  In 1966, Alan Sutcliffe published an introductory paper on "numbers which are
multiplied when their digits are reversed". Two years later T. J. Kaczynski
extended Sutcliffe's work to show that there exists a 3 digit number in base n
with this property if and only if there exists a 2 digit base n number with
this property. This paper attempts to generalize Kaczynski's proof to the case
of 4 and 5 digit integers and explores some unexpected consequences of this
generalization.
