[tex](2^{3}*6^{7}*8^{3}+2^{3^{2}}*2^{10}):(3^{7}+3^{0})=\\
(2^{3}*(2*3)^{7}*(2^{3})^{3} + 2^{9}*2^{10}):(3^{7} + 1) = \\
(2^{3}*2^{7}*3^{7}*2^{9} + 2^{19}):(3^{7}+1)=\\
(2^{3+7+19}*3^{7} + 2^{19}):(3^{7}+1)= \\
(2^{19}*3^{7} + 2^{19}):(3^{7} + 1) = \\
2^{19}(3^{7}+1):(3^{7}+1)= \\
2^{19}*1 = 2^{19}[/tex]
