Q–Q plots
Is a metric’s distribution normal? A normal Q–Q plot compares each metric’s
empirical quantiles (exact, from seedDistributions.bin) against the quantiles of
a normal with the same mean and standard deviation. Points on the diagonal mean the
metric is Gaussian; systematic curvature reveals skew or heavy tails.
Most Sage metrics are sums of many independent PRNG draws, so by the central limit theorem they should sit close to the line — any deviation is the interesting signal.
Data: exact per-value seed counts over the full archive ( seeds). Quantiles are exact; the theoretical line is a normal with the metric's own mean and sd.
axisSum.* sums all three parallel worlds; axis.{-1,0,1}.* are single-world (0 = Main).