  The many-anyons wavefunction is constructed via the superposition of all the
permutations on the direct product of single anyon states and its interchange
properties are examined. The phase of permutation is not a representation but
the word metric of the permutation group . Amazingly the interchange phase
yields a finite capacity of one quantum state interpolating between Fermion and
Boson and the mutual exchange phase has no explicit effect on statistics.
Finite capacity of quantum state is defined as Gentile statistics and it is
different from the fractional exclusion statistics. Some discussion on the
general model is also given.
