  We consider the locus of irreducible nonsingular rational curves of degree d
Pn, n>2, meeting a generic collection of linear subspaces. When this locus is 0
(resp 1)- dimensional, we compute (recursively) its degree (resp. geometric
genus). The method is completely elementary and similar to that of
(alg-geom/9704004, alg-geom/9708013), where the case n=2 was considered.
