  We present an exactly solvable model of a quantum spin liquid with Abelian
anyons in d=2 spatial dimensions. With spins 1/2 on a triangular lattice and
six-body interactions, our model has zero spin correlation length and localized
elementary excitations like the toric codes of Kitaev and Wen. In contrast to
those earlier models, it has more elementary particles---4 bosons and 3
fermions---and higher topological degeneracy of 64 on a torus. Elementary
excitations are boson-fermion pairs that come in 12 distinct flavors. We use
string operators to expose the topological nature of the model.
