Muggles: Difference between revisions
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| en = Muggles | | en = Muggles | ||
| de = Magische Temperaturen #Muggel | | de = Magische Temperaturen #Muggel | ||
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{{Infobox regtemp | |||
| Title = Muggles | |||
| Subgroups = 2.3.5.7, 2.3.5.7.13 | |||
| Comma basis = [[126/125]], [[525/512]] (7-limit);<br>[[45/44]], [[126/125]], [[385/384]] (11-limit);<br>[[45/44]], [[65/64]], [[78/77]], [[126/125]]<br>(13-limit) | |||
| Edo join 1 = 16 | Edo join 2 = 19 | |||
| Mapping = 1; 5 1 -7 11 -1 | |||
| Generators = 5/4 | |||
| Generators tuning = 377.7 | |||
| Optimization method = CWE | |||
| MOS scales = [[3L 7s]], [[3L 10s]], [[3L 13s]], [[16L 3s]] | |||
| Odd limit 1 = 9 | Mistuning 1 = 18.6 | Complexity 1 = 19 | |||
| Odd limit 2 = 13 | Mistuning 2 = 29.0 | Complexity 2 = 19 | |||
}} | }} | ||
'''Muggles''' is the rank-2 [[regular temperament|temperament]] [[tempering out]] [[126/125]], the starling comma, and [[525/512]], Avicenna's enharmonic diesis. It is an alternative 7-limit extension to [[magic]] and can be described as the 16 & 19 temperament; [[16edo]], [[35edo]], and [[54edo]] with the flat-fifth bd [[val]] all are muggles tunings