ok_gas":21742,"sum_ok_gas":5565952,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}],"afterSwap_peak":237473,"oog":0,"afterSwap_calls":2782336,"failed_callbacks":0}},"known_oog":0,"coverage":{"ib":{"retained_markets":256,"requested_markets":256},"frozen":{"retained_markets":192,"requested_markets":256},"start":{"retained_markets":256,"requested_markets":256}}},"valid":false,"notes":["START and all input artifact JSON SHA256s and decoded source hashes verified; setup wheel SHA256 verified; pinned checkout and required setup passed.","Gate B measured +0.7692214604247253 over IB; raw rows retained before a JSON numpy-bool serialization failure; serialization repaired without repeating those market evaluations.","Search uses 256 markets because measured speed is between 100 and 300 markets/s. Each generation shares fresh market seeds across all 24 proposals, and no training seed is reused.","Port is the supplied IA port with three anchor literals read from W[NW:NW+3], TH read from W[NW+3:], and Numba disk caching enabled; params.scaling is unchanged.","Solidity freeze changes only numeric weight and constant literals. Code contains 1e-6 head coefficients and integer WAD constants. Gate C tests the quantized frozen values.","holdout and real statistics are local measurements; upstream performance claims are not treated as measurements from this leg.","Replica uses the supplied scalar engine with independent paths from Rust. Real confirmations use Rust directly.","A local postprocessing bug lost the first 64 frozen real-engine rows and their gas statistics. The block was not rerun, preserving the one-time seed constraint. Remaining real chunks persist raw edge/PnL/volume/gas before optional decomposition.","KIT decomposition was corrected to use each source contract's actual initial BASE_FEE. IB used 4 bps and all its completed decompositions passed the volume reconstruction check.","valid=false is conservative because real gas coverage is incomplete, not because an OOG or over-limit peak was observed. The selected weights, all three gates and the full 8192-market holdout are complete.","The full replica holdout gained +0.010427433768173483 (SE 0.00383260641235401) over START; the retained real sample was -0.024247191747080638 (SE 0.021960855476673334) over START. Real improvement is not confirmed, and the missing first frozen block prevents the requested complete confirmation. No real-engine seeds were rerun."],"validity_reason":"Incomplete real-engine score and gas coverage for frozen: 192 of 256 requested seeds retained. No OOG or excessive peak observed in retained chunks; first chunk gas is unavailable."}