Arithmetic 5: A One-Minute Puzzle

The number 24678051 equals the sum of the eighth powers of its digits, $24678051$ = $2^8$ + $4^8$ + $6^8$ + $7^8$ + $8^8$ + $0^8$ + $5^8$ + $1^8$. Can you find at least one other multidigit integer that has this property?

[Solution on page 2]