{"_credit":"Taylor (gtmcknight), amm-sim@4812a6382311624e1506aca131ca35c378f930d9 research/solved","item":"exact-lb4","status":"partial: exact Q ready; full offline engine assets absent","ready":false,"q_ready":true,"readiness":{"P":"observed pass","exact_baseline_restore":"55 archive-member checks; source and blob verified","working_Q":"live self-pair/resume; offline core","reason_not_fully_ready":"Full offline engine bootstrap assets are not delivered; exact Q core is delivered."},"gates":{"P":"pass","Q":"runner demonstrated, full gate not run","T":"choose smoke only","F":"choose smoke only","G":"baseline screening pass","E":"not run; zero fresh simulations"},"baseline":{"lb4":{"characters":49905,"creation_sha256":"ba64ac8f6779dd3fcff1c8d2662862f74cb039bde4caf5e1bce5a8c1adad48b2","runtime_bytes":22946,"runtime_sha256":"dab7d69ddb7a172624b37828021941904406326442fb11f750a727e16707d017","source_sha256":"a243bb3570545fb614d8995ced61e811db8e075af68e636add20eaf8fbaeebfb","reference":"policy.TellPolicy(blob,4,.0001)","policy_sha256":"962135885c1ad1ef142ed4b364870869e61948982c165ca2426ee864c1f10b51","driver_sha256":"81ec1136146777e10056c3a1e1ad5282de5a1b53e90d425decefc288e5948aac"},"qt1":{"characters":42990,"creation_sha256":"0af76fa66572167378c48100a70dcd8e64b58eb28cdd94b2e3456c95f367445f","runtime_bytes":20605,"runtime_sha256":"79c8d6c305ec6dfc29770b27cfb15b6cbd57b1fb01a23309cf8c131ca5c70189","source_sha256":"c68887cff61180e12ba2b1ceb333edf76a830f91f63b5d775a8806fb9ec08aca","reference":"qmref.QMRef(blob)"},"blob_sha256":"3ac7cb8811ecfb6a17f499aa4e9b70dd55f7fb6432b3aec3b904e11a3dece38e","source":"sources.json[8],[9] (zero-based); adapter/pins.json; evidence/restoration.json","substitutes_used":false},"P":{"evidence":"evidence/P.json","gates_py_sha256":"603280c1f595ca163ffaf2ba1ebdc7945fdb08dabae67fc53c922d39e1cce604","source":"sources.json[6],[7] (zero-based)","twelve_values_equal_published":true},"parity":{"evidence":"evidence/parity.json","choose_seeds":[64000,64001,64002,64003,64007,64012,64013,64014,64031,64063,64127,64255,64511,64767,65022,65023],"lb4_fallback_max_edge_error":0.0,"lb4_fallback_all_callback_hashes_equal":true,"qt1_shadow_max_applied_fee_error_bps":1.887e-11,"qt1_shadow_max_raw_fee_error_bps":552.9649232842102,"raw_fee_note":"Raw Python fees can exceed the engine 10% clamp","qt1_kernel_closed_loop_max_edge_error":1.305124897044152e-10,"kit_full_run_vs_exact_port_max_edge_error":0.008075720245528828,"backend":"exact reference for every Q arm; no compiled TellPolicy in kit"},"bank_audit":{"evidence":"evidence/bank-audit.json; evidence/kit-validation.json","observed_validator":"PASS 14848/14848 evidence rows; structural only","choose_first128_per_policy":"all 384 bank/live differences <=5.0001e-7 on this runtime","README_discrepancies":"Documented larger differences on another runtime, including COMBO 64013, not reproduced here; no universal repair claimed"},"runner":{"offline_Q":"python3 -B adapter/offline_q.py --phase choose --candidate lb4 --checkpoint scratch/q.json --max-seeds 4 --budget 400","full_Q":"adapter/qrun.py","choose":[64000,65023],"report":[10000,12047],"report_executed":false,"pairing":"candidate, exact lb4, exact qt1; live same runtime, each on port.run","round_stop":"score.summarize; stop either mean+3*SE<0 after 128-seed rounds","entry_points_order":["adapter/gate.py P","adapter/qrun.py --phase choose; freeze; explicit --phase report","adapter/gate.py T","adapter/gate.py F","adapter/gate.py G","adapter/erun.py --lease <caller lease>"],"details":"ABI and gate limitations: adapter/README.md"},"engine":{"evidence":"evidence/engine-smoke.json; evidence/config-audit.json; evidence/engine-preflight.json","screening_seeds":[9700000,9700007],"screening_only":true,"peak_afterSwap_gas":{"lb4":215579,"qt1":206569},"callback_error_counts":{"lb4":0,"qt1":0},"fresh_simulations":0,"config_field_comparisons":204,"config_method":"Original MatchRunner code, only outer range bounded; 12 fields x17 indices, no simulation","compiler":"solc 0.8.24, viaIR, optimizer 200, paris","native_sha256":"ff88b6353c2aad7342f0a26194f7347e78b9c3b38d683a7449006d423978cd14","lease_schema":{"lease_id":"caller-provided nonempty string","seeds":"caller-provided sorted unique integers >=10000000 and <2^63"},"ledger":"scratch/exact-engine/ledger.jsonl; schema and events: adapter/README.md and adapter/erun.py","resume":"fsynced STARTED before simulation; interrupted/failed seeds burn; torn ledger fails closed; binding changes reject resume","freshness":"Global freshness must come from the caller/coordinator."},"checks":{"evidence":"evidence/commands.json","ledger_tests_passed":10,"Q_tests_passed":5,"kit_error_compiler_unit_tests_passed":11,"T_smoke_first_trades":6693,"T_mismatches":0,"F_smoke_callbacks":2000,"F_max_fee_error_bps":4.470387515026486e-07,"final_bundle_hashes_verified":37,"offline_core_roundtrip":"choose seed 64000 demonstrated; standard library only"},"timing":{"receipts":"evidence/commands.json","setup_installer_seconds":15.988,"setup_offline_reuse_seconds":10.225,"choose16_parity_seconds":38.69425952795427,"native_baseline_arm_mean_seconds":3.485007431692793,"native_baseline_arm_max_seconds":4.116736263036728,"Q_chunk_default":4,"Q_chunk_tested":16,"engine_chunk_recommended":4},"restore":{"recipe":"Decode data_base64; verify archive SHA256; safely extract and verify FILE-HASHES.json. Offline Q runs directly. For full restoration stage the three SHA256-pinned inputs in adapter/pins.json, then run: python3 -B adapter/restore.py --stage scratch/inputs --out scratch/full. Stage bootstrap/manifest.tsv assets before setup_fast.sh --offline. Exact commands: adapter/README.md.","licenses":"adapter/UPSTREAM-LICENSES.md; notices preserved","input_pins":"adapter/pins.json"},"limitations":["No policy change, tuning, submission, report evaluation or fresh E. Full candidate Q/T/F/G/E remains downstream.","Only exact Q is self-contained with an existing Python 3.12 standard library. Full offline engine downloads are absent.","Gate ordering/coverage and global lease freshness require caller review. G gas attachment is baseline-specific.","Missing inherited historical logs cannot be reverified; their prior performance claims are not new evidence."],"bundle":{"format":"base64(tar.xz)","sha256":"c5f94c33515bcad86e9289c59285076958f0c7c91855d323e45aca61c90ec70b","compressed_bytes":43036,"file_hashes_manifest":"FILE-HASHES.json","file_hashes_manifest_sha256":"a17374d5eb6f41e775b64ecbf6d3d374719168ad88c34b341572dcff686468e9","file_hashes_count":37,"data_base64":"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"}}
