This is the first tuning in this set to fit naturally (without re-ordering) inside an octave.
Scale Degree | Har- monic | Ratio | Quotient | Cents | Tuning Table | Rounded Tuning Table | Note Name |
---|---|---|---|---|---|---|---|
1 | 53 | 1:1 | 1 | 0.00 | -81.11 | -81 | C |
2 | 59 | 59:53 | 1.113207547 | 185.67 | 4.56 | 5 | C# |
3 | 61 | 61:53 | 1.150943396 | 243.38 | -37.73 | -38 | D |
4 | 67 | 67:53 | 1.264150943 | 405.80 | 24.69 | 25 | D# |
5 | 71 | 71:53 | 1.339622642 | 506.19 | 25.08 | 25 | E |
6 | 73 | 73:53 | 1.377358491 | 554.28 | -26.82 | -27 | F |
7 | 79 | 79:53 | 1.490566038 | 691.03 | 9.92 | 10 | F# |
8 | 83 | 83:53 | 1.566037736 | 776.54 | -4.57 | -5 | G |
9 | 89 | 89:53 | 1.679245283 | 897.38 | 16.27 | 16 | G# |
10 | 97 | 97:53 | 1.830188679 | 1046.39 | 65.28 | 65 | A |
11 | 101 | 101:53 | 1.905660377 | 1116.35 | 35.24 | 35 | A# |
12 | 103 | 103:53 | 1.943396226 | 1150.30 | -30.81 | -31 | B |
Largest step size: | 185.67 c | (59:53) |
Smallest step size: | 33.95 c | (103:101) |
Number of step sizes: | 12 |
HC = 48.05
2005 by David J. Finnamore
tuning@elvenminstrel.com