ON PROPERTY OF COMPLEMENTS OF AN ALGEBRAIC CURVE WITH AT LEAST 4 IRREDUCIBLE COMPONENTS IN P2

For the manifold M := P-2 - A(l) (l >= 4) where A(l) is an algebraic curve with / irreducible components, the notion that M is of log general type, measure hyperbolic and Delta(M) is a Curve or empty set, where Delta(M) is the degeneracy locus of the Kobayashi pseudodistance d(M) on M, coincide with each other.