Dimensions Move Through

Let us consider both an f-field, a d-field, and a p-field.  Let us next say, that, over a discrete amount of time, -- both an orbifold eigenset of an f-field, an orbifold eigenset of a d-field, and an orbifold eigenset of a p-field, are to all to travel through what would otherwise be a common general Hamiltonian operand-based region.  What is here to tend to work to influence the general Ward-Caucy-based condition, in so as to help to cause both the f-field to move through a minimum of four spatial dimensions, the d-field to move through a minimum of six spatial dimensions, and the p-field to move through a minimum of ten spatial dimensions (all of these being plus the dimension of time), is that, given the general genus of the vibrations of those superstrings that are to work to make-up each of the three individually taken general genre of field-based attribute -- along with the manner by which such superstrings of such said respective given arbitrary fields are to be tugged through such a so-eluded-to Hamiltonian-based operand -- a tendency will form, in so as to have a respective minimum of four spatial dimensions (for f-fields), six spatial dimensions (for d-fields), and ten spatial dimensions (for p-fields), is to be the said case for the three different said genre of field-based attribute.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.