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","notes":["Confirmation only; no search, port, replica, or callback differential gate was run, as specified for this item.","Each arm ran alone against VanillaStrategy (30 bps), using one run_batch call per 64-seed chunk and 8 workers. gas_stats_reset immediately preceded and gas_stats immediately followed each call.","Configs follow MatchRunner._build_configs with absolute seed as i: numpy default_rng(seed), drawing retail_mean_size, retail_arrival_rate, then gbm_sigma from BASELINE_VARIANCE. All other fields use build_config canonical settings, including 10000 steps.","Differences are first-named arm minus second-named arm in total submission edge. SE uses sample SD / sqrt(n); sumsq is uncentered sum of squared differences. Quartiles rank seeds by IB submission retail_volume_y ascending (seed breaks ties). Volumes are Y-denominated submission volume; delta mean_diff fields are mean volume differences.","Retail and arbitrage edge decomposition is not exposed by the engine and was not measured. Gas includes normalizer callbacks separately.","Per-seed differences are rounded to 8 decimals to fit the output limit; all aggregates use unrounded engine outputs. Gas peaks and error counts aggregate all completed chunks per arm, and normalizer statistics are reported separately."],"valid":true,"per_seed_diffs":{"columns":["seed","CAND_minus_IB","CAND_minus_T03","T03_minus_IB"],"rows":[[8176128,0.68271739,-0.10956184,0.79227923],[8176129,0.90157616,-0.14694388,1.04852004],[8176130,0.13274372,-0.02018658,0.15293031],[8176131,1.41769596,0.12196027,1.29573568],[8176132,0.54517398,0.04857979,0.49659419],[8176133,1.15525536,0.17448547,0.98076989],[8176134,2.42759199,0.44114049,1.98645151],[8176135,-0.31177579,0.2134645,-0.52524029],[8176136,-0.57648901,-0.52235716,-0.05413185],[8176137,1.00555925,-1.36598112,2.37154037],[8176138,3.00175834,-0.13160295,3.13336128],[8176139,-0.27806645,-0.53486708,0.25680063],[8176140,0.06642835,-0.18461148,0.25103983],[8176141,0.38087085,-0.1511021,0.53197295],[8176142,0.53369131,0.10149247,0.43219884],[8176143,0.37642283,0.41483889,-0.03841606],[8176144,1.38684713,-0.02337884,1.41022596],[8176145,0.36741905,0.16667912,0.20073993],[8176146,0.23547252,-0.29595055,0.53142308],[8176147,1.06501406,0.58970446,0.47530961],[8176148,1.34567666,-0.9155716,2.26124826],[8176149,-0.66221262,-0.47071491,-0.19149771],[8176150,1.15515283,0.42959331,0.72555952],[8176151,0.54033506,-0.03466669,0.57500175],[8176152,-0.37333994,0.23077141,-0.60411135],[8176153,0.86957165,-0.17327525,1.0428469],[8176154,1.61683964,0.25662928,1.36021037],[8176155,0.44753112,0.3432983,0.10423281],[8176156,1.27999211,0.11581931,1.1641728],[8176157,0.24251709,-0.15395713,0.39647422],[8176158,1.43729462,-0.14986937,1.58716399],[8176159,0.71828957,0.53690627,0.1813833],[8176160,1.8718845,0.16655171,1.70533279],[8176161,0.5281239,-0.25228683,0.78041073],[8176162,0.54503527,0.14995425,0.39508103],[8176163,1.12297093,0.36025598,0.76271496],[8176164,2.53899937,0.79612591,1.74287346],[8176165,0.46114963,0.32481817,0.13633146],[8176166,-2.21300951,-2.89789363,0.68488411],[8176167,-1.05084816,-0.49627711,-0.55457