{"item":"q21-k06-s04-h45-p16","blocked":null,"gates":{"A":{"passed":true,"sequences":50,"swap_callbacks":100000,"initialization_callbacks":50,"threshold_bps":0.01,"max_abs_fee_difference_bps":6.245844224846489e-05,"callbacks_over_threshold":0,"seed_start":9200000,"seed_end":9200049,"worst":{"seed":9200015,"callback":1591,"err_bps":6.245844224846489e-05},"source":"replica market runs (START port), first 2000 afterSwap callbacks of the strategy pool, replayed open-loop"},"B":{"n":512,"mean_diff":0.8459777225313647,"se":0.03305776555613263,"worst5":[-1.2444125517276916,-1.0592449107574566,-0.8606624458725491,-0.8220522077347141,-0.7584554767216787],"retail_edge_delta":0.2750056562068265,"arb_edge_delta":0.5709720663245397,"reference_real":0.792,"error":0.05397772253136468,"passed":true,"seeds":[8102400,8102911],"what":"replica START minus IB, seeds 8102400..8102911 vs real +0.792"},"C":{"passed":true,"sequences":50,"swap_callbacks":100000,"initialization_callbacks":50,"threshold_bps":0.1,"max_abs_fee_difference_bps":7.508271195749705e-05,"callbacks_over_threshold":0,"seed_start":9200100,"seed_end":9200149,"worst":{"seed":9200132,"callback":124,"err_bps":7.508271195749705e-05},"source":"replica market runs (START port), first 2000 afterSwap callbacks of the strategy pool, replayed open-loop","note":"sequences recorded from START-port replica markets (seeds 9200100..9200149), replayed on frozen.sol EVM vs port with frozen params"}},"speed":{"markets_per_s":346.8018019304923,"n":512,"procs":12,"warm_pool":true,"seconds":1.4763475770596415},"search":{"generations":397,"minutes":74.886,"M":512,"population":16,"es_seed":20261621,"sigma0":0.4,"sigma_cap":"0.4*0.5^(minutes/45) before each ask","dimension":219,"train_seeds":[260000000,260203263],"monitor_seeds":[30000000,30002047],"curve_columns":["minutes","generation","monitor_gain_es_mean_vs_START","se","sigma"],"curve":[[25.083,122,0.000385,0.005734,0.23996],[30.015,156,-0.001978,0.007197,0.20674],[35.094,186,0.005039,0.007024,0.20198],[40.018,214,-0.006543,0.00779,0.19741],[45.135,233,0.009259,0.007763,0.19492],[50.058,251,0.002732,0.008369,0.18541],[55.098,282,0.011887,0.008252,0.1719],[60.061,316,0.013218,0.008396,0.15877],[65.103,347,0.017562,0.008955,0.14732],[70.073,376,0.027237,0.008737,0.1362]],"best":{"gain":0.027236903635049853,"se":0.008736741353852115,"generation":376,"minutes":70.073},"phases":{"phase1":{"generations":112,"train_seeds":[260000000,260057343],"parametrization":"constant = start*2^(0.03z) for all constants (decays clipped <= 0.9995)","curve":[[5.099,19,-0.03469,0.007431,0.31715],[10.024,38,-0.045457,0.007882,0.29113],[15.275,62,-0.064233,0.008131,0.28654],[20.077,92,-0.132292,0.009806,0.29299]],"outcome":"ES-mean monitor fell to -0.132 by minute 20: start*2^(0.03z) on decays near 1 (e.g. LAMBDA_DECAY 0.9918) moves 1-d by large factors; discarded, START kept"},"phase2":{"start_generation":112,"parametrization":"weights start+0.05*rms(block)*z; constants start*2^(0.03z) except *_DECAY: 1-(1-start)*2^(0.03z) (as in the previous leg); integers rounded; decays/PHAT_ALPHA clipped to [1e-6,0.9995]","restart":"fresh CMA (same ES seed, z=0 at START), clock and seed stream continued; sigma cap continued on the search clock"}},"still_rising":"yes: monitor best improved at the last scheduled monitors (+0.0176 at 65 min, +0.0272 at 70 