  In this paper a type D breakdown of the Navier Stokes (NS) in d=3 is
demonstrated. The element of the breakdown also occurs in the Euler equation.
We consider the fact that in d=2 Ladyzhenskaya found a generalized type B
solution. The discussion revolves around the notion, also found in quantum spin
theory, that in the behavior of a system can be quite different from the
behavior in d=2 dimensions. Concerning applications, our resolution of the
problem implies that e.g. hydrology problems formulated as a NS equation can
only be solved in computational approximation.