105],[8176168,0.43636118,0.06906386,0.36729732],[8176169,1.17638205,0.10645836,1.06992369],[8176170,2.19580631,0.36624755,1.82955876],[8176171,2.24236727,-0.04320352,2.28557079],[8176172,-0.41090858,-0.33318151,-0.07772707],[8176173,0.71834761,-0.00497488,0.72332249],[8176174,-0.542614,0.10293622,-0.64555022],[8176175,0.59481316,-0.00718748,0.60200064],[8176176,3.09149812,0.02176737,3.06973074],[8176177,2.50702413,-0.02346724,2.53049138],[8176178,0.66986513,0.36348998,0.30637515],[8176179,-0.29221129,-0.13773644,-0.15447486],[8176180,1.75235308,0.24420768,1.5081454],[8176181,1.01982248,0.0564244,0.96339808],[8176182,0.11584399,0.18926237,-0.07341838],[8176183,0.87582253,0.4990784,0.37674413],[8176184,0.2507844,0.14038747,0.11039693],[8176185,0.5615721,-0.50898174,1.07055384],[8176186,1.11573618,0.16684819,0.94888799],[8176187,0.69971944,0.14005256,0.55966688],[8176188,0.8390593,-0.63539158,1.47445088],[8176189,1.370483,0.36412609,1.00635691],[8176190,0.37617215,-0.63552242,1.01169457],[8176191,-0.73802308,0.41004395,-1.14806703],[8176192,2.08803013,1.32882207,0.75920806],[8176193,-0.00167334,-0.02288363,0.02121029],[8176194,0.23119929,-0.29725873,0.52845801],[8176195,0.84046189,-0.32996833,1.17043022],[8176196,0.48132947,0.11224316,0.36908631],[8176197,0.16772017,-0.04301826,0.21073844],[8176198,3.12732313,-0.04627455,3.17359768],[8176199,2.05064648,0.21717452,1.83347195],[8176200,1.69773162,-0.14846168,1.8461933],[8176201,1.32175977,-0.19664849,1.51840826],[8176202,0.9284912,-0.07846422,1.00695542],[8176203,1.56451275,-0.0103128,1.57482555],[8176204,1.05297994,0.02139516,1.03158478],[8176205,0.45213253,-1.15979714,1.61192967],[8176206,0.45253173,-0.01186128,0.46439301],[8176207,-0.94988426,-0.47200065,-0.47788361],[8176208,1.5312601,0.91253222,0.61872788],[8176209,1.90718264,0.29951537,1.60766727],[8176210,0.10736962,0.11101552,-0.00364591],[8176211,1.71306413,0.44052501,1.27253912],[8176212,1.34582765,0.12794007,1.21788758],[8176213,11.46046212,0.42566909,11.03479303],[8176214,0.57404729,0.02483661,0.54921068],[8176215,0.76846939,-0.05636606,0.82483546],[8176216,1.06758208,-0.64607195,1.71365403],[8176217,-0.80445878,-0.81698774,0.01252896],[8176218,1.34137102,-0.08094987,1.42232089],[8176219,-0.23438228,0.68832245,-0.92270472],[8176220,0.99935134,-0.42003865,1.41938999],[8176221,0.74077522,0.09807489,0.64270032],[8176222,0.84122916,0.08050351,0.76072565],[8176223,0.27661412,0.43710267,-0.16048855],[8176224,-0.23717717,-0.34737821,0.11020103],[8176225,1.45676461,0.17200845,1.28475616],[8176226,-0.5276638,-0.27374648,-0.25391732],[8176227,0.10074152,-0.04768107,0.14842259],[8176228,0.79772003,0.28379338,0.51392664],[8176229,1.31376269,-0.02506255,1.33882524],[8176230,0.99935882,0.303165,0.69619382],[8176231,0.30968117,0.28265648,0.02702469],[8176232,0.20548486,-0.52768695,0.73317181],[8176233,1.76745511,0.20960177,1.55785334],[8176234,0.69539311,-0.07624855,0.77164165],[8176235,0.43994152,-0.27353289,0.71347441],[8176236,0.39363206,0.47857862,-0.08494656],[8176237,0.69474431,0.15237582,0.54236849],[8176238,0.92152273,-0.14204477,1.06356751],[8176239,0.46234922,0.32018826,0.14216096],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