What is next in mathematics?

Having generated the 2 by 2 that makes the complete set, sinh and cosh, of the Lucas angles for hyperbolics I am now interested in doing that for the next few Lagrange numbers. In other words, hyperbolic flow and Lagrange theory should be intimately connected.  And, the Lagrange number should be related to the Schramm-Loewner index. That bugged me that I could not show Brownian motion with discrete angle hyperbolics, they should. And it should also be the case that changing the Lagrange number in the hyperbolic discrete set will define the walk through pattern in the Wythroff array.  This is all interesting stuff, and those pros in hyperbolics and tanh theory should be jumping all over this. Hint, hint...