I am somewhat confused about the idea that track scaling affords more measures than the limit of 4 would suggest.
Today, I created a simple “4 on the floor” for 1 measure using a synth sound and went through each of the track scale values, counting the total metronome ticks. This proved what I thought number of notes * scale value = number of metronome ticks.
For example, a “4 on the floor” for one measure results in 1 note per metronome tick with a scale of 1, scale of 2 results in 2 metronome ticks per note, scale of 3 results in 3 metronome ticks per note, etc.
So, over the 16 sequencer steps representing one measure with “4 on the floor”, scale = 1 you get 4 notes with 4 metronome ticks, scale = 2 you get 4 notes with 8 metronome ticks, scale = 3 you get 4 notes with 12 metronome ticks, etc.
In each case, you get the same 4 notes, but different number of metronome ticks across the same 16 sequencer step buttons.
With the sacle set to 16, you get 4 metronome ticks per sequencer step so that you get 16 metronome ticks per note and it all therefore still fits in the same 16 sequencer buttons.
Next, I will try playing two tracks together, both with 4 on the floor but each with a different synth sound. One will stay at scale of 1 and the other will be se through each sacle value from 1 through 1/2.
What I want to establish is whether we are really getting more measures or are we simply slowing everything down by increating the number of ticks per step. If we are realy getting more measures, then I should be able to have 64 measures full of notes except for that 120 note limit (?) that a pattern can hold.
Can anyone clarify these things. I figure one of two things will happen by others chiming in:
- My understanding is incorrect and another poster can clarify my thinking.
- My thinking is correct and other posters can verify my results.
By the way, when experimenting with features on the op-xy, it would be helpful to state what version of firmware we are running. I am running 1.0.29.
Tony