  We argue that the so called long flying component (LFC) observed in some
cosmic ray experiments are yet another manifestation of L\'evy distributions
(with index $q=1.3$), this time of the distribution observation probability of
the depths of starting points of cascades. It means that LFC is governed by the
so called long-tail L\'evy-like anomalous superdiffusion, a phenomenon
frequently encountered in Nature. Its connection with the so called Tsallis's
statistics is also briefly discussed.
