“…The mentioned anomaly consists in systematic deviations [1,4,5] from the Furry/exponential distribution [6,7], w(n) = 1/ n [1 − 1/ n ] n−1 ≈ 1/ n exp(−n/ n ), which has been considered as a general statistical law holding for all avalanches regardless of their size. Experimental evidence based on different testing methods [8][9][10][11][12][13] has identified the Pareto probability density function w(n) = const · n −(1+D) as a reliable distribution of high populated avalanches. However, this result would imply the existence of two independent statistics (Furry's and Pareto's) governing simultaneously one group of identical objects but such a dual concept is hardly acceptable.…”