For　a　finite　dimensional　semisimple　Lie　algebra　g　and　a　root　q　of　unity　in　a　field　k,　we　associate　to　these　data　a　double　quiver　(Q)　over　bar.　It　is　shown　that　a　restricted　version　of　the　quantized　enveloping　algebras　U-q(g)　is　a　quotient　of　the　double　quiver　algebra　k　(Q)　over　bar.