| 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 with ~30 cents compressed octave. 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
|
27/13
|
| 14
|
1365.0
|
11/5
|