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"},"seconds_per_simulation":0.0802798824782949,"timing_method":"Wall seconds in run_batch divided by 6000 strategy-versus-normalizer simulations; 8 workers; excludes compilation and reference check.","method":"Pinned simulator 6b6921f8d463314aa7c96234e1be25a25245f704; 10000 steps; default_rng(seed) size/rate/sigma draws; price seed=seed, retail seed=seed+1; each strategy independently versus 30bps normalizer; sample SD/sqrt(n); statistics from unrounded edges.","serialization_note":"The requested uncompressed per_seed array makes result.json exceed 64000 bytes. To obey the byte cap without losing six-decimal data, per_seed is a losslessly encoded JSON array [[seed,ch,np,np2],...], rather than a plain array. Aggregate statistics use unrounded simulation outputs.","per_seed_decode_python":"import base64,zlib,json; rows=json.loads(zlib.decompress(base64.b64decode(result['per_seed']['data'])))"}