Odredi zbroj svih prirodnih brojeva koji zadovoljavaju jednadžbu

. Primjerice, ako su rješenja

, upišite

.
Find the sum of all natural numbers which satisfy

. For example, if the solutions are

, write

.
[lang=hr]
Odredi zbroj svih prirodnih brojeva koji zadovoljavaju jednadžbu $x!+y!=x^y$. Primjerice, ako su rješenja $(1,2), (4,4)$, upišite $1+2+4+4=11$.
[/lang]
[lang=en]
Find the sum of all natural numbers which satisfy $x!+y!=x^y$. For example, if the solutions are $(1,2), (4,4)$, write $1+2+4+4=11$.
[/lang]