# README
Self powers
The series, $1^1$ + $2^2$ + $3^3$ + ... + $10^{10}$ = $10405071317$.
Find the last ten digits of the series, $1^1$ + $2^2$ + $3^3$ + ... + $1000^{1000}$.
The series, $1^1$ + $2^2$ + $3^3$ + ... + $10^{10}$ = $10405071317$.
Find the last ten digits of the series, $1^1$ + $2^2$ + $3^3$ + ... + $1000^{1000}$.