User blog:Primussupremus/extensions to my notation.

Last time I got to [a,b,c|d,k#p#q] in my notation where there are two elements in the chain after the k (p and q) this time instead of having n+1 terms in the array after the k you can have multiple terms. For example [a,b,c|d,k#(3)]= [a,b,c|d,k#p#q#r]the r in this array works the same way the q would work in the expression [a,b,c|d,k#p#q] the only difference is instead of having [a,b,c|d,k#p] arrays of [a,b,c] you have [a,b,c|d,k#p#q] arrays of [a,b,c] you can extend this idea to fit any number of arrays denoted as [a,b,c|d,k#(n)]