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A good contact toric manifold $M$ is determined by its moment cone $C$. Wecompute the equivariant cohomology ring with $\Z$ coefficient of $M$ in termsof the combinatorial data of $C$. Then under a smoothness criterion on the cone$C$, we compute the singular cohomology ring with $\Z$ coefficient of $M$ interms of the combinatorial data of $C$.

Cohomology rings of good contact toric manifolds