Figure 9. Whole PI equations for dimensions of space. (A) Graphical representation of, and equation for, the relationship between any diameter, d, and Whole PI, for the First Dimension of space. (B) Graphical representation of, and equation for, the relationship between any diameter, d, and Whole PI, for the second dimension of space. (C) Graphical representation of, and equation for, the relationship between any diameter, d, and Whole PI, for the third dimension of space. Notice that the number in the denominator (2p) represents the number of radii in each dimension. The First Dimension is unique, and has a two in the numerator, 2(PI)d^p/2p. The equations for the other dimensions are identical, (PI)d^p/2p, differentiated only by the value of p, representing the dimension number, which also equals the number of diameters.