Question 1110668
{{{19383=27^2=(3^3)^3=3^9}}}
The product is
{{{(3^3)*(9^3)*(27^3)*"..."*(19683^3)=(3*9*27*"..."*19683)^3=(3*3^2*3^3*"..."*3^9)^3=(3^(1+2+3+"..."+9))^3=(3^45)^3=3^(45*3)=3^135}}}
{{{highlight(m=135)}}}