| Prime factorization
|
3 × 5
|
| Step size
|
46.797¢
|
| Octave
|
26\15edf (1216.72¢)
|
| Twelfth
|
41\15edf (1918.68¢)
|
| Consistency limit
|
2
|
| Distinct consistency limit
|
2
|
15EDF is the equal division of the just perfect fifth into 15 parts of 46.797 cents each, corresponding to 25.6427 edo (similar to every third step of 77edo). The 3edf~5edo correspondence has completely collapsed by this point, with this EDF being closer to 26edo than 25edo.
Lookalikes: 26edo, 41edt
Intervals
| degree
|
cents value
|
corresponding
JI intervals
|
comments
|
| 0
|
exact 1/1
|
|
| 1
|
46.797
|
|
|
| 2
|
93.594
|
19/18
|
|
| 3
|
140.391
|
13/12
|
|
| 4
|
187.188
|
10/9
|
|
| 5
|
233.985
|
8/7
|
|
| 6
|
280.782
|
20/17
|
|
| 7
|
327.579
|
|
|
| 8
|
374.376
|
|
|
| 9
|
421.173
|
51/40
|
|
| 10
|
467.97
|
21/16
|
|
| 11
|
514.767
|
27/20
|
|
| 12
|
561.564
|
18/13
|
|
| 13
|
608.361
|
27/19
|
|
| 14
|
655.158
|
|
|
| 15
|
701.955
|
exact 3/2
|
just perfect fifth
|
| 16
|
748.752
|
|
|
| 17
|
795.549
|
19/12
|
|
| 18
|
842.346
|
13/8
|
|
| 19
|
889.143
|
5/3
|
|
| 20
|
935.94
|
12/7
|
|
| 21
|
982.737
|
30/17
|
|
| 22
|
1029.534
|
|
|
| 23
|
1076.331
|
|
|
| 24
|
1123.128
|
153/80
|
|
| 25
|
1168.925
|
63/32
|
|
| 26
|
1216.722
|
81/40
|
|
| 27
|
1263.519
|
27/13
|
|
| 28
|
1310.316
|
81/38
|
|
| 29
|
1357.113
|
|
|
| 30
|
1403.91
|
exact 9/4
|
|