Thinking about the Teletype further, and reading a few things on it I’m wondering to what extent the Teletype can deal with data. I’m thinking in particular, a Markov note model.
Markov modelling is a method whereby the probability of a next event is based on the state of the current event. Applied to musical sequences, there are two aspects.
The first is training a model. On something like the Teletype, that could consist on using a trigger and the CV in to run a script that would adjust the current in-memory model, updating the probability information given the previous note and the new note.
The second is producing a sequence derived from such a model. Here, on Teletype, a trigger could produce an output trigger and CV value randomly but based on the model.
The question then is, to do such a thing, is there sufficient data storage available to a script to store a model?
It its simplest form, the model could be built on reducing the notes to a single octave, which would reduce the necessary amount of data storage. It’d be nice to have a multi-octave model, but a single octave model would at least make such a thing possible.
The data required to do this for a single octave, could probably be done in an array of integers, 16 bit integers probably enough in a pinch. And it would require an array of such integers of length 144-- for each note in a 12 note scale, you would have 12 probability values for what the next note might be, 12 x 12 = 144 integers.
Can the Teletype accommodate that kind of data storage? And if so, is there some way to write and read the data from some kind of removable media?
An enhancement to such a model could be to maintain the probability of the length of the note, which could be derived from the time between notes.