  A palintiple is a natural number which is an integer multiple of its digit
reversal. A previous paper partitions all palintiples into three distinct
classes according to patterns in the carries and then determines all
palintiples belonging to the shifted-symmetric class. In this paper we consider
a strategy for finding all symmetric palintiples based upon recent work. We
also discuss the last case of asymmetric palintiples and consider bases for
which asymmetric palintiples do not exist.
