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","code_sha256":"ac69ad854bcbaffef326ddc81bfd2ee623b81de2227451f0c820aaa5eaf2a66b","port_zb64":"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","port_sha256":"f43383086faeb30fb921aa5cb739d2ced1ef9e8f87248c0deac921dec161709b","holdout":{"frozen_vs_start":{"n":8192,"mean_diff":0.018187958777002203,"se":0.00509454654697262,"retail_edge_delta":{"n":8192,"mean_diff":0.044032238444006125,"se":0.00510498009455287},"arb_edge_delta":{"n":8192,"mean_diff":-0.02584427966700384,"se":0.002376800198327096}},"frozen_vs_IB":{"n":8192,"mean_diff":0.565259978331962,"se":0.010542338927579806,"retail_edge_delta":{"n":8192,"mean_diff":-0.4743402123070248,"se":0.01020051438511107},"arb_edge_delta":{"n":8192,"mean_diff":1.0396001906389865,"se":0.0056942461456465435}},"start_vs_IB":{"n":8192,"mean_diff":0.5470720195549598,"se":0.010443134156081715,"retail_edge_delta":{"n":8192,"mean_diff":-0.5183724507510308,"se":0.01010538505858936},"arb_edge_delta":{"n":8192,"mean_diff":1.0654444703059904,"se":0.005673180849003477}},"seeds":[41010000,41018191],"notes":"Frozen and START holdout arms evaluated exactly once. Initial IB invocation had an incorrect caller-side parameter layout and raised ZeroDivisionError; no usable IB result was retained. Corrected IB invocation uses its exact own port with TH_VALUES copied and the 178 frozen head weights assigned at HEAD0. Candidate and selection are unchanged; no holdout-based selection."},"real":{"seconds":{"IB":1034.5881163449958,"START":623.0329422070645,"frozen":1141.095043992973},"gas_scope":"Gas stats cover retained chunks only; canceled START invocation gas stats are unavailable and excluded.","protocol":"Each strategy alone versus 30 bps VanillaStrategy; amm_sim_rs.run_batch(X, VanillaStrategy, configs, 8); 10000 steps. MatchRunner._build_configs draw order and BASELINE_SETTINGS/BASELINE_VARIANCE, with each RNG and simulation seed set to the stated seed.","seeds":[8071680,8072191],"n_per_arm":{"IB":512,"START":374,"frozen":512},"complete":false,"missing_seeds":{"IB":[],"START":[8071744,8071745,8071746,8071747,8071748,8071749,8071750,8071751,8071752,8071753,8072064,8072065,8072066,8072067,8072068,8072069,8072070,8072071,8072072,8072073,8072074,8072075,8072076,8072077,8072078,8072079,8072080,8072081,8072082,8072083,8072084,8072085,8072086,8072087,8072088,8072089,8072090,8072091,8072092,8072093,8072094,8072095,8072096,8072097,8072098,8072099,8072100,8072101,8072102,8072103,8072104,8072105,8072106,8072107,8072108,8072109,8072110,8072111,8072112,8072113,8072114,8072115,8072116,8072117,8072118,8072119,8072120,8072121,8072122,8072123,8072124,8072125,8072126,8072127,8072128,8072129,8072130,8072131,8072132,8072133,8072134,8072135,8072136,8072137,8072138,8072139,8072140,8072141,8072142,8072143,8072144,8072145,8072146,8072147,8072148,8072149,8072150,8072151,8072152,8072153,8072154,8072155,8072156,8072157,8072158,8072159,8072160,8072161,8072162,8072163,8072164,8072165,8072166,8072167,8072168,8072169,8072170,8072171,8072172,8072173,8072174,8072175,8072176,8072177,8072178,8072179,8072180,8072181,8072182,8072183,8072184,8072185,8072186,8072187,8072188,8072189,8072190,8072191],"frozen":[]},"remaining_START_omissions_reason":"Insufficient runtime remained to evaluate the remaining START markets and complete validation; missing seeds were not run or imputed.","interruption":{"arm":"START","unretained_seed_offsets":[64,73],"completed_without_retained_rows_offsets":[64,72],"interrupted_offset":73,"reason":"One-market batching was unexpectedly slow. Command canceled before the eight-minute limit. These seeds were not rerun; all retained real results use the requested 8-worker run_batch API."