  It is shown that the series of renormalon--type graphs, which consist in the
chain of insertions to one soft(hard) gluon(photon) line is in fact ill
defined. Each new type of insertions, which appears in the higher orders of
perturbation theory, generates the correction to renormalon of the order of
$\sim 1$. However, this series of the corrections to the asymptotics although
have no small parameter but hopefully is not the asymptotic one. The
consideration based on the use of the renormalization group equation for
effective charge is supported by the direct diagrammatic picture.
