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","code_sha256":"cb6d945511e1e10af78baa64c2a6cb25806f0998403ce6440654bfc3c70092d9","params":{"W1":[[-0.122003,0.731454,-0.465368,2.998833,-2.325042,0.583646,-1.465719,2.330367,-5.296259,-1.804534,-0.852343,-0.171263,0.445759,-2.173843,-0.471323,-0.232548,-1.223397,-0.141278,1.469197],[0.723577,0.803271,2.012153,2.714905,-0.15748,-0.282939,-0.464975,0.413107,-0.374623,0.209898,-0.085672,-1.819724,0.155218,-0.150565,-0.090415,1.03029,0.352852,0.060971,1.075809],[1.136941,3.756676,-1.203927,0.753486,0.931579,2.18083,-1.749807,1.029621,1.28779,-0.682605,0.429824,-0.075276,-0.430937,0.395573,0.304551,1.171626,-2.518045,-0.429065,-2.231623],[0.38127,-1.388284,1.016535,-0.407249,-1.012472,-0.390365,0.096328,0.065385,0.788451,0.171605,0.180177,-1.77325,-0.281683,0.176087,0.248675,-1.12143,1.042201,-0.458772,-0.871662],[1.327491,0.535888,4.87539,0.001265,-1.974526,-1.26398,-1.11645,-0.628563,-0.409856,0.563594,0.003287,-2.352466,-0.044409,-1.113051,0.319107,-0.710736,2.261434,-0.084005,0.495262],[1.286688,-1.941086,0.444896,-1.373127,3.641454,1.422972,3.746961,0.525433,-0.534447,0.051663,0.011805,3.715596,0.577559,-1.171091,0.156784,0.495838,-1.786088,-0.276209,-1.605988],[-1.091095,1.136029,-0.019796,-0.728152,2.535019,0.747419,-1.205788,2.259411,1.227282,-1.521974,1.247646,1.17961,1.415836,-1.102357,-1.135424,-1.465166,0.961808,-0.916514,2.464189],[-2.543156,-2.722593,3.353545,3.590386,-0.223427,-0.855418,-1.730654,2.482834,0.435976,-0.90223,2.473317,-2.129974,1.382278,0.140581,0.699543,0.93941,-0.394647,-1.848609,1.259045]],"b1":[1.919914,-1.602846,-4.340146,-0.866279,-1.483061,-2.196219,-0.574283,0.399937],"W2":[[0.185543,-2.066947,0.949148,-0.630713,-3.080369,-0.74658,-0.935833,0.951334],[0.412422,-2.048122,-1.701156,3.503979,0.290637,-2.178203,0.888547,-0.182852]],"b2":[1.499011,2.997006],"constants":{"ELAPSED_CAP":7,"SIGNAL_THRESHOLD":0.001171470033649966,"DIR_DECAY":0.7335249441444244,"ACT_DECAY":0.3765498595421264,"SIZE_DECAY":0.48738084586012276,"TOX_DECAY":0.9286329950353552,"SIGMA_DECAY":0.7327584924491856,"LAMBDA_DECAY":0.9918504260432562,"SIZE_BLEND_DECAY":0.8397180057889105,"TOX_BLEND_DECAY":0.2359008403605123,"ACT_BLEND_DECAY":0.987140557453247,"PHAT_ALPHA":0.24980215859066515,"PHAT_ALPHA_RETAIL":0.05426450370635507,"PHAT_ALPHA_SAME":0.14768044281339848,"DIR_IMPACT_MULT":4,"GATE_SIGMA_MULT":6.7367233899854675,"MIN_GATE":0.03055236895744703,"TRADE_TOX_BOOST":0.3050034835515307,"STALE_ATTRACT_FRAC":0.6899010688573033,"RET_CAP":0.02307934747517747,"TOX_CAP":0.20799000239681092,"TRADE_RATIO_CAP":0.18401740086912755,"LAMBDA_CAP":1.1767903030740083,"STEP_COUNT_CAP":64,"BASE_FEE":0.000394715277459523,"SIGMA_COEF":0.20585950793588467,"LAMBDA_COEF":0.00127231278988692,"FLOW_SIZE_COEF":0.5039180701096855,"TOX_COEF":0.030557276512942967,"TOX_QUAD_COEF":1.5845537652051427,"ACT_COEF":8.530156956319056,"DIR_COEF":0.001787397826556854,"DIR_TOX_COEF":0.007644979769584344,"STALE_DIR_COEF":0.7509802734859878,"SIGMA_TOX_COEF":0.06014956771610196,"TAIL_KNEE":0.05332132369252848,"TAIL_SLOPE_PROTECT":0.8584369839037304,"TAIL_SLOPE_ATTRACT":0.8500966921207127,"ANCHOR_COUNT_CAP":715,"ANCHOR_LINEAR_K":0.6779948673968177,"ANCHOR_QUADRATIC_K":1.1108717241619794},"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"}},"notes":["No CMA-ES run: measured speed selects real-only mode. No claim of a newly trained improvement or leaderboard placement.","Checkout pinned to 6b6921f8d463314aa7c96234e1be25a25245f704; supplied setup executed once and StarterStrategy validation passed; wheel sha256 aedb68280aca34c110968f00148387c95885207913fb2cf19a1ab4c5cfd6887a matched.","All four artifact JSON sha256s matched their IDs; decoded T3 Solidity cb6d945511e1e10af78baa64c2a6cb25806f0998403ce6440654bfc3c70092d9, CG port b29cd2a078b4c3fc57945a79e927624dd346c44d8cc149dae43f4929aa6d736b, replica 1e4c44b4bffbdeed65872ee15d46dbde209bf5aa11014329d13d100507b4040c, HA Solidity 99e3a2eceae0e5543d27473859e10b005d0ce0aa7067f2e1a24d1e0e4a7390fe matched.","Used supplied CG port, no port rebuild. Inserted it in replica STRATEGY block; only anchor literals read W[NW:NW+3] and TH reads appended parameter vector instead of PT global. T3 weights/constants/scaling copied whole. Added Numba caching without fastmath.","Gate A records the first 2000 callbacks from each full replica market seed 310000..310049, then replays identical callback data through fresh T3 EVM deployments and the port. No synthetic stress trades. C uses the identical unchanged frozen T3 and therefore the same measured comparison.","Speed: warmed Numba, 512 full 10000-step T3 markets on both available cores with run_many; includes process-pool setup and config generation.","Gate B: supplied CG parameters and original port TH_VALUES; T disables the head with W[0]=0, retaining CG original anchor. Paired replica seeds 7232768..7233279.","Real configs reproduce MatchRunner._build_configs draw order, BASELINE_SETTINGS and BASELINE_VARIANCE using numpy.default_rng(market_seed); market_seed is also config seed. Each arm alone versus VanillaStrategy, run_batch(...,8); no strategies share a market. Seeds are paired only for statistical subtraction.","Real seeds used once per arm; each chunk saves rows and raw amm_sim_rs.gas_stats(). Gas reports Submission role per arm, summing counts and taking maximum max_ok_gas across chunks. afterInitialize gas is reported separately; required 245000 limit applies to afterSwap.","Paired SE = sample standard deviation of edge differences / sqrt(n); wins counts strictly positive paired differences; worst5 retains all seeds including outliers. Retail/arb edge deltas unavailable from run_batch and remain null; mean retail/arb volume deltas and PnL delta are supplied.","All performance statistics and gas here were measured locally, not taken from artifact historical evaluations. Search curve and holdout are not applicable in real-only mode."]}