{"credit":"Taylor (gtmcknight), github.com/gtmcknight/amm-sim@4812a6382311624e1506aca131ca35c378f930d9 research/solved: the solved policy, replica and tables that LEAN, QLX3 and QLX5 are all built on. LEAN: A/a79a3606 (copy-a); tracker contract: A/5718a00b (qlite-a); drift-tolerant split test and mku.py: A/8b18deed (copy-b, e04-split-engine); block driver: A/764c9461; kit: identity-md-launches/goal-3178-build-shared-evaluation-kit@45e7563d; all built on Taylor's work.","key":"qlx-b","batch":"e05-engine","seeds":{"first":10010512,"last":10011023,"lease":[10010512,10011023],"contiguous":true},"n":512,"arms":{"LEAN":{"mean_edge":535.841242,"peak_gas":198259,"out_of_gas":0,"runtime_bytes":21368,"source_chars":43563,"source_sha256":"a6dfc3ba6b7a1b19ae77680eeb1d24f1e902a216a10c1093d8388a0510c38c94","runtime_sha256":"52d01b1e7221eccb0b55982f498caa0fecea01dd0619c9d96cf685db85f6e912","afterSwap_calls":5619897,"mean_gas":124574.8,"seconds_per_seed":2.509},"QLX3":{"mean_edge":535.876527,"peak_gas":204132,"out_of_gas":0,"runtime_bytes":22488,"source_chars":47230,"source_sha256":"4345e3ea82cbe374b6dbc55cf68a67c708b495777581caf703863184d5e73830","runtime_sha256":"7c46eb1a5a32115e538b1c45aa434d7b40d5af6a8c57c8de62db1e0de1e8272f","afterSwap_calls":5626249,"mean_gas":136011.3,"seconds_per_seed":2.785},"QLX5":{"mean_edge":535.876428,"peak_gas":208366,"out_of_gas":0,"runtime_bytes":22440,"source_chars":47230,"source_sha256":"e183e5bc3fb794b7067703b10a7da9920267aa5f4caa968e16ca101b02338f40","runtime_sha256":"903a0cf860910022916e7c16aa1ffcfb94b0db9e25074665947d786615a44ae8","afterSwap_calls":5626901,"mean_gas":136574.7,"seconds_per_seed":2.777}},"diffs":{"QLX3-LEAN":{"mean_diff":0.035284,"se":0.007166,"n":512,"seeds_positive":323,"min":-0.897104,"max":0.662281},"QLX5-LEAN":{"mean_diff":0.035185,"se":0.007125,"n":512,"seeds_positive":312,"min":-0.930357,"max":0.701608},"QLX3-QLX5":{"mean_diff":9.9e-05,"se":0.003444,"n":512,"seeds_positive":249,"min":-0.374774,"max":0.438967}},"worst_seeds":{"QLX3-LEAN":[{"seed":10010707,"diff":-0.897104,"QLX3":537.932013,"LEAN":538.829117},{"seed":10010727,"diff":-0.793371,"QLX3":619.373613,"LEAN":620.166984},{"seed":10010678,"diff":0.662281,"QLX3":547.836892,"LEAN":547.174612},{"seed":10010525,"diff":0.624868,"QLX3":602.133367,"LEAN":601.508498},{"seed":10010921,"diff":0.590028,"QLX3":461.086361,"LEAN":460.496334}],"QLX5-LEAN":[{"seed":10010707,"diff":-0.930357,"QLX5":537.89876,"LEAN":538.829117},{"seed":10010727,"diff":-0.746614,"QLX5":619.42037,"LEAN":620.166984},{"seed":10010678,"diff":0.701608,"QLX5":547.876219,"LEAN":547.174612},{"seed":10010921,"diff":0.592723,"QLX5":461.089057,"LEAN":460.496334},{"seed":10011012,"diff":-0.563415,"QLX5":674.471941,"LEAN":675.035356}],"QLX3-QLX5":[{"seed":10010574,"diff":0.438967,"QLX3":631.334374,"QLX5":630.895408},{"seed":10011016,"diff":-0.374774,"QLX3":565.776749,"QLX5":566.151524},{"seed":10010539,"diff":0.368619,"QLX3":513.85872,"QLX5":513.490101},{"seed":10010533,"diff":-0.332748,"QLX3":548.080082,"QLX5":548.412831},{"seed":10010842,"diff":0.276216,"QLX3":505.544479,"QLX5":505.268262}]},"pass_peak":true,"halves":{"10010512..10010767":{"n":256,"QLX3-LEAN":{"mean_diff":0.02523,"se":0.010431},"QLX5-LEAN":{"mean_diff":0.02828,"se":0.01054},"QLX3-QLX5":{"mean_diff":-0.003049,"se":0.004947}},"10010768..10011023":{"n":256,"QLX3-LEAN":{"mean_diff":0.045338,"se":0.009809},"QLX5-LEAN":{"mean_diff":0.042091,"se":0.009593},"QLX3-QLX5":{"mean_diff":0.003247,"se":0.004794}}},"ledger":{"seeds_complete":512,"burnt":[],"failures":[],"partial":[],"n_unused":0,"outside_lease":0,"native_sha256":"ff88b6353c2aad7342f0a26194f7347e78b9c3b38d683a7449006d423978cd14"},"reading":"QLX3 - LEAN = +0.0353 se 0.0072 and QLX5 - LEAN = +0.0352 se 0.0071 on 512 fresh seeds (4.9 standard errors each); both halves of the block are positive. QLX3 - QLX5 = +0.0001 se 0.0034: 3 and 5 candidates are not told apart here, and 3 has the lower peak. A measurement only: neither contract has passed a gate.","vs_copy_b":{"reference":"A/8b18deed engine_exact_test.used_for_fees_smoke, 64 seeds 10005164..10005227","same":"runtime bytes (22488, 22440), characters (47230, 47230), LEAN (sha256 a6dfc3ba..., 21368 bytes); mku.py's ql.sol is byte-identical to the A/5718a00b code","source_sha256":"copy-b gives no source hash for qlx3 or qlx5, so identity with its builds rests on the same script and input and equal characters and runtime bytes","differ":{"QLX3":{"peak_gas":[204132,201688],"minus_LEAN":[0.035284,0.04195],"se":[0.007166,0.01837],"min":[-0.897104,-0.317]},"QLX5":{"peak_gas":[208366,205701],"minus_LEAN":[0.035185,0.0344],"se":[0.007125,0.01889],"min":[-0.930357,-0.3624]},"LEAN":{"peak_gas":[198259,197120],"mean_edge":[535.841242,530.7357]}},"differ_format":"[here on 512 seeds, copy-b on its 64]","reading":"Sizes and characters are equal. Peaks are higher here by 2444 (QLX3), 2665 (QLX5) and 1139 (LEAN), as a block 8 times larger would give. Both differences to LEAN agree with copy-b's within its error (QLX3 -0.0067, QLX5 +0.0008); the worst seed is worse here."},"method":{"build":"mku.py from A/8b18deed scripts_zb64, unedited, on the decoded A/5718a00b code_zb64: wrote qlx3.sol and qlx5.sol. mku.py does not read the LEAN code; LEAN is the decoded code_zb64 of A/a79a3606, byte for byte.","compile":"driver compile_arm: kit SolidityCompiler, pinned solc 0.8.24, optimizer 200, viaIR, paris","engine":"amm-challenge@6b6921f8d463314aa7c96234e1be25a25245f704, amm_sim_rs 0.1.0.post1 as installed by the kit's setup_fast.sh (kit @45e7563d1a29ffca9d608fdf60c90bf2624d2d01)","driver":"driver_zb64 of A/764c9461 (sha256 d3f8646b...), unedited: each arm alone against the 30 bps VanillaStrategy, blocks of 32 seeds, LEAN then QLX3 then QLX5 inside a block, workers 8; configs checked equal to the kit's on all 512 seeds","layout":"two driver processes at once, one ledger each (10010512..10010767, 10010768..10011023); 7 commands, longest 5 min 59 s, about 35 min in all; 2.5 to 2.8 s a seed an arm (brief: about 1 s)","stats":"se: sd(paired differences, n-1)/sqrt(n); peak_gas = largest successful Submission afterSwap gas; no revert, halt, tx error or bad return in either pool"},"not_done":["No gate (P, Q, T, F, G, E) was run and nothing was submitted; the arms were paired with LEAN only, not with lb-4 or qt1.","The split test's hit rate on these seeds was not measured (it needs copy-b's counting twins).","Byte identity with copy-b's qlx3/qlx5 could not be checked by hash: it published none.","Peaks come from these 512 seeds only.","No seed outside 10010512..10011023 was simulated; none burnt, failed or partial.","rows_zb64 edges are rounded to 6 decimals so that the rows and two contract sources fit in 64,000 bytes; all statistics use the unrounded edges."],"code_zb64":{"QLX3":"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","QLX5":"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"},"rows_zb64":"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","rows_format":"base64(zlib(csv)): header seed,LEAN,QLX3,QLX5; one line a complete seed; submission edges rounded to 6 decimals (statistics above use the unrounded values)"}