  A Clifford Space is counted to be a tempting approach to unify both
micro-physics and macro-physics simultaneously. Such a tendency may be found in
the realm of replacing vectors with poly-vectors. Accordingly, the problem of
motion becomes essential to express the motion of extended particles rather
than test particles. These equations are performed by using an equivalent
Bazanski Lagrangian in a Clifford space. From this perspective, a generalized
type an equation for spinning density tensors and spinning density deviation
tensors are obtained. Spinning deviation tensors in a Clifford space may give a
better performance to examine the problem of stability for spinning density
tensors as expressed in terms of vectors defined in such a class of Riemannian
geometry.
