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","port_sha256":"dca74cfb7bf8b11e3bee411ca04a12828f38da8dd109e1ab51b5be7c7bef4161","port_notes":"Standalone 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Weights frozen to 1e-6 before gate C and the single holdout and real comparisons.","Selected best monitored ES mean or generation winner; monitor gain measured before rounding.","Fresh real seeds are paired across arms; arms never share a market. Gas statistics are summed over disjoint seed chunks, maxima merged with max."]}