Explaination of hoop-like swivels versus Act-like permutations

What I mean by a hoop-like basis of swivel is a change in the general concavity of the basic topological Laplacian-based mapping of a superstring that is in either the forward Njenhuis or in the reverse Njenhuis directoral plane -- when relative to the holomorphic directoral plane when relative to the motion of the said superstring's permittivity that it is to go into during the ensuing course of its relatively unnoticed Ultimon Cycle metric.  What I mean by the arcing of a superstring is a change in the general concavity of the basic topological Laplacian-based mapping of a superstring that is in either the forward holomophic or in the reverse holomorphic directoral plane when relative to the motion of the said superstring's permittivity that it is to go into during the ensuing course of its relatively unnoticed Ultimon Cycle metric.