  We obtain the disorder averaged (critical) four-point correlation functions
for N species of (two-dimensional Euclidean) Dirac fermions subject to a
(Gaussian) random su(N) gauge field. The replica approach and the strong
disorder approach yield identical results, as one might expect in the light of
recent developments in the N=2 case [1]. We establish a connection with
`dressed' Z_N twist fields in the c=-2 logarithmic conformal field theory
(LCFT), thereby extending the recent connection to `dressed' Z_2 twists [1,2].
We draw attention to the fact that `dressed' Z_2 twist operators have
previously appeared in the description of half flux-quantum quasiholes in the
bulk excitations of the Haldane--Rezayi Quantum Hall state [3].