},"frozen_vs_IB":{"n":512,"mean_diff":0.5423615704766399,"se":0.03707830899244414,"sum":277.68912408403963,"sumsq":510.2998440829952,"worst5":[[8072035,-2.5662105987933046],[8072044,-2.3285005598904718],[8071917,-2.1936162648945583],[8071893,-2.089700133501424],[8072099,-1.8443633985079941]],"retail_edge_delta":{"n":512,"mean_diff":-0.5164405716547601,"se":0.03819552621712533},"arb_edge_delta":{"n":512,"mean_diff":1.0588021421314004,"se":0.01623590899591833},"retail_volume_y_delta":{"n":512,"mean_diff":44.33340833730213,"se":11.234718467218489},"arb_volume_y_delta":{"n":512,"mean_diff":-146.6366544803558,"se":8.078351756776879},"pnl_delta":{"n":512,"mean_diff":0.5139699181140642,"se":0.049493782830680615},"by_quartile":{"q1":{"n":128,"mean_diff":0.6339040604278354,"se":0.054667286969932755},"q2":{"n":128,"mean_diff":0.5742953277225902,"se":0.08003267996896118},"q3":{"n":128,"mean_diff":0.519122835148857,"se":0.08526625339204863},"q4":{"n":128,"mean_diff":0.442124058607277,"se":0.07283722470070123}}},"start_vs_IB":{"n":374,"mean_diff":0.5671625600522833,"se":0.04235546865927746,"sum":212.11879745955395,"sumsq":370.5704368597344,"worst5":[[8072035,-2.622990765552345],[8071893,-2.232419643120352],[8071917,-2.0361834485818235],[8072044,-1.481609147666859],[8071735,-1.4064565181121225]],"retail_edge_delta":{"n":374,"mean_diff":-0.5156375737443395,"se":0.04387755198639575},"arb_edge_delta":{"n":374,"mean_diff":1.0828001337966244,"se":0.01843719628942494},"retail_volume_y_delta":{"n":374,"mean_diff":49.42578913253346,"se":11.72045007065439},"arb_volume_y_delta":{"n":374,"mean_diff":-178.25143832292517,"se":8.088891966668475},"pnl_delta":{"n":374,"mean_diff":0.5219152587249356,"se":0.05335646722691683},"by_quartile":{"q1":{"n":100,"mean_diff":0.6698589159289106,"se":0.06729327059916522},"q2":{"n":98,"mean_diff":0.5526599497206001,"se":0.08570028579798468},"q3":{"n":89,"mean_diff":0.5730058592046696,"se":0.09954121665160855},"q4":{"n":87,"mean_diff":0.4594794175267643,"se":0.08645678168852254}}},"frozen_vs_start":{"n":374,"mean_diff":-0.016875949647023335,"se":0.017724454252724547,"sum":-6.311605167986727,"sumsq":43.93194350225503,"worst5":[[8071785,-1.0959369922669566],[8071920,-1.0278541574955966],[8071849,-0.9744219080364473],[8071725,-0.9166164649341226],[8071780,-0.8596499662120323]],"retail_edge_delta":{"n":374,"mean_diff":0.006609779324910712,"se":0.018372658436550386},"arb_edge_delta":{"n":374,"mean_diff":-0.023485728971934815,"se":0.009590705426329152},"retail_volume_y_delta":{"n":374,"mean_diff":-13.469798493453748,"se":3.6504405632527472},"arb_volume_y_delta":{"n":374,"mean_diff":28.184114954698565,"se":3.751014287636468},"pnl_delta":{"n":374,"mean_diff":-0.03815132991289124,"se":0.022628356354997783},"by_quartile":{"q1":{"n":100,"mean_diff":-0.03425154867913079,"se":0.0260947861759425},"q2":{"n":98,"mean_diff":-0.06814198044879116,"se":0.032333962426676785},"q3":{"n":89,"mean_diff":0.005141216149987419,"se":0.037233367712942826},"q4":{"n":87,"mean_diff":0.038320638466195475,"se":0.04579646144007696}}},"mean_edge":{"IB":522.7089940074056,"START":520.0184320220172,"frozen":523.2513555778822},"decomposition":"Arbitrage edge reconstructed from prior step spot and fees, next fair price and constant k=1000000 using pinned Rust closed-form quote/arb logic. Retail edge = total edge - arb edge. Reconstruction validates arb Y volume against the simulator for every market.","max_arb_volume_reconstruction_error":{"IB":9.165247320197523e-05,"START":8.225346391554922e-05,"frozen":9.125540964305401e-05},"candidate_valid":true},"gas":{"IB":{"afterSwap_peak":237091,"afterInitialize_peak":243227,"OOG":0,"other_failures":0,"stats":[{"role":"Baseline","callback":"afterInitialize","calls":512,"ok":512,"max_ok_gas":21796,"sum_ok_gas":11159552,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"afterSwap","calls":5458321,"ok":5458321,"max_ok_gas":22592,"sum_ok_gas":123154891892,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"getName","calls":512,"ok":512,"max_ok_gas":21526,"sum_ok_gas":11021312,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterInitialize","calls":512,"ok":512,"max_ok_gas":243227,"sum_ok_gas":124532224,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterSwap","calls":5487737,"ok":5487737,"max_ok_gas":237091,"sum_ok_gas":742517819420,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