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","code_sha256":"0f3d777375df5e233d79223ee31134eadf14f4b03e5ceb808f9796d2e98a2eb0","port_zb64":"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","port_sha256":"86f6163eeca2cfedc24e81599a305598f32e34586fadf9cea008ec142f9332b9","params":{"W1":[[0.869808,1.830036,-0.917127,3.029474,-2.985893,-0.542414,-1.132064,1.282895,-5.302386,0.28427,2.159839,-0.348766,0.206441,1.538408,0.078048,-1.127019,0.124702,-0.147825,0.47775,-0.009321,0.045545,-0.023797,-0.028078],[0.449579,0.947606,2.533462,2.904618,0.442104,-0.901486,-0.185654,-0.205326,-0.072647,-0.150916,-0.034359,-0.694379,0.111331,-1.556878,-0.764675,1.575982,0.501562,-0.854932,0.226006,-0.020437,0.192808,0.021011,0.05142],[1.507738,2.920292,0.247481,0.545665,1.286375,1.725583,-1.49317,1.417863,0.705763,-0.941551,0.12811,-2.815554,-0.791483,-0.333099,0.276207,0.61749,-0.65575,-1.0197,-1.058273,0.338607,0.006446,-0.031233,0.085511],[-1.184996,-0.798126,1.438253,-0.181978,-0.263289,1.027685,-1.11278,1.775794,-1.923437,-0.133128,0.561302,-2.176082,-1.684559,-0.478283,0.173109,0.576036,1.852291,0.450574,1.987194,0.14124,0.120589,-0.130691,0.102378],[0.23648,0.466486,2.506221,-0.250032,-2.486603,-0.337,1.201919,1.070117,0.032614,0.086896,0.015213,-1.926261,0.000288,-0.624507,0.108407,-1.352861,2.316309,-0.519958,-0.133528,-0.082976,0.139936,0.296079,-0.003104],[2.282831,-1.244467,1.801162,-1.101511,1.448142,1.33552,0.29945,-0.011645,-0.568532,0.368234,-0.125943,3.21134,1.105314,-0.431431,-1.272983,0.576708,0.359316,1.481803,0.101033,-0.058257,-0.058407,-0.122755,0.143094],[-1.121824,1.377082,0.39085,-2.971214,1.517619,-0.017352,-0.459764,-0.04743,0.994105,0.129608,0.93677,0.169292,-1.101153,0.292538,-0.135133,0.351889,0.106322,0.55854,0.04839,-0.262485,-0.147456,0.085795,-0.028213],[-1.940175,-1.656949,2.675754,3.045696,-0.337111,-2.431411,-1.261829,2.856254,1.168582,-1.485077,2.557848,-2.292991,0.442335,0.301373,-0.458113,2.248845,0.464385,0.525469,-0.759301,-0.026145,-0.027603,0.160461,-0.121766]],"b1":[1.817351,-1.776027,-3.317417,-1.540823,-0.866416,-1.41714,-2.241338,-0.83536],"W2":[[0.664869,-1.610115,0.241293,-0.528565,-2.873344,-0.604674,-2.409347,0.758284],[0.365332,-1.449234,-1.263815,0.479292,1.777771,-1.134457,0.627016,0.468855]],"b2":[1.745759,1.714031],"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 formulas and ordering preserved, as in frozen port and params","19":"clip(T_bid_fee*200-1,-4,4); T fees after all T clamps, before head","20":"clip(T_ask_fee*200-1,-4,4)","21":"clip((spot-pHat)/pHat*500,-4,4); updated pHat","22":"clip(retail_flow_rate*2-1,-4,4); updated uint80(slots[15]) / 1e18","head":"clip(ReLU(W1*x+b1),0,4); add (W2*h+b2)*0.0001 to T fees, then clamp [0,0.1]","features_before_clip":["sigmaHat*1000-1","lambdaHat*2-1","sizeHat*500-1","toxEma*500-1","actEma*500-1","direction-1","(spot-staleHat)/staleHat*500","signed_trade_ratio*500","arb_probability*2-1","first_in_step ? 1 : -1","uncertainty*1e6-1","min(silent,8)/8","anchor_mean*500-1","raw_amountY/20-1","(step_trade_count-1)*0.5","prev_bid_fee/0.003-1","prev_ask_fee/0.003-1","min(steps_since_arb_like_print,16)*0.125-1","router_spot>0 ? (router_spot-spot)/spot*500 : 0","T_bid_fee*200-1","T_ask_fee*200-1","(spot-pHat)/pHat*500","retail_flow_rate*2-1"],"common_clip":[-4,4]},"notes":["No new storage slots or afterInitialize writes. All four added inputs retained after nonzero-column pretraining gas probe.","All edge statistics are paired by seed. Replica RNG paths differ from Rust; Gate B tests gain transfer.","Holdout evaluated only after final freeze, with no subsequent training or selection.","Code/port are compressed UTF-8 source; frozen port TH_VALUES includes frozen weights.","Monitoring happens at the first completed generation after each 5-minute threshold; curve sigma is dimensionless before block RMS scaling.","No claim of leaderboard placement: this deliverable measures a candidate locally."],"baseline_gas":{"ib":{"afterSwap_peak":234860,"afterInitialize_peak":243227,"OOG":0,"other_failures":0,"afterSwap_calls":5509158,"all_roles_OOG":0},"ha":{"afterSwap_peak":231394,"afterInitialize_peak":243147,"OOG":0,"other_failures":0,"afterSwap_calls":5432165,"all_roles_OOG":0}}}