After this point, any 12 consecutive primes leave a large gap at the end of the octave.
Scale Degree | Har- monic | Ratio | Quotient | Cents | Tuning Table | Rounded Tuning Table | Note Name |
---|---|---|---|---|---|---|---|
1 | 59 | 1:1 | 1 | 0.00 | 3.20 | 3 | C |
2 | 61 | 61:59 | 1.033898305 | 57.71 | -39.08 | -39 | C# |
3 | 67 | 67:59 | 1.13559322 | 220.14 | 23.34 | 23 | D |
4 | 71 | 71:59 | 1.203389831 | 320.52 | 23.73 | 24 | D# |
5 | 73 | 73:59 | 1.237288136 | 368.62 | -28.18 | -28 | E |
6 | 79 | 79:59 | 1.338983051 | 505.37 | 8.57 | 9 | F |
7 | 83 | 83:59 | 1.406779661 | 590.88 | -5.92 | -6 | F# |
8 | 89 | 89:59 | 1.508474576 | 711.71 | 14.91 | 15 | G |
9 | 97 | 97:59 | 1.644067797 | 860.72 | 63.93 | 64 | G# |
10 | 101 | 101:59 | 1.711864407 | 930.68 | 33.89 | 34 | A |
11 | 103 | 103:59 | 1.745762712 | 964.63 | -32.17 | -32 | A# |
12 | 107 | 107:59 | 1.813559322 | 1030.59 | -66.21 | -66 | B |
Largest step size: | 169.41 c | (118:107) |
Smallest step size: | 33.95 c | (103:101) |
Number of step sizes: | 12 |
HC = 48.6
2005 by David J. Finnamore
tuning@elvenminstrel.com