Find the least positive integer m (written in base 10 as m=\underline{a}\ \underline{b}\ \underline{c}, with digits a, b, c), such that m=(b+c)^{a}.
Find the least positive integer m (written in base 10 as m=\underline{a}\ \underline{b}\ \underline{c}, with digits a, b, c), such that m=(b+c)^{a}.