nlt-where do you draw the 4th dimension (of 5)

Since ct3 creatures only see the page, the question arises how would we perceive the fourth dimension from their page and how do we draw the 4th dimension on the pages of our physics.  That is, under traditional (i.e. wrong) physics we have a separate type of dimension, standard clock time.  But since we don't really, how do we draw this 4th dimension which we previously defined as movement but which isn't.
To best understand this, let us look at the poor energy creature (non-existence as far as I know) living in a three coordinate change world, seeing only in two dimensions (but existing in 3).
We know that you can portray 3 dimensions on a page.  Every hack nobel prize winning physicist has drawn the two primary coordinates with a third going off at an angle from the meeting point (that's the singularity in NLT, funny how everyone gets that part right.  Of course, the portrayal in NLT is of coordinate changes which means this third angular line could go off from the two dimensional grid at any point (the 3,3; 3,5, 3.5,1zillion points, for example; anywhere where a third coordinate change happens simultaneously).  The poor 3 coordinate creature however, has never experienced life off the page, so he is unable to easily draw it.
So too, the stone age nobel prize winning mathematician, can't easily see where this goes.  Worse still while I could draw what I'm about to say, I don't even know how to draw on this stupid blog, so you don't get to see it perfectly except in words.  However, it is easy enough to draw in our dimension once we know it exists, just as the energy creature could draw the third on his paper.
In order to explain this I will provide a new paragraph:
First imagine a holographic view of a sheet of paper floating in the front of the lecture hall.  On this sheet of paper is drawn the standard 3 dimensional graph.  If you want to challenge yourself, you can have the third dimension going off at the 3,3 meeting point of the two perpendicular axis.  This is floating, so we can just drop a line downward from the hologram and we have the ability to plot a point in a four coordinate change universe of the type we live in.  This would be easy for a black hole creature since it would see a "page" as three dimensional.
It is important to remember that the nobel prize is not as important in NLT since the award of it (or the holding back) has already been done.  I've already received mine (thank you very much) or didn't (darn you, physics cabal) and therefore the pleasure/humiliation I have to suffer has already been experienced and will be forever.  Let us be thankful for the pleasure.
Change, while important from the standpoint of "perceived" (vs actual) manipulation of the universe by "perceived (vs actual) self aware ct4 creatures; is only an illusion in nlt.  This is why when graphing points in nlt, you always start from the meeting point of the number of coordinates that are changing at once (3,3), (3,3,1), (3,3,1,4) etc and move to the next quantum point.(3,3,1), 3,3,1,1), (3,3,1,4,1), etc.  You can change within the fixed number of coordinates (eg 3,3 to 3,4) or (3,3,1 to 3,4,2) by way of example; but the consequences of either is not greatly different because of how clock times work, but if you haven't read the book, that's  a little much for this early in the morning.