Two screenshots of the Prism Pascalloid at N=1, expressed as: Total 6^{1} = 6
Three rotated images of what is expressed as total is equal to 6^{2} = 36
Total expressed: 6^{3} = 216
Total expressed: 6^{4} = 1,296
Total expressed: 6^{5} = 7,776
Total expressed: 6^{6} = 46,656
Total expressed: 6^{6} = 46,656
Total expressed: 6^{7} = 279,936
As before with Two-dimensional Pascalloids, we begin with a unit. As it may turn out, a decimal displaced unit in some cases, addition remains the same as long as there is just '1' at N = 0.
We are beginning in this case with a Prism as an algabreic geometry, following the equation
((A+B)(C+D)(E+F+G))^{N} , where N = 0 is the start.,
or using Combinatorics arriving at:
N! N!
X!Y!(N-X-Y)! Z!(N-Z)!
Click here for Xl doc
We can even get particular: Expressing 6^{0} = 1
Just as 0!=1