Part Generative algorithm is set on Part Ctl Seq page 2

This table needs some work. Some information is based on the limited documentation, but much of it is just guesses.

MONO and CHORD Part Generative algorithms

steps note len pitch gates vel ratchets glides changes Ctl Seq density PSET harmonics notes
ACD1 Acid 1 16 1/16 50% 50% - 2nds and tritones a few accents using Vel=100
ACD2 Acid 2 16 1/16 50 50 y 2nds and tritones more dissonant notes
ACD3 Acid 3 - - 50 50 y no 2nds and tritones no Ctl Seq changes
BRL1 Berlin School 1 8 1/8 oct and fifths, maj 3rd
BRL2 Berlin School 2 - - no no Ctl Seq changes
357 cell based 16 50 3, 5 or 7 step regularly repeating cells
OBL1 Obliq 1 16 (varies) 1/4 50 yes 2 to 7 step irregularly repeating cells
OBL2 Obliq 2 “more radical”
RND1 Random 1 yes yes Some parameter randomization
RND2 Random 2 yes yes yes More parameter randomization
RND3 Random 3 yes yes yes yes yes Most parameter randomization
EC-G Euclidean Gate yes Euclidean pattern applied only to gate.
TEK1 y 1-10 [v3]
TEK2 y 1-10 [v3]
EC-P Euclidean Gate with random pitches y 1-16 [v3]
TCH1 y 1-16 [v3]
TCH2 y fixed [v3]
MINM Minimal yes 80 yes 1-16 [v3]
OSTN 1-16 [v3]
HEVY 1-16 [v3]

Drum-based Generative algorithms

steps step len voices gates groove vel ratchets changes Ctl Seq notes
CEL1 Cell-based 1 - - - - - 2 to 8 step cells, strict repetition
CEL2 Cell-based 2 2 to 8 step cells, strict repetition
CEL3 Cell-based 3 2 to 8 step cells, strict repetition
MAL1 Dual-cell 1 2 to 8 step cells, random repetition
MAL2 Dual-cell 2 2 to 8 step cells, random repetition
ECL1 Euclidean 1 random k per part
ECL2 Euclidean 2 1,2 less dense rand
HYB Hybrid 1,2 cell-based;
3,4 Euclidean
SPRS Sparse 8-20 step cells; Some regular repetition, some irregular; tuned for 32 or more step parts
RND1 Some parameter randomization
RND2 More parameter randomization
RND3 Most parameter randomization