  Orbital fuzzy iterated function systems are obtained as a combination of the
concepts of iterated fuzzy set system and orbital iterated function system. It
turns out that, for such a system, the corresponding fuzzy operator is weakly
Picard, its fixed points being called fuzzy fractals. In this paper we present
a structure result concerning fuzzy fractals associated to an orbital fuzzy
iterated function system by proving that such an object is perfectly determined
by the action of the initial term of the Picard iteration sequence on the
closure of the orbits of certain elements.
