# Solutions to the diophantine equation \$2^jcdot 3^k-728=787cdot y\$

Solutions to the diophantine equation $$2^jcdot 3^k-728=787cdot y$$, for j,k nonnegative and y>1.

Given a solution $$j=5$$ , $$k=7$$, $$y=88$$ how can I find other solutions?