## Pandigital : x + y = z^3

$x \; + \; y \; = \; z^3$

where the integers   $x, \; y$,   and   $z$   together contain the nine digits once each:

$19635 \; + \; 48 \; = \; 27^3$

$19638 \; + \; 45 \; = \; 27^3$

$19645 \; + \; 38 \; = \; 27^3$

$19648 \; + \; 35 \; = \; 27^3$