24edo tetrachords

A chart of all possible 24edo tetrachords (36 altogether):

1-1-8	1-2-7	1-3-6	1-4-5	1-5-4	1-6-3	1-7-2	1-8-1
2-1-7	2-2-6	2-3-5	2-4-4	2-5-3	2-6-2	2-7-1
3-1-6	3-2-5	3-3-4	3-4-3	3-5-2	3-6-1
4-1-5	4-2-4	4-3-3	4-4-2	4-5-1
5-1-4	5-2-3	5-3-2	5-4-1
6-1-3	6-2-2	6-3-1
7-1-2	7-2-1
8-1-1

Tetrachord details:

tetrachord notation	steps in cents	interval names	notes
1-1-8	50 + 50 + 400	P1 sm2 m2 P4	form of Greek enharmonic genus
1-2-7	50 + 100 + 350	P1 sm2 N2 P4
1-3-6	50 + 150 + 300	P1 sm2 M2 P4
1-4-5	50 + 200 + 250	P1 sm2 sm3 P4
1-5-4	50 + 250 + 200	P1 sm2 m3 P4
1-6-3	50 + 300 + 150	P1 sm2 N3 P4
1-7-2	50 + 350 + 100	P1 sm2 M3 P4
1-8-1	50 + 400 + 50	P1 sm2 SM3 P4	form of Greek enharmonic genus
2-1-7	100 + 50 + 350	P1 m2 N2 P4
2-2-6	100 + 100 + 300	P1 m2 M2 P4	Form of Greek chromatic genus
2-3-5	100 + 150 + 250	P1 m2 sm3 P4
2-4-4	100 + 200 + 200	P1 m2 m3 P4	Phrygian; jins Kurd
2-5-3	100 + 250 + 150	P1 m2 N3 P4
2-6-2	100 + 300 + 100	P1 m2 M3 P4	"Piano Hijaz"; form of Greek chromatic genus
2-7-1	100 + 350 + 50	P1 m2 SM3 P4
3-1-6	150 + 50 + 300	P1 N2 M2 P4
3-2-5	150 + 100 + 250	P1 N2 sm3 P4
3-3-4	150 + 150 + 200	P1 N2 m3 P4	jins Bayati
3-4-3	150 + 200 + 150	P1 N2 N3 P4	all-neutral tetrachord, resembles Maqam 'Iraq or Sikah Baladi
3-5-2	150 + 250 + 100	P1 N2 M3 P4
3-6-1	150 + 300 + 50	P1 N2 SM3 P4
4-1-5	200 + 50 + 250	P1 M2 sm3 P4	like jins Nahawand but subminor 3rd instead of minor
4-2-4	200 + 100 + 200	P1 M2 m3 P4	minor; jins Nahawand
4-3-3	200 + 150 + 150	P1 M2 N3 P4	jins Rast
4-4-2	200 + 200 + 100	P1 M2 M3 P4	major; jins 'Ajam
4-5-1	200 + 250 + 50	P1 M2 SM3 P4
5-1-4	250 + 50 + 200	P1 SM2 m3 P4
5-2-3	250 + 100 + 150	P1 SM2 N3 P4
5-3-2	250 + 150 + 100	P1 SM2 M3 P4
5-4-1	250 + 200 + 50	P1 SM2 SM3 P4
6-1-3	300 + 50 + 150	P1 m3 N3 P4
6-2-2	300 + 100 + 100	P1 m3 M3 P4	form of Greek chromatic genus
6-3-1	300 + 150 + 50	P1 m3 SM3 P4
7-1-2	350 + 50 + 100	P1 N3 M3 P4
7-2-1	350 + 100 + 50	P1 N3 SM3 P4
8-1-1	400 + 50 + 50	P1 M3 SM3 P4	form of Greek enharmonic genus