The topic of the paper is the study of germs of local holomorphisms
f between Cn and Cn
such that f(M) #26; M? and df(TcM) = TcM?
for M #26; Cn and M?
generic real-analytic CR submanifolds of arbitrary
codimensions. It is proved that for M minimal and M? finitely nondegenerate,
such germs depend analytically on their jets. As a corollary, an analytic
structure on the set of all germs of this type is obtained.