60edo: Difference between revisions
m →Scales: add scale |
m →Nearby equal-step tunings: add 139ed5 |
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{{Harmonics in equal|207|11|1|intervals=prime|columns=11|collapsed=1}} | {{Harmonics in equal|207|11|1|intervals=prime|columns=11|collapsed=1}} | ||
{{Harmonics in equal|168|7|1|intervals=prime|columns=11|collapsed=1}} | {{Harmonics in equal|168|7|1|intervals=prime|columns=11|collapsed=1}} | ||
; 139ed5 | |||
The tuning [[139ed5]] is [[60edo]] but with slightly ''[[Octave stretch|stretched]]'' octaves. | |||
It causes relatively large improvement to [[5/1]], [[7/1]] and [[11/1]] at the cost of relatively small worsening of [[2/1]] and relatively large worsening of [[13/1]]. | |||
It also causes the [[val]] for [[11/1]] to flip from 208 steps to 207 steps. | |||
{{Harmonics in equal|139|5|1|intervals=prime|columns=11|collapsed=1}} | |||
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301zpi is both [[consistent]] and [[distinctly consistent]] up to the 10-[[integer-limit]], which is unusually high for a two digit edo or three digit zpi. | 301zpi is both [[consistent]] and [[distinctly consistent]] up to the 10-[[integer-limit]], which is unusually high for a two digit edo or three digit zpi. | ||
{{Harmonics in equal|1|38083|37645 | {{Harmonics in equal|1|38083|37645|intervals=prime|columns=11|title= Approximation of prime harmonics in 301zpi|collapsed=1}} | ||