| Prime factorization
|
2 × 3 × 5
|
| Step size
|
112.294¢
|
| Octave
|
11\30ed7 (1235.24¢)
|
| Twelfth
|
17\30ed7 (1909¢)
|
| Consistency limit
|
3
|
| Distinct consistency limit
|
3
|
Division of the 7th harmonic into 30 equal parts (30ed7) is related to 17edt, but with the 7/1 rather than the 3/1 being just. The step size is about 112.2942 cents, corresponding to 10.6862 edo.
| degree
|
cents value
|
corresponding
JI intervals
|
comments
|
| 0
|
0.0000
|
1/1
|
|
| 1
|
112.2942
|
16/15
|
|
| 2
|
224.5884
|
25/22, 91/80, 57/50, 65/57
|
|
| 3
|
336.8826
|
17/14
|
|
| 4
|
449.1768
|
22/17, 35/27
|
|
| 5
|
561.4710
|
18/13
|
pseudo-7/5
|
| 6
|
673.7652
|
28/19, 96/65, 65/44, 34/23
|
|
| 7
|
786.0594
|
63/40
|
|
| 8
|
898.3536
|
42/25
|
pseudo-5/3
|
| 9
|
1010.6478
|
70/39
|
|
| 10
|
1122.9420
|
44/23, 245/128
|
|
| 11
|
1235.2362
|
49/24
|
49/48 plus octave
|
| 12
|
1347.5304
|
24/11
|
12/11 plus octave
|
| 13
|
1459.8246
|
|
pseudo-7/3
|
| 14
|
1572.1188
|
119/48
|
|
| 15
|
1684.4130
|
119/45, 45/17
|
|
| 16
|
1796.7072
|
48/17
|
24/17 plus octave
|
| 17
|
1909.0013
|
|
pseudo-3/1
|
| 18
|
2021.2955
|
77/24
|
|
| 19
|
2133.5897
|
24/7
|
12/7 plus octave
|
| 20
|
2245.8839
|
128/35, 161/44
|
|
| 21
|
2358.1781
|
39/10
|
|
| 22
|
2470.4723
|
25/6
|
25/24 plus two octaves
|
| 23
|
2582.7665
|
40/9
|
10/9 plus two octaves
|
| 24
|
2695.0607
|
19/4
|
|
| 25
|
2807.3549
|
91/18
|
pseudo-5/1
|
| 26
|
2919.6491
|
27/5
|
27/20 plus two octaves
|
| 27
|
3031.9433
|
98/17
|
|
| 28
|
3144.2375
|
80/13
|
20/13 plus two octaves
|
| 29
|
3256.5317
|
105/16, 46/7
|
|
| 30
|
3368.8259
|
7/1
|
7/4 plus two octaves
|