Hi,

I’m testing out a new implementation of sequences of neoriemannian PLR operations in OM. I already made the single operations, but in my previous implementation I was only able to compute sequences of such operations through self-referential blue boxes and dense,careful wiring. Here’s my question: are there any alternatives to blue boxes in order to achieve operations that compute (a finite sequence of) their own results? I was able to find a solution for a recent implementation of sequences of Tymoczko’s *t* and **T** transforms, but it all relied on hacking through their algebraic properties with `dx->x`

. It wouldn’t work on PLR operations.

Any hints or insights on this issue would be much appreciated.

All the best,

António