  This paper examines a continuous time dynamical system that is an extension
of a discrete time dynamical system previously examined, and considers this
system together in a product space with a compact subset of Euclidean space.
Together, the two systems give a skew product flow. We first examine limit
behavior and recurrence in our continuous time extension. We then consider
analogous limit and recurrence concepts for a skew product flow, and the
behavior on the Euclidean space that results.
