! E:\Cakewalk\scales\11edo.scl
!
11edo
11
!
109.09091
218.18182
327.27273
436.36364
545.45455
654.54545
763.63636
872.72727
981.81818
1090.90909
2/1
! C:\Cakewalk\scales\13edo.scl
!
13edo
13
!
92.30769
184.61538
276.92308
369.23077
461.53846
553.84615
646.15385
738.46154
830.76923
923.07692
1015.38462
1107.69231
2/1
! E:\Cakewalk\scales\7-9-11-13.scl
!
7 9 11 13
13
!
14/13
13/11
11/9
14/11
9/7
18/13
13/9
14/9
11/7
18/11
22/13
13/7
2/1
! E:\Cakewalk\scales\guqin.scl
!
guqin tuning
13
!
1/8
1/6
1/5
1/4
1/3
2/5
1/2
3/5
2/3
3/4
4/5
5/6
7/8
! E:\Cakewalk\scales\blackwood-minor.scl
!
blackwood minor
10
!
68.57143
240.00000
308.57143
480.00000
548.57143
720.00000
788.57143
960.00000
1028.57143
2/1
Harmonic six-star, group A, from Fokker
16/15 6/5 32/25 4/3 3/2 8/5 48/25 2/1
13th root of 3, Bohlen-Pierce approximation
12/11~ 13/11~ 9/7~ 7/5~ 29/19~ 5/3~ 9/5~ 57/29~ 15/7~ 7/3~ 33/13~ 11/4~ 3/1
15th root of 3. McLaren 'Microtonal Music', volume 1, track 6
14/13~ 15/13~ 5/4~ 4/3~ 13/9~ 14/9~ 5/3~ 9/5~ 27/14~ 25/12~ 9/4~ 12/5~ 13/5~ 14/5~ 3/1
15th root of 7/5, X.J. Scott
45/44~ 22/21~ 15/14~ 11/10~ 9/8~ 8/7~ 7/6~ 6/5~ 11/9~ 5/4~ 9/7~ 17/13~ 4/3~ 11/8~ 7/5
7th root of phi
15/14~ 8/7~ 11/9~ 25/19~ 24/17~ 287/190~ 13/8~ 19/11~ 13/7~ 2/1~
Pitches of Bianzhong bells (Xinyang). 1/1=b, Liang Mingyue, 1975.
17/16~ 6/5~ 10/7~ 8/5~ 9/5~ 29/15~ 13/6~ 12/5~ 38/13~ 13/4~ 29/8~ 14/3~
15 out of 22-tET, generator = 3
16/15~ 11/10~ 7/6~ 29/24~ 9/7~ 4/3~ 17/12~ 16/11~ 14/9~ 8/5~ 12/7~ 30/17~ 15/8~ 31/16~ 2/1
for more music by me
What an Exotic Atom is