min)","restart_state":{"es_mean_z_at_stop":[-1.71545,2.3078,-1.04908,1.64549,1.49247,0.36504,0.17088,-1.50632,-1.07019,2.05006,0.45803,0.15418,1.42251,0.73998,1.74654,0.33532,-1.67464,0.48655,-2.82477,0.25425,-1.59184,-1.75392,0.09776,-0.51019,1.69215,-0.20443,-0.6708,-0.73955,3.09279,-0.91099,2.51971,0.36175,2.38894,1.01892,1.47896,0.32964,-0.37239,-0.28105,-2.21681,0.77857,-0.63997,3.20753,-2.76469,-0.38244,0.56817,-0.30049,-1.32984,-0.62156,0.65857,-0.32514,0.23129,0.00781,1.13705,-1.17249,-0.57934,1.67108,-1.30527,-1.13435,-1.10018,0.73788,-0.61483,2.05948,-0.20829,-2.26731,-2.02308,-0.68184,0.10375,0.96707,-3.5312,1.00844,1.22771,-0.20282,-1.4329,-0.85348,-1.21259,-0.44542,-0.96388,2.57253,-0.16753,0.14518,2.81773,0.28168,-1.44075,-2.36024,1.0717,-0.83167,0.4388,2.39208,0.62219,-0.50828,1.05802,-1.96625,-0.2174,-0.82313,-0.19935,0.83395,0.05651,-0.48999,-2.25941,-0.73514,1.20768,1.79704,-0.05194,0.50585,-0.43974,0.28889,-0.98013,-1.34939,-0.9686,-0.09529,-1.91676,3.47588,1.34265,0.99924,2.61191,0.69484,0.72432,0.20465,-0.75246,2.43582,3.23715,1.19114,2.0357,1.06033,-2.38231,-1.87918,0.08736,0.9107,0.30135,0.29709,0.64072,0.55672,2.09095,1.21304,1.5308,1.387,1.43872,4.35918,-2.81127,-1.9346,0.92066,-0.68066,-1.11786,-2.41287,1.16787,0.64374,0.25533,-4.87439,1.09436,2.62336,-0.78496,-0.42896,0.28356,-0.46909,1.74645,-1.48894,-1.10487,-1.03046,2.71112,-0.75713,0.07479,-1.62281,0.75195,-1.58503,-2.30634,-1.21986,0.33561,1.66852,1.82706,-0.72481,-2.74013,1.24627,0.90086,-0.48229,0.32473,-2.34697,-0.91352,1.5301,0.21113,0.70441,-3.5988,4.3583,-1.23718,-2.09218,1.13276,-0.32591,-0.47771,-3.65431,-0.00932,0.52621,0.22882,0.01353,-0.40891,0.01921,-1.16877,-1.30143,-0.43745,-0.3631,-0.21866,-1.7669,-0.02383,-0.62832,0.59152,-0.42563,0.68787,0.58361,2.24148,-0.92162,-0.62196,-2.23719,-0.90823,0.66161,3.05423,0.30702,1.79579,1.24455,1.44964,-0.82112,-3.02562],"es_sigma_at_stop":0.12624019513818893,"next_train_seed":260203264}},"params":{"W1":[[0.041235,0.989173,-0.561562,2.899683,-2.090619,0.661994,-1.472339,2.302226,-5.572274,-1.841787,-0.765763,-0.132764,0.514417,-2.002875,-0.310372,-0.34009,-1.441511,-0.220727,1.390441],[0.823269,0.608569,1.95549,2.745447,-0.165101,-0.194298,-0.426603,0.39858,-0.390526,0.349843,-0.121578,-1.688983,0.15327,0.053069,0.023857,1.048804,0.228011,0.098059,1.119078],[0.801328,3.778308,-1.388903,0.869879,0.677421,2.04658,-1.498015,0.932892,1.294629,-0.637815,0.511683,0.192669,-0.32609,0.274792,0.348907,0.984407,-2.474933,-0.386144,-2.427308],[0.365286,-1.516528,1.153182,-0.531769,-0.710208,-0.544764,-0.171354,-0.27112,0.828477,-0.034351,0.23431,-1.952465,-0.308389,0.380921,0.145932,-1.284517,0.964035,-0.594007,-0.951721],[1.231592,0.633151,4.633384,0.004815,-1.65948,-1.192583,-1.171353,-0.838539,-0.287764,0.368325,0.020752,-2.11735,-0.036847,-1.09804,0.351608,-0.904963,2.161539,-0.095161,0.503882],[1.292916,-1.697917,0.360672,-1.478891,3.568248,1.503537,3.949954,0.703418,-0.675149,-0.034282,-0.0504,3.448428,0.474932,-1.270486,0.103565,0.158692,-1.500028,-0.239424,-1.513057],[-0.813123,0.977776,-0.028348,-0.512537,2.428691,0.958522,-0.852926,2.39065,1.520069,-1.427008,1.142025,1.178323,1.362278,-1.028037,-1.185855,-1.348842,0.989535,-0.758942,2.565262],[-2.299911,-2.661623,3.472294,3.692138,0.099302,-1.153291,-1.828814,2.611786,0.391097,-1.055573,2.227239,-1.802621,1.613918,0.110875,0.20411,1.038739,-0.252379,-1.765451,1.138469]],"b1":[1.941362,-1.870244,-4.13463,-1.206719,-1.351164,-2.136668,-0.300917,0.417884],"W2":[[0.134081,-2.341635,1.174711,-0.609829,-3.100624,-0.736347,-1.061622,0.942799],[0.657791,-1.843187,-2.115839,3.769575,0.225698,-2.048441,0.966751,-0.307885]],"b2":[1.593289,3.220967],"constants":{"ELAPSED_CAP":7,"SIGNAL_THRESHOLD":0.0011695563210173926,"DIR_DECAY":0.752715985574754,"ACT_DECAY":0.34593227922699243,"SIZE_DECAY":0.46180312273253654,"TOX_DECAY":0.9349101956929862,"SIGMA_DECAY":0.6985402513721447,"