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","code_sha256":"f3dd2db9a288fbac864afcef995b736dcd1af1687bbfed5c4959bf32f1640b9a","port_zb64":"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","port_sha256":"7503595bf7a6e9e72b2f63f537e95be3fbe274726d12938bc2b7346d16f4bcfa","params":{"W1":[[0.507939,1.669351,-0.535742,3.598877,-2.916034,-0.448429,-1.361851,1.030137,-5.072183,0.327092,1.78809,0.104961,0.656199,0.907335,-0.205144,-1.199259,0.15728,0.307883,0.413919,0.175441,0.079392,-0.274572,-0.389955],[0.613905,0.658,2.554881,3.258706,0.179251,-1.018019,-0.472951,-0.741893,-0.31795,-0.036764,-0.207131,-0.618516,0.154034,-1.907566,-1.293593,2.080543,0.321712,-0.409498,0.250911,-0.034004,-0.06438,-0.02858,0.239243],[1.434895,2.767243,0.268218,0.655736,0.986981,1.187832,-1.682109,1.120999,0.293088,-0.779666,0.262952,-3.124626,-0.808496,0.011334,0.305297,0.802003,-1.409504,-1.237268,-0.895935,-0.10705,-0.263893,-0.192045,-0.5935],[-1.596584,-1.003205,1.852119,-0.437992,-0.691878,1.155161,-0.899899,2.009968,-1.635478,-0.399089,0.361007,-2.395342,-1.388077,-0.304228,0.110837,0.626777,2.409624,0.552774,1.7973,-0.182304,0.133662,-0.350567,0.073771],[0.158859,0.629328,2.095236,-0.389348,-2.162959,0.349727,0.995135,1.254867,-0.186588,0.247267,-0.005481,-1.788211,-0.254712,-0.487326,0.450476,-1.369903,2.412455,-0.122589,-0.184398,0.018133,0.808222,0.691439,-0.104473],[2.637559,-1.03435,1.952138,-1.248807,1.91491,1.714811,0.274256,-0.092239,-1.129107,0.175335,-0.157172,2.91031,0.843647,-0.107905,-1.302953,0.655419,0.675132,1.566239,0.050628,-0.912815,0.062274,0.256576,0.172603],[-1.704386,0.91497,0.666534,-2.779656,1.821559,-0.552795,-1.036181,-0.243586,0.313352,-0.202835,0.147444,0.421536,-1.324644,0.7796,0.574551,0.313571,-0.206138,1.047862,-0.229377,0.234671,-0.069304,0.011709,0.192902],[-2.457122,-1.652826,2.460409,3.166135,-0.241721,-2.298007,-1.57864,2.687878,1.5704,-1.68432,2.688454,-2.507747,0.371799,0.641302,-0.155932,2.507073,1.175249,-0.58455,-0.310662,0.723524,0.245756,0.144629,-0.529375]],"b1":[1.796095,-2.445218,-2.870452,-2.231381,-0.093923,-2.123762,-2.696488,-0.951781],"W2":[[0.394982,-1.55731,0.231516,-0.264458,-2.841895,-0.360235,-2.793059,0.713597],[0.245485,-1.505836,-1.357272,0.330441,1.867248,-1.019602,0.41199,0.438997]],"b2":[1.794188,2.935443],"hidden_units":8,"input_count":23,"layout":"W1(8x23 row-major), b1(8), W2(2x8 row-major bid then ask), b2(2)","weight_fixed_point_scale":1000000,"feature_fixed_point_scale":1000000,"output_unit_fee":0.0001,"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_amountY","step_trade_count","prev_bid_fee","prev_ask_fee","steps_since_arb_like_print","router_implied_vanilla_spot","T_bid_fee","T_ask_fee","(spot-pHat)/pHat","retail_flow_rate"],"feature_multipliers":[1000,2,500,500,500,1,500,500,2,2,1000000,1,500,0.05,0.5,333.333333,333.333333,0.125,500,200,200,500,2],"feature_offsets":[-1,-1,-1,-1,-1,-1,0,0,-1,-1,-1,0,-1,-1,-0.5,-1,-1,-1,0,-1,-1,0,-1],"feature_clip":[-4,4],"hidden_relu_clip":[0,4],"toxicity_anchor":{"count_cap":674,"linear_k_wad":712696014807650816,"quadratic_k_wad":1295240753826310656}},"input_formulas":{"original_19":"IB feature_order, multipliers, offsets and clipping retained unchanged","19":"clip(200*T_bid_fee-1,-4,4), T bid after all T clamps and before head","20":"clip(200*T_ask_fee-1,-4,4), T ask after all T clamps and before head","21":"clip(500*(spot-pHat)/pHat,-4,4), updated slow pHat","22":"clip(2*retail_flow_rate-1,-4,4), existing slot15 low uint80; no storage added","hidden":"clip(ReLU(W1*x+b1),0,4)","output":"clamp(T_fee + 0.0001*(W2*hidden+b2),0,0.1)"},"notes":["Setup completed at pinned repository commit; supplied wheel SHA256 verified; starter validated. Scratch checkout and all working files stayed under test/scratch/.","No input dropped: nonzero-column probe below 243000 afterSwap gas. afterInitialize source unchanged; no new slot or initialization write.","Float port uses real units and minor fixed-point differences measured by supplied RS2 differential sequence generator adapted for UN; 50 sequences x 2000 callbacks, RNG seeds 310000..310049.","Persistent worker pool adopted after 40 active minutes; a 256-market parity check returned exact equal outputs. Training segmented into commands below eight minutes; CMA state checkpointed each generation; active segment wall time counted, pauses excluded. T baseline uses zero head in the same UN replica.","Curve rows: active minutes, paired mean monitor gain over T, dimensionless CMA sigma; per-coordinate std is sigma times its block RMS.","Holdout 40000000..40008191 scored once after freeze. All real strategies alone against Vanilla; real seeds not used to train or select.","Real retail/arb deltas are volumes, not edge decompositions; holdout reports replica retail/arb edge decompositions.","Validity denotes gates, gas and required search completion; it does not claim a top-ten leaderboard placement.","Final paired real-engine result does not resolve a gain over IB: +0.005052548106343258 with SE 0.019685609680234153. The +0.609597689439462 over HA falls short of the requested roughly +3.1 top-ten improvement; no leaderboard submission or rank claim is made."]}