  We study the classification problem for polarized varieties with high
nefvalue. We give a complete list of isomorphism classes for normal polarized
varieties with high nefvalue. This generalizes classical work on the smooth
case by Fujita, Beltrametti and Sommese. As a consequence we obtain that
polarized varieties with slc singularities and high nefvalue, are birationally
equivalent to projective bundles over nodal curves.
