I consider it an interesting coincidence that the last moves are moved to the beginning. T-perm itself is just two of the easiest OLLs with a cancellation in the middle. This Jb is just a conjugate of the T-perm where R U R' F' is the setup and the end has a lucky cancellation.
I agree... Jb is actually the same length as T when you retain the AUF but I find it interesting that after adding 8 moves for the conjugation and applying cancellations it ends up back at the length of the original T-perm.
I worked out a load of my own PLLs using this same principle quite some time back but none of them had the benefit of such nice cancellations. It was a fun exercise but my algs were slower than the "standard" PLLs!
Edit: The same logic also applies... i.e. T-perm being a conjugate of Jb-perm. Which came first... the chicken or the egg, lol.