124ed8: Difference between revisions
Contribution (talk | contribs) Created page with "124 equal divisions of the 8th harmonic (abbreviated 124ed8), is the tuning system that divides the 8th harmonic into 124 equal parts of about 29.03226 ¢ each. Each step represents a frequency ratio of <math>8^{\frac{1}{124}}</math>, or the 124th root of 8. == Context == 124ed8 is an alternative version of 143ed11, the bestest 5.7.8.9.11.13.17.23 equal step tuning in the world, for those who absolutely need a locked pure 8/1 when using some software or hardw..." |
→Context: professional tone |
||
| Line 3: | Line 3: | ||
== Context == | == Context == | ||
124ed8 is an alternative version of [[143ed11]], the | 124ed8 is an alternative version of [[143ed11]], the best 5.7.8.9.11.13.17.23 equal step tuning in the world, for those who absolutely need a locked pure [[8/1]] when using some software or hardware. 124ed8 now have a slightly sharp tendency above the optimal 5.7.8.9.11.13.17.23 tuning. Comparared to [[143ed11]], 124ed8 stretches the 11th harmonic by about 0.295 ¢ and the mapping of the 8th harmonic (now pure) by about 0.256 ¢. | ||
== Intervals and approximation to JI == | == Intervals and approximation to JI == | ||