{"item":"tp-1","status":"partial_failed_double_twin_parity","blocked":{"step":"gates.double_twin_parity","error":"213544 of 213683 callbacks exceed 0.01 bps; maximum 479.78399195838153 bps. WAD-aware teacher-forced diagnostic passes separately."},"gates":{"pass":false,"parity_max_bps":479.78399195838153,"callbacks":213683,"tell_vs_truth":{"arb":74452,"missed_arb":74221,"retail":64034,"false_arb":348},"tell_vs_truth_scope":"First own trades on fixed original-double twin traces 10000..10019; diagnostic source exposes production tellRatio and replays production state transitions. Fees in this replay diverge from those which generated its inputs. See separate endogenous-path result.","peak_gas":176739,"runtime_bytes":22632,"validate":{"pass":true,"message":"Strategy 'T1' validated successfully!"},"out_of_gas":0,"reverts":0,"storage_slots_used":12,"assembly":false,"init":{"init_calls":7,"init_peak":229555,"reverts":0},"stress":{"sequences":64,"calls":16384,"reverts":0,"oog":0,"peak_gas":176739,"mean_gas":65052,"failures":[]},"strict_replay_peak_gas":138897,"wad_path_diagnostic":{"scope":"Production EVM fees drive replica runs 10000..10019. Feed the exact actual prior fees to a WAD-aware Python filter. This is NOT the required self-driven original-double twin parity test.","pass":true,"callbacks":213640,"parity_max_bps":1.4236910261811175e-08,"peak_gas":147264,"tell_vs_truth":{"arb":74414,"missed_arb":0,"retail":64023,"false_arb":357}}},"twin_cost":{"vs_gauss_qm":{"n":1024,"mean_diff":3.1188512670631297,"se":0.03113966715546758,"sum":3193.7036974726448,"sumsq":10976.475863692618,"worst5":[[60136,-2.5720688098858773],[60210,-2.1106346885283074],[60459,-0.23233790528968257],[60483,0.23839078515163692],[60710,0.41894065343387865]]},"vs_m09_twin":{"n":1024,"mean_diff":2.395866007878613,"se":0.028349285119219896,"sum":2453.3667920677,"sumsq":6719.836753627909,"worst5":[[60136,-3.6472397951554285],[60535,-0.5246985974306426],[60210,-0.45502801790860303],[60459,-0.1352197081431541],[60710,0.14191464985447055]]}},"tell_spec":{"double_twin":"mix.py: v=amount_x*(1-fb) on buys, else amount_y*(1-fa); z=reserve_x or reserve_y. g=min(ulp(z),ulp(z-v)); tol=2.220446e-16*v. r=min(1,2*tol/g) if abs(remainder(v,g))<=tol, else 0. pi=0 if r=0, else L_arb/(L_arb+r*L_ret). THR=0.9; quote=0; floor=1e-5; merge_after=2; all tables unchanged. The old lr<=0 hard-pin shortcut is removed so r=0 always enforces pi=0.","wad_contract":"V=amount_wad*(1e18-fee_wad); z=reserve_wad-floor(V/1e18); e=floor(log2(z/1e18)). Exact grid in V units is 5^36*2^(e-16). For e<16 scale V by 2^(16-e), grid=5^36; else grid=5^36*2^(e-16). tol=floor(4*scaledV/1e16)+1e18*scale. The additive term accounts for one raw amount-WAD unit lost by truncation. r=min(1e18,floor(2*tol*1e18/grid)) when distance to nearest multiple <=tol, else 0. Likelihood denominator uses floor(r*L_ret/1e18).","guards":"Return r=0 for amount or reserve above 1e30 raw WAD, fee>1e18, zero net amount, nonpositive inferred prior reserve, or inferred prior reserve<1e18 raw. These guards avoid malformed-calldata multiplication/shift overflow; reachable test paths were within bounds.","state":"Actual fee WADs are packed in existing slot 4: low64 log bid multiplier+1e18; next64 bid fee; remaining high bits ask fee. slots[0..11] remain the only writes.","compiler":"solc 0.8.24; viaIR=true; optimizer enabled,runs=200; evmVersion=paris","cost_protocol":"Blind run.py on 60000..61023, four 256-seed blocks per arm. Gaussian+qm baseline uses original full qm tables. M09 and tell use identical expanded compressed M09 tables. pair.py agrees with unrounded cost.py sufficient statistics. No Rust engine seeds used.","payload_checksum":"code_sha256 hashes ASCII code_zb64, following frozen bundle convention; source_sha256 hashes Strategy.sol bytes.","frozen_m09_source_sha256":"a44cca4b0155ca3953f27ccb6b43ac8ee74b1cdc4f27022ee5fc51d8ab67ed5f"},"source_sha256":"e42191954d4e641b087c7e4ab8912c736c45785858b8f0094798af7ddeec8bce","limitations":["Every requested artifact is present, but the requested original-double twin fee-parity gate did not pass. This is not a validated replacement for M09 or a board submission.","The WAD detector uses a wider tolerance and an absolute truncation allowance; its likelihood r differs from the original-double twin. Positive twin cost results do not establish the Solidity policy gain.","On fixed twin traces, the contract uses its own previous fees, which differ from the generator fees; the arithmetic tell is sensitive to that mismatch. Endogenous-path teacher-forced WAD arithmetic parity must not be substituted for the failed double-twin gate.","Only replica tuning seeds 60000..61023 were scored for twin cost. Replica 10000..10019 were used for parity and diagnostics. No engine performance comparison or leaderboard entry was made.","The source archive contains stdlib replica/twin dependencies and offline reconstruction of every compressed table from Solidity constants. Full original uncompressed qm tables and per-seed cost shards are not embedded due to the output limit; evidence.json records shard/trace checksums, summaries and failures.","EVM tools require the task-provided amm-challenge/solc/pyrevm environment; these installed packages are not vendored in the size-bounded archive. The bundled candidate and M09 Python twin can run offline."],"code_zb64":"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","code_sha256":"5fbc47d8d352223597df0b231a36d89e19304a2a5f4903dc0ca2c3634c1e4982"}