LAMBDA_DECAY":0.9918130331993031,"SIZE_BLEND_DECAY":0.8392963613949291,"TOX_BLEND_DECAY":0.29115570555945214,"ACT_BLEND_DECAY":0.9867659576107236,"PHAT_ALPHA":0.2546616320284806,"PHAT_ALPHA_RETAIL":0.05183443045415259,"PHAT_ALPHA_SAME":0.1406210065047866,"DIR_IMPACT_MULT":4,"GATE_SIGMA_MULT":6.576349860579856,"MIN_GATE":0.029811924878460662,"TRADE_TOX_BOOST":0.29267992294921563,"STALE_ATTRACT_FRAC":0.6857576898528127,"RET_CAP":0.022676396963970145,"TOX_CAP":0.20494789731699295,"TRADE_RATIO_CAP":0.17871546260311083,"LAMBDA_CAP":1.0972910979998245,"STEP_COUNT_CAP":59,"BASE_FEE":0.00039975949811521945,"SIGMA_COEF":0.20356529100202406,"LAMBDA_COEF":0.0012598596473297526,"FLOW_SIZE_COEF":0.5238460907791238,"TOX_COEF":0.032864379419177775,"TOX_QUAD_COEF":1.5555869663592294,"ACT_COEF":8.325834174569874,"DIR_COEF":0.0016425335088380347,"DIR_TOX_COEF":0.007418728125769879,"STALE_DIR_COEF":0.7544577543588532,"SIGMA_TOX_COEF":0.061393679777820565,"TAIL_KNEE":0.05704506409656364,"TAIL_SLOPE_PROTECT":0.8456310048347438,"TAIL_SLOPE_ATTRACT":0.8502425380756596,"ANCHOR_COUNT_CAP":741,"ANCHOR_LINEAR_K":0.6672143775987635,"ANCHOR_QUADRATIC_K":1.0797255984842367},"scaling":{"feature_order":["sigmaHat","lambdaHat","sizeHat","toxEma","actEma","direction","(spot-staleHat)/staleHat","signed_trade_ratio","arb_probability","first_in_step","uncertainty","min(silent,8)/8","anchor_mean","raw_size","step_trade_count","prev_bid_fee","prev_ask_fee","steps_since_arb_like_print","router_implied_vanilla_spot_dev"],"feature_multipliers":[1000.0,2.0,500.0,500.0,500.0,1.0,500.0,500.0,2.0,2.0,1000000.0,1.0,500.0,647.054817,1.395287,220.617911,228.148131,0.412565,274.335453],"feature_offsets":[-1.0,-1.0,-1.0,-1.0,-1.0,-1.0,0.0,0.0,-1.0,-1.0,-1.0,0.0,-1.0,-0.618293,-2.037262,-0.803057,-0.808615,-0.823811,0.001772],"weight_fixed_point_scale":1000000,"input_clip":[-4,4],"hidden_relu_clip":[0,4],"output_unit_fee":0.0001,"note":"unchanged from CG"}},"code_zb64":"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","code_sha256":"c4805881e9c1599ada0ef1d283e502752aa37bf8b2e879b82273427c1db5e9e7","port_zb64":"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","port_sha256":"9f3b523fcf4ed884c93cd422b5e9c2605d80d8df9ebae633ff159e654bfa841b","port_notes":"START's port unchanged except FROZEN_PARAMS = these params; frozen_policy() builds the vector; strat_init/strat_after(S, W, ...)","holdout":{"seeds":[41090000,41098191],"frozen_vs_start":{"n":8192,"mean_diff":0.03226241602980039,"se":0.004218209104274618,"worst5":[-3.850233557947149,-2.202354867583722,-1.9346657379973067,-1.867064632289157,-1.8125728251278588],"retail_edge_delta":0.03586803832602918,"arb_edge_delta":-0.003605622296229543},"frozen_vs_IB":{"n":8192,"mean_diff":0.8775406498545282,"se":0.009602813022503596,"worst5":[-6.477903676313645,-2.376097660994674,-2.299016719821111,-2.255031883596075,-2.2511146266485866],"retail_edge_delta":0.28682807499871665,"arb_edge_delta":0.5907125748558119},"start_vs_IB":{"n":8192,"mean_diff":0.8452782338247279,"se":0.009389030336364602,"worst5":[-5.4257370184153615,-5.24679697325729,-3.321900014203038,-2.6060510045457477,-2.2187901608413085],"retail_edge_delta":0.25096003667268746,"arb_edge_delta":0.5943181971520415},"means":{"frozen":529.3170564238931,"START":529.2847940078632,"IB":528.4395157740385}},"real":{"seeds":[8198656,8199167],"engine":"amm_sim_rs.run_batch(arm, VanillaStrategy, configs, 8), each arm alone, 64-seed commands; configs = MatchRunner._build_configs draws with seed i -> seed","frozen_vs_IB":{"n":512,"mean_diff":0.8888038775451158,"se":0.038744339171499234,"sum":455.0675853030993,"sumsq":797.2078610706003,"worst5":[{"seed":8198865,"diff":-3.2318604567225293},{"seed":8198883,"diff":-1.164616303109483},{"seed":8199027,"diff":-0.9749920704356327},{"seed":8199155,"diff":-0.9089604108804679},{"seed":8198771,"diff":-0.816494153444637}],"retail_edge_delta":0.2986695801136029,"arb_edge_delta":0.5901342974315111,"retail_volume_delta":422.0033189234285,"arb_volume_delta":207.88818029623798,"quartiles":[{"n":128,"mean_diff":0.7710431328258607,"se":0.06644890381255325,"sum":98.69352100171017,"sumsq":147.87462765439258,"worst5":[{"seed":8199007,"diff":-0.7025952252865864},{"seed":8198778,"diff":-0.6770905515258505},{"seed":8198939,"diff":-0.6725760052794953},{"seed":8198834,"diff":-0.6349986710008579},{"seed":8198765,"diff":-0.4087156473931941}],"quartile":1},{"n":128,"mean_diff":0.8651693570423524,"se":0.06535323536773344,"sum":110.74167770142111,"sumsq":165.24041967871153,"worst5":[{"seed":8199123,"diff":-0.6132181244371964},{"seed":8198776,"diff":-0.49917792088041324},{"seed":8198672,"diff":-0.448076853357918},{"seed":8198840,"diff":-0.3625096066136848},{"seed":8198860,"diff":-0.36005669713961197}],"quartile":2},{"n":128,"mean_diff":0.9208793663587911,"se":0.06694497096936448,"sum":117.87255889392526,"sumsq":181.39977061410283,"worst5":[{"seed":8199027,"diff":-0.9749920704356327},{"seed":8199102,"diff":-0.7770310123766535},{"seed":8199101,"diff":-0.4064153642254382},{"seed":8198785,"diff":-0.34983314294242973},{"seed":8198763,"diff":-0.3197180096262855}],"quartile":3},{"n":128,"mean_diff":0.998123653953459,"se":0.10380700486203241,"sum":127.75982770604276,"sumsq":302.6930431233932,"worst5":[{"seed":8198865,"diff":-3.2318604567225293},{"seed":8198883,"diff":-1.164616303109483},{"seed":8199155,"diff":-0.9089604108804679},{"seed":8198771,"diff":-0.816494153444637},{"seed":8198945,"diff":-0.760452822874413}],"quartile":4}],"quartile_basis":"IB real retail volume, sorted equal 128-seed groups"},"frozen_vs_start":null,"start_vs_IB":null,"not_run":"START real arm skipped: not enough time left","means":{"IB":523.3720997255019,"frozen":524.2609036030469},"gas_stats":{"IB":[{"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":5468142,"ok":5468142,"max_ok_gas":22592,"sum_ok_gas":123376485288,"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":5497202,"ok":5497202,"max_ok_gas":236908,"sum_ok_gas":743713911647,"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}],"frozen":[{"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":5473583,"ok":5473583,"max_ok_gas":22592,"sum_ok_gas":123498999292,"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":5562154,"ok":5562154,"max_ok_gas":237576,"sum_ok_gas":754304178008,"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}]}},"gas":{"afterSwap_peak":{"IB":236908,"frozen":237576},"oog":{"IB":0,"frozen":0}},"valid":true,"notes":["All three input artifacts matched their URL SHA-256 ids; START code/port and IB code/port matched their published sha256 (IB code 301941829a...).","Real block frozen 8198912..8198975 was interrupted by a command timeout before producing output and was rerun to completion once; no other seed block was evaluated twice.","Real retail/arb edge deltas come from per-step reconstruction of arb profit (kit harness decompose), retail = edge - arb.","Gate A/C replay recorded replica callbacks open-loop (fees from the EVM do not feed back into the recorded trades). No synthetic stress sequences were run.","A 2-seed IB probe on seeds 8800000..8800001 tested the real-engine script; it is not part of any reported statistic.","Replica and Rust paths are independent, so replica and real gains need not agree exactly."]}