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","code_sha256":"9867bbc7ba64f20a09492236affa000e6eb6b362a2fbaef696aa8dc0a1a71226","params":{"W1":[[-0.089062,0.795051,-0.56069,2.912951,-2.260195,0.552061,-1.390506,2.136963,-5.328924,-1.88742,-0.829757,-0.104783,0.398748,-2.198845,-0.564645,-0.345935,-1.254242,-0.117724,1.379299],[0.782772,0.694493,2.09612,2.761783,-0.122873,-0.342974,-0.427829,0.449389,-0.376147,0.165271,-0.093669,-1.751096,0.1239,-0.141304,-0.090239,1.084971,0.429086,0.09458,1.09113],[1.070809,3.788358,-1.288086,0.805027,0.955605,2.149781,-1.735471,0.886174,1.091053,-0.575359,0.538746,-0.130521,-0.497154,0.361468,0.183237,1.164459,-2.437528,-0.444405,-2.29788],[0.322131,-1.418173,1.063998,-0.311001,-0.988251,-0.450176,0.145005,0.010919,0.80721,0.07754,0.214838,-1.69352,-0.22115,0.228152,0.243772,-1.16651,1.066683,-0.315512,-0.835923],[1.304539,0.525938,4.857795,-0.054441,-1.868952,-1.26228,-1.211721,-0.661143,-0.424179,0.643307,0.014058,-2.365092,-0.169257,-1.095527,0.395165,-0.817167,2.304873,-0.08883,0.510327],[1.263516,-1.83146,0.473619,-1.453277,3.63894,1.477115,3.766212,0.446054,-0.48032,-0.056376,0.057028,3.87419,0.692587,-1.064513,0.171239,0.431529,-1.622095,-0.311572,-1.700511],[-1.088713,1.091733,-0.110548,-0.692435,2.562887,0.738321,-1.041272,2.293,1.215196,-1.508904,1.231248,1.246166,1.502541,-1.070488,-1.27836,-1.548254,0.974806,-0.76631,2.431609],[-2.347506,-2.778086,3.374509,3.527252,-0.217087,-0.871688,-1.818258,2.587276,0.537588,-0.783033,2.359461,-2.162523,1.260072,0.235407,0.63278,1.113367,-0.425374,-1.802323,1.11281]],"b1":[1.908706,-1.563409,-4.377189,-0.864064,-1.382402,-2.110221,-0.444353,0.478534],"W2":[[0.192233,-2.159747,0.938395,-0.687776,-3.091496,-0.743848,-0.977868,0.939821],[0.287382,-1.919704,-1.685286,3.599497,0.371309,-2.029722,0.872561,-0.275156]],"b2":[1.390519,3.284017],"constants":{"ELAPSED_CAP":7,"SIGNAL_THRESHOLD":0.001121041923321723,"DIR_DECAY":0.7298891639301127,"ACT_DECAY":0.35152778861143025,"SIZE_DECAY":0.4977664199823722,"TOX_DECAY":0.9294444091335754,"SIGMA_DECAY":0.728893474585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from CG"}},"notes":["T3 code and CG port are used as frozen inputs; only the 178 head weights and 41 named constants changed.","Fee gates replay 50 sequences of 2000 callbacks recorded from replica markets, with the Solidity and port evaluated on identical WAD-normalized trades.","An initial holdout execution used T3 constants due to a replay helper bug; its values were not inspected or used for selection. The reported holdout is the corrected frozen-policy evaluation on those seeds.","Real arms each ran alone against the 30 bps VanillaStrategy on fresh seeds; retail and arbitrage edge use pre-arbitrage state reconstruction, checked against reported arbitrage volume.","No leaderboard placement is inferred."]}