"getName","calls":512,"ok":512,"max_ok_gas":21735,"sum_ok_gas":11128320,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}]},"START":{"afterSwap_peak":238030,"afterInitialize_peak":243234,"OOG":0,"other_failures":0,"stats":[{"role":"Baseline","callback":"afterInitialize","calls":374,"ok":374,"max_ok_gas":21796,"sum_ok_gas":8151704,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"afterSwap","calls":3951868,"ok":3951868,"max_ok_gas":22592,"sum_ok_gas":89165078252,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"getName","calls":374,"ok":374,"max_ok_gas":21526,"sum_ok_gas":8050724,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterInitialize","calls":374,"ok":374,"max_ok_gas":243234,"sum_ok_gas":90969516,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterSwap","calls":3997824,"ok":3997824,"max_ok_gas":238030,"sum_ok_gas":542643923077,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"getName","calls":374,"ok":374,"max_ok_gas":21742,"sum_ok_gas":8131508,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}]},"frozen":{"afterSwap_peak":238060,"afterInitialize_peak":243234,"OOG":0,"other_failures":0,"stats":[{"role":"Baseline","callback":"afterInitialize","calls":512,"ok":512,"max_ok_gas":21796,"sum_ok_gas":11159552,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"afterSwap","calls":5454641,"ok":5454641,"max_ok_gas":22592,"sum_ok_gas":123071772040,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Baseline","callback":"getName","calls":512,"ok":512,"max_ok_gas":21526,"sum_ok_gas":11021312,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterInitialize","calls":512,"ok":512,"max_ok_gas":243234,"sum_ok_gas":124535808,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"afterSwap","calls":5506500,"ok":5506500,"max_ok_gas":238060,"sum_ok_gas":746907482115,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0},{"role":"Submission","callback":"getName","calls":512,"ok":512,"max_ok_gas":21742,"sum_ok_gas":11131904,"oog":0,"revert":0,"other_halt":0,"tx_error":0,"bad_return":0}]}},"valid":false,"notes":["Sources and verbatim provenance excerpts are in sources.json. All reported gates, speed, search, holdout and real statistics are measurements made in this item, not copied from prior artifacts.","J5, IA, IB, replica and differential-test artifact JSON SHA256s equal their URL IDs; decoded source hashes verified against the supplied values; wheel SHA256 aedb68280aca34c110968f00148387c95885207913fb2cf19a1ab4c5cfd6887a verified; pinned checkout and starter validation succeeded.","Port is IA exact float port with the three anchor literals parameterized and TH passed as an argument, using J5 values. IB holdout uses IB own exact port. No fastmath.","Port strat_init(S,V,x,y) / strat_after(S,V,buy,ax,ay,t,x,y) take S=float64[40], V=concatenate(TH, W, anchors). NT=len(TH_VALUES); W=[1,feature_multipliers(19),feature_offsets(19),W1 row-major(152),b1(8),W2 row-major(16),b2(2)], anchors=[count_cap,linear_k,quadratic_k]. TH starts at TH_VALUES with named params.constants values assigned via TH_NAMES. FROZEN_V and FROZEN_PARAMS are embedded for direct use.","Freeze changes only head literals (1e6 fixed point), named constants and anchor literals; freeze self-test at START reproduces J5 Solidity byte for byte. Gate C, holdout and real engine use the identical frozen values.","Initial monitor occurs before generation 0; its wall timestamp includes pool speed and baseline preparation. Pauses between bounded search commands are excluded from search minutes.","The requested 512-seed real START confirmation has an explicit gap from a canceled slow batching invocation; those seeds were not reused. Top-level valid requires complete protocol; real.candidate_valid separately records whether the frozen candidate itself passed all gates and its full real-vs-IB/gas checks.","Real retail/arb edge deltas and Y volume deltas are reported separately. Quartiles use IB retail Y volume, with q1 quietest. Worst5 are [seed, paired edge difference]. No leaderboard rank is inferred."]}