SubSpace - Closed adition ; Closed Mulltiplication; and Zero

Fine Tuning[br][br]1) I am not 100% sure about equating : pi d^2 and pi b^2 to the (Im) d and b values without trying to use Archimedes Circle: Which I found those two equations need[br][br]some work ? ( The Inside and Outside Trig: sin , tan. - It's best to take S(n) and do your own relations to the Geometry which is Fairly simple.[br][br]2) The Vector Equation: The First one I derived ; is very interesting: It factors all numbers by 3; then would that factor runs out, just divide by two, and so on,[br][br]basically, this equation I derived factors I guess all Integers.. Check it out.[br][br]3) I have not tried to do a lot of things yet ... I hope everything is fairly accurate and correct.[br][br]4) This Graphics seems to be better if you " Uncheck " the actual equations so you can let it's Integrations stand out.
SubSpace - Closed adition ; Closed Mulltiplication; and Zero

Information: SubSpace - Closed adition ; Closed Mulltiplication; and Zero