  We study explicit model wave functions describing the fundamental quasiholes
in a class of non-abelian fractional quantum Hall states. This class is a
family of paired spin-singlet states with $n\geq1$ internal degrees of freedom.
We determine the braid statistics of the quasiholes by determining the
monodromy of the explicit quasihole wave functions, that is how they transform
under exchanges of quasihole coordinates. The statistics is shown to be the
same as that of the quasiholes in the Read-Rezayi states, up to a phase. We
also discuss the application of this result to a class of non-abelian hierarchy
wave functions.
