Families of nonatonic MOS scales for all n-EDO tunings until 36EDO

Names for MOS families (according to the naming scheme):

1L 8s antisubneutralic

2L 7s balzano

3L 6s tcherepnin

4L 5s gramitonic

5L 4s semiquartal

6L 3s hyrulic

7L 2s armotonic

8L 1s subneutralic

Additional constraints: L/s < 5, L/s > 7/6

n	MOS family	L	s
10	antisubneutralic	2	1
11	antisubneutralic	3	1
11	balzano	2	1
12	antisubneutralic	4	1
12	tcherepnin	2	1
13	balzano	3	1
13	gramitonic	2	1
14	semiquartal	2	1
15	balzano	4	1
15	tcherepnin	3	1
15	hyrulic	2	1
16	armotonic	2	1
17	gramitonic	3	1
17	subneutralic	2	1
18	tcherepnin	4	1
19	antisubneutralic	3	2
19	semiquartal	3	1
20	antisubneutralic	4	2
20	balzano	3	2
21	antisubneutralic	5	2
21	tcherepnin	3	2
21	gramitonic	4	1
21	hyrulic	3	1
22	antisubneutralic	6	2
22	balzano	4	2
22	gramitonic	3	2
23	antisubneutralic	7	2
23	semiquartal	3	2
23	armotonic	3	1
24	antisubneutralic	8	2
24	balzano	5	2
24	tcherepnin	4	2
24	semiquartal	4	1
24	hyrulic	3	2
25	antisubneutralic	9	2
25	armotonic	3	2
25	subneutralic	3	1
26	balzano	6	2
26	gramitonic	4	1
26	subneutralic	3	2
27	tcherepnin	5	2
27	hyrulic	4	1
28	antisubneutralic	4	3
28	balzano	7	2
28	semiquartal	4	2
29	antisubneutralic	5	3
29	balzano	4	3
30	antisubneutralic	6	3
30	balzano	8	3
30	tcherepnin	6	2
30	tcherepnin	4	3
30	gramitonic	5	2
30	hyrulic	4	2
30	armotonic	4	1
31	antisubneutralic	7	3
31	balzano	5	3
31	gramitonic	4	3
32	antisubneutralic	8	3
32	balzano	9	2
32	semiquartal	4	3
32	armotonic	4	2
33	antisubneutralic	9	3
33	balzano	6	3
33	tcherepnin	7	2
33	antisubneutralic	5	3
33	semiquartal	5	2
33	hyrulic	4	3
34	antisubneutralic	10	3
34	gramitonic	6	2
34	armotonic	4	3
34	subneutralic	4	2
35	antisubneutralic	11	3
35	balzano	7	3
35	gramitonic	5	3
35	subneutralic	4	3
36	antisubneutralic	12	3
36	tcherepnin	8	2
36	tcherepnin	6	3
36	hyrulic	5	2
XXX
41	antisubneutralic	9	4
41	balzano	10	3
41	semiquartal	5	4
41	armotonic	5	3

Enneatonic MOS