  This paper contains computations of the Cuntz semigroup of separable
C*-algebras of the form C_0(X,A), where A is a unital, simple, Z-stable ASH
algebra. The computations describe the Cuntz semigroup in terms of Murray-von
Neumann semigroups of C(K,A) for compact subsets K of X. In particular, the
computation shows that the Elliott invariant is functorially equivalent to the
invariant given by the Cuntz semigroup of C(T,A). These results are a
contribution towards the goal of using the Cuntz semigroup in the
classification of well-behaved non-simple C*-algebras.
