| Prime factorization
|
52
|
| Step size
|
166.053¢
|
| Octave
|
7\25ed11 (1162.37¢)
|
| Twelfth
|
11\25ed11 (1826.58¢)
|
| Consistency limit
|
4
|
| Distinct consistency limit
|
3
|
25ED11 is the equal division of the 11th harmonic into 25 parts of 166.0527 cents each. It is related to the sanjaab temperament, which tempers out 225/224, 275/273, 847/845, and 1331/1323 in the 13-limit, which is supported by 29edo and 94edo.
| degree
|
cents value
|
corresponding
JI intervals
|
comments
|
| 0
|
0.0000
|
exact 1/1
|
|
| 1
|
166.0527
|
11/10
|
|
| 2
|
332.1054
|
63/52, 40/33
|
|
| 3
|
498.1582
|
4/3
|
|
| 4
|
664.2109
|
22/15
|
|
| 5
|
830.2636
|
21/13
|
|
| 6
|
996.3163
|
16/9
|
|
| 7
|
1162.3690
|
39/20, 88/45
|
|
| 8
|
1328.4217
|
99/46, 28/13
|
|
| 9
|
1494.4745
|
64/27, 19/8
|
|
| 10
|
1660.5272
|
13/5, 60/23
|
|
| 11
|
1826.5799
|
66/23, 23/8
|
|
| 12
|
1992.6326
|
60/19, 256/81, 19/6
|
|
| 13
|
2158.6853
|
52/15, 66/19, 80/23
|
|
| 14
|
2324.7380
|
88/23, 23/6
|
|
| 15
|
2490.7908
|
21/5, 80/19
|
|
| 16
|
2656.8435
|
88/19
|
|
| 17
|
2822.8962
|
51/10, 46/9
|
|
| 18
|
2988.9489
|
28/5, 45/8
|
|
| 19
|
3155.0016
|
68/11, 99/16
|
|
| 20
|
3321.0544
|
34/5, 143/21, 75/11
|
|
| 21
|
3487.1071
|
112/15, 15/2
|
|
| 22
|
3653.1598
|
33/4
|
|
| 23
|
3819.2125
|
136/15
|
|
| 24
|
3985.2652
|
10/1
|
|
| 25
|
4151.3179
|
exact 11/1
|
undecimal fourth plus three octaves
|