· Prime Limit
· Octave RepeatingA red number in the Rounded Tuning Table column flags it as beyond the +/-99 cent limit set by some hardware synthesizer tuning tables. This is a particularly violent tuning, with perhaps more contrast in step sizes than any other twelve-tone primes-only harmonic fragment tuning. Looking at the bar chart, you might say it has scoliosis.
| Scale Degree | Har- monic | Ratio | Quotient | Cents | Tuning Table | Rounded Tuning Table | Note Name |
|---|---|---|---|---|---|---|---|
| 1 | 37 | 1:1 | 1 | 0.00 | -16.02 | -16 | C |
| 2 | 79 | 79:74 | 1.067567568 | 113.19 | -2.83 | -3 | C# |
| 3 | 41 | 41:37 | 1.108108108 | 177.72 | -38.30 | -38 | D |
| 4 | 83 | 83:74 | 1.121621622 | 198.70 | -117.32 | -117 | D# |
| 5 | 43 | 43:37 | 1.162162162 | 260.17 | -155.85 | -156 | E |
| 6 | 47 | 47:37 | 1.27027027 | 414.16 | -101.86 | -102 | F |
| 7 | 53 | 53:37 | 1.432432432 | 622.16 | 6.14 | 6 | F# |
| 8 | 59 | 59:37 | 1.594594595 | 807.83 | 91.81 | 92 | G |
| 9 | 61 | 61:37 | 1.648648649 | 865.54 | 49.52 | 50 | G# |
| 10 | 67 | 6737 | 1.810810811 | 1027.96 | 111.94 | 112 | A |
| 11 | 71 | 71:37 | 1.918918919 | 1128.35 | 112.33 | 112 | A# |
| 12 | 73 | 73:37 | 1.972972973 | 1176.45 | 60.43 | 60 | B |
Play Tuning
| Largest step size: | 208.00 c | (53:47) |
| Smallest step size: | 20.98 c | (83:82) |
| Number of step sizes: | 12 | |
HC = 45.0
2005 by David J. Finnamore
tuning@elvenminstrel.com