Behaviors and Automation

The following behaviors are at your disposal via the 'bEhv' setting;

Invoking a playing behavior for a track in a fragment, which had previously playing nothing for that track (or in other words; the track has become newly audible), behaves in a special way;

A 'ParM' setting is available for automations such as the fade in, filter cut-off or pitching automations. This setting specifies a starting point (marked S) or an end point marked 'E'. For example 'S 41' indicates that the automation starts at 41% complete. Some examples on how this is used;

In another example 'E 41' indicates that the automation ends at 41% complete. Some examples on how this is used;

Automation is persistent until canceled by other automation. This means that, for example, a pitch will remain changed until another automation changes that pitch again in some other way. However, if you need to forcibly cancel any type of automation's effect, you can choose 'Cncl' for the 'ParM' setting. This will cancel any automation for the matching 'bEhv' automation. For exampl, 'Cncl' for the 'ParM' setting, will;

If you need to cancel (e.g. reset) multiple automations (volume, filter and/or pitch), or you need to set a parameter (volume, filter and/or pitch) to a specific value, you can do so by queuing multiple 0-length fragments which complete "instantly" due to their 0-length.

Finally, the 'Parm' setting is a simple 1-14 value for the Gater ('Gatr') pattern selection rather than a percentage. The following gater patterns are available (where 1 is gate open, and 0 is gate closed across 24 divisions of a quarter note);

  1. 111111111111000000000000
  2. 111111000000111111111111
  3. 111111000000111111000000
  4. 111000111000111000111000
  5. 111000000000111000000000
  6. 111111111111000111000111
  7. 111100111100000000111100
  8. 000111000111111111111111
  9. 111111000111111111111000
  10. 000111000111000111000111
  11. 111000111111111000111111
  12. 111111111000000111000000
  13. 111000000000111111000000
  14. 111111111000000000111000