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Same 19-8-2 head; source literals unchanged.","weight_fixed_point_scale":1000000,"solidity_constant_literals":{"ELAPSED_CAP":"8","SIGNAL_THRESHOLD":"1538461538461538","DIR_DECAY":"750000000000000000","ACT_DECAY":"530000000000000000","SIZE_DECAY":"530000000000000000","TOX_DECAY":"910000000000000000","SIGMA_DECAY":"690000000000000000","LAMBDA_DECAY":"990000000000000000","SIZE_BLEND_DECAY":"828000000000000000","TOX_BLEND_DECAY":"51000000000000048","ACT_BLEND_DECAY":"985000000000000000","PHAT_ALPHA":"270000000000000032","PHAT_ALPHA_RETAIL":"60000000000000000","PHAT_ALPHA_SAME":"120000000000000000","REVERT_U":"0","DIR_IMPACT_MULT":"4","GATE_SIGMA_MULT":"7200000000000000000","MIN_GATE":"30000000000000000","TRADE_TOX_BOOST":"350000000000000000","STALE_ATTRACT_FRAC":"1050000000000000000","RET_CAP":"28571428571428572","TOX_CAP":"200000000000000000","TRADE_RATIO_CAP":"200000000000000000","LAMBDA_CAP":"1820000000000000000","STEP_COUNT_CAP":"64","BASE_FEE":"400000000000000","SIGMA_COEF":"200000000000000000","LAMBDA_COEF":"1200000000000000","FLOW_SIZE_COEF":"484200000000000000","TOX_COEF":"30000000000000000","TOX_QUAD_COEF":"1500000000000000000","ACT_COEF":"9184300000000000000","DIR_COEF":"2000000000000000","DIR_TOX_COEF":"10000000000000000","STALE_DIR_COEF":"685000000000000000","SIGMA_TOX_COEF":"50000000000000000","TAIL_KNEE":"60000000000000000","TAIL_SLOPE_PROTECT":"930000000000000000","TAIL_SLOPE_ATTRACT":"850000000000000000","INITIAL_SIGMA":"950000000000000","INITIAL_LAMBDA":"800000000000000000","INITIAL_SIZE":"2000000000000000","INITIAL_RATE":"400000000000000000","PROCESS_VAR":"902500000000","VAR_CAP":"100000000000000","SILENCE_G_CAP":"1","SILENCE_DECAY":"800000000000000000","SILENCE_ATTENUATION":"300000000000000000","ROUTE_OLD":"900000000000000000","ROUTE_NEW":"100000000000000000","PUSH_CAP":"250000000000000000","DIR_CAP":"2000000000000000000","FLOW_BLEND":"342406799193418304","FLOW_RATE_CAP":"3000000000000000000","FLOW_RETENTION":"999000000000000000","FLOW_ELAPSED_CAP":"64","MISSING_COEF":"196030880396139429888","MISSING_CAP":"333333333333333376","RETAIL_RATE_COEF":"366383424913407168","RETAIL_SIZE_COEF":"1883296158119298304","STALE_SLOW_WEIGHT":"700000000000000000","STALE_FAST_WEIGHT":"300000000000000000","RETAIL_BOOST_CAP":"1600000000000000","ATTRACT_CAP":"3600000000000000","VAR_FLOOR":"10000000000","POST_ELAPSED_CAP":"8","RETAIL_NOISE":"9000000000000","OBS_VAR":"22500000000","DENSITY_SCALE":"8","DENSITY_POWER":"4","ODDS_SCALE":"4000000000000000","LARGE_SIZE":"3000000000000000","LARGE_ODDS_MULT":"400000000000000000","SILENT_ODDS_MULT":"800000000000000000","MASS_FLOOR":"10000000000000000","Q_CENTER":"72","Q_NEAR":"45","Q_MID":"10","ANCHOR_CAP":"674","ANCHOR_LIN":"712696014807650816","ANCHOR_QUAD":"1295240753826310656"},"constant_units":"real-unit float port; count/multiplier integers unscaled; Solidity WAD quantities use 1e18 literals","port_params_sha256":"e10b82e5d50e8cfd99a6c96d7a43015087ed681f00f2f9382cb20ce99dc44a3f"},"notes":["No monitored CMA mean beat IB; selected the initial IB constants.","All figures here are local measurements unless explicitly labeled target. No leaderboard submission or rank claim.","Selected x=0 is IB mathematically. Applying decay transformation 1-(1-d)*2**x introduces a few float ulps; Solidity WAD literals introduce further rounding versus original expressions. Both can change individual paths. Tiny measured differences over IB are numerical freeze effects, not a search improvement.","Frozen monitor gain over T: 1.8095714223753105. Monitors are selection data; holdout and real seeds are not used to select parameters.","Retail and arb real deltas are Y VOLUME deltas, because LightweightSimResult exposes volumes but no trade-type edge split. Replica holdout includes retail/arb EDGE deltas.","Each real seed is evaluated once per arm; markets never contain two learned strategies.","Gate A uses the supplied IB port, loaded from port_zb64, with the exact params head; gate C uses the same port with frozen constants.","Measured search includes the initial IB monitor point; if no CMA mean beats it, constants stay at their starting values.","Sources and dependency setup were confined to disposable test/scratch; the delivered contract uses the standard challenge base/interface imports."]}