  We show how to construct fully symmetric, gapped states without topological
order on a honey- comb lattice for S = 1/2 spins using the language of
projected entangled pair states(PEPS). An explicit example is given for the
virtual bond dimension D = 4. Four distinct classes differing by lattice
quantum numbers are found by applying the systematic classification scheme
introduced by two of the authors [S. Jiang and Y. Ran, Phys. Rev. B 92, 104414
(2015)]. Lack of topological degeneracy or other conventional forms of symmetry
breaking, and the existence of energy gap in the proposed wave functions, are
checked by numerical calculations of the entanglement entropy and various
correlation functions. Our work provides the first explicit realization of a
featureless quantum insulator for spin-1/2 particles on a honeycomb lattice.
