So that's what one uses the Count field for! I had considered this very approach but was confounded by the inability to make the multiple steps slow down to match the frequency of regular single cycle waves. Neat trick!jmg8 wrote:OK, so try this....(MXXX)Open MOD1 and take a look at the shape, move MP1 to see the 4 shapes I made. Sine/Triangle/Sample & Hold/Smooth Random.Code: Select all
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
This will probalbly be enough, but if you REALLY need true random then activate MOD2 and take a look at what ive done.
I am not bothered by it not being truly random. However, it would be even better if there could be 29 or 31 steps. I'm not at my DAW, so I don't know if that's allowed, but it would cut down on predictability of repetition if so.
I wish there was a way to have multiple step definitions that one could select. I already have the step sequencer allocated for an up-ramp wave (since Invert is off limits to run-time setting), so I'd have to give that one up for this (two for one gain, ain't bad though).
In any case, this is a *very* cool solution. Thanks, as always.
...
Damn, I just saw your note about checking out Mod 2. I will have to revisit this the next time I fire up my DAW.
