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","port_sha256":"ed3f6de404dce62ec6af997b851712362595643a4fb75b8bedc9fe8ca9f79c45","sources":{"HA":"https://api.imd.fun/artifacts/2801efc8190e86318dd922d4a7179f63684d77a226047fc2f3c78232963eb690","T":"https://api.imd.fun/artifacts/6ac5e013b7b1fb4c5e7bdcdfec0aba28b16824e18ccf39500f258533879faffe","replica":"https://api.imd.fun/artifacts/e8a7a2af9039c24b8bb2d3b5fa1c9113606cbf5a480ac07d02ca26750f1752ea","RS2_port":"https://api.imd.fun/artifacts/d845a4b94eab87f23956fd1939c0135d955df212d1f3037f2a761c178cef7a0e","kit":"https://api.imd.fun/artifacts/0d8194e9f6e0017dc4e515cdb04c048efc292935bb1d18e3336091fe81154786","IA":"https://api.imd.fun/artifacts/df0ddfdf122c88641513dd179980fce475f42a912a184f812d213f27db7c14df"},"holdout":{"frozen_vs_start":null,"skipped_reason":"below-100 markets/s branch: no search; frozen candidate retains zero new weights"},"real":{"paired_vs_IB":null,"paired_vs_start":null,"by_quartile":null,"skipped_reason":"below-100 markets/s branch ends after steps 1-2; no searched candidate was produced"},"gas":{"probe_submission":[{"role":"Submission","callback":"afterInitialize","calls":16,"ok":16,"max_ok_gas":176924,"sum_ok_gas":2830784,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterSwap","calls":174797,"ok":174797,"max_ok_gas":131829,"sum_ok_gas":18288057518,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"getName","calls":16,"ok":16,"max_ok_gas":21774,"sum_ok_gas":348384,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}],"afterSwap_peak":131829,"oog":0},"valid":true,"notes":["START and IB code digests were checked; START code SHA-256 matched e1ea8fcb105e00754d17061efbe4b299a634b0fcc1b5c293d65b631654b7204b and IB matched its required digest.","The 20th input was scaled on 256 replica markets at seeds 1083999000..1083999255. Its eight W1 weights and both output-side effects remain zero because search was skipped.","Gate A/C were executed as three contiguous chunks covering all 50 required sequences and 100,000 swap callbacks. The START comparison was exact on those callbacks.","Gate B values are the verified supplied START artifact measurements on its stated fresh real-engine seeds; the low-speed branch did not run a new real-engine ranking."]}