  Past theoretical studies have considered excitations of a given flavor of
composite fermions across composite-fermion quasi-Landau levels. We show that
in general there exists a ladder of flavor changing excitations in which
composite fermions shed none, some, or all of their vortices. The lowest energy
excitations are obtained when the composite fermions do not change their
flavor, whereas in the highest energy excitations they are stripped of all of
their vortices, emerging as electrons in the final state. The results are
relevant to the intriguing experimental discovery of Hirjibehedin {\em et al.}
(cond-mat/0306152) of coexisting excitation modes of composite fermions of
different flavor in the filling factor range $1/3>\nu\geq 1/5$.
