Let　(Gamma,　I)　be　the　bound　quiver　of　a　cyclic　quiver　whose　vertices　correspond　to　the　Abelian　group　Z(d).　In　this　paper,　we　list　all　indecomposable　representations　of　(Gamma,　I)　and　give　the　conditions　that　those　representations　of　them　can　be　extended　to　representations　of　deformed　preprojective　algebra.　Pi(lambda)(Gamma,　I).　It　is　shown　that　those　representations　given　by　extending　indecomposable　representations　of　(Gamma,　I)　are　all　simple　representations　of　Pi(lambda)(Gamma,　I).　Therefore,　it　is　concluded　that　all　simple　representations　of　restricted　quantum　group　(U)　over　barq(sl(2))　are　realized　in　terms　of　deformed　preprojective　algebra.