

A sphere I drew… wish it could be a torus…🦗…🦗🦗…🦗……… And something I wrote as a post script. The picture relates to the end. P.S. Perhaps into another realm(or dimension/manifold(meaning dimensions;like the cube you see in a tessaract so a 3D manifold of the 4D space leave 1 dimension or a line). A 3D sphere would have a 2D circle leaving a line again. Now imagine an interval of 1 for the circle and a length of P=1 for the line. This would allow you do draw in the spheres surface area by locating one pole at the center of the circle and then reaching it in all directions it can reach. I argue the most useful part is the upper left or all positive quadrant because of the nature of the space we inhabit. You can’t have negative objects, this doesn’t mean they don’t exist just that we can only see “positive” objects or those in Quadrant 1. At least in the context of a circle. Now imagine the line P generating an object by doing the same process as you did on the center but this time it was done on the perimeter of the entire circles. It would put a circle with radius 1 around the entire circle. Drawing this would create a torus with a pole or maybe a closed(open -even… if you think about it). What would the nature this torus be and what would in look like in a 3D “Quadrant 1” furthermore what’s an example of this 3D quadrant one besides things like electromagnetism or the weak and strong nuclear force or gravity? These must be the rules and quarks and light and gluons must be the pieces. Which of the four boards have which of the dots, lines, and spheres(and other 3D shapes, including MY torus which closed the donut. Could that area be traversed???) that are the 17 elementary particles maybe even the atoms since I went a little over board with examples. Let me know what I got wrong!!! #math #mathproblems