The present article continues the classification of the correlations of  an even prime number.

As in the case in which q is odd, some matrices with four nonvanishing entries are equivalent to diagonal matrices. When this equivalence does not take place, a correlation defined by an upper triangular matrix with four nonzero entries, with companion automorphism  where  can have the following numbers of absolute points:

 or  or  for n odd,

 or  or  for n even.

We also discuss the equivalence classes into which these correlations fall, as well as the configurations of their sets of absolute points.

companion automorphism, absolute set of a correlation,  equivalence, residue class, full secant, short secant.