More As To Being "On" The Paraboloid

Now, let's get back to what I was referring to before.  Let's say that a "point" on the earlier said paraboloid, is here to be relatively stationary, at an internal reference-frame.  It seems to be going nowhere -- from the vantage-point of an observer that is here to be "standing" on the paraboloid.  Yet -- it (the "point") is to be spinning, from the vantage-point of an observer, whom would be at an external reference-frame.  Next -- let's say that the paraboloid was just setting there.  The paraboloid has a position, since it has a shape.  (Please bear with me on this one.)  Anything that has a position, exists at an angle.  Next -- let's say that the paraboloid were to roll off of a plane-like surface, that it was originally on top of.  Its angle of position at each increment of motion along the plane, -- works to define its coexistence with its environment, even when working to include the surface that it is here to be rolling off of.  The rolling of the object is like a spin.  The change in the object's norm conditions as it rolls, is the physical action of the OBJECT -- that brings it to the newly founded general positioning that it is now to be at,  over the Fourier-related translation of MOTION.  The driving force of the object, in whatever direction it is pressured into -- also works to cause motion, by allowing a positional drive of the said object.  So, change in norm conditions -- in both radial translation and positional drive, -- work together, to form the basic building blocks of regular motion.  To Be Continued!  Sam Roach.