| Prime factorization
|
2 × 7
|
| Step size
|
97.5003 ¢
|
| Octave
|
12\14ed11/5 (1170 ¢) (→ 6\7ed11/5)
|
| Twelfth
|
20\14ed11/5 (1950.01 ¢) (→ 10\7ed11/5)
|
| Consistency limit
|
2
|
| Distinct consistency limit
|
2
|
14ed11/5 is the equal division of the neutral ninth into 14 parts of 97.5 cents each, making it very nearly 97.5cET. It is very roughly equivalent to 12edo although it's octave is 30 cents compressed. 14ed11/5 is a good tuning for the no-twos-or-threes 13-limit, tempering out the commas 847/845 and 637/625 and containing a close approximation for 13/7.
Intervals
| #
|
Cents
|
Approximate ratios
|
| 0
|
0.0
|
1/1
|
| 1
|
97.5
|
16/15, 17/16 21/20
|
| 2
|
195.0
|
10/9, 19/17, 28/25
|
| 3
|
292.5
|
13/11, 32/27, 6/5
|
| 4
|
390.0
|
5/4
|
| 5
|
487.5
|
4/3, 33/25
|
| 6
|
585.0
|
7/5, 45/32
|
| 7
|
682.5
|
3/2, 40/27
|
| 8
|
780.0
|
11/7, 25/16, 36/23
|
| 9
|
877.5
|
5/3
|
| 10
|
975.0
|
7/4, 127/72
|
| 11
|
1072.5
|
13/7, 28/15, 15/8
|
| 12
|
1170.0
|
2/1, 49/25, 160/81
|
| 13
|
1267.5
|
50/24
|
| 14
|
1365.0
|
11/5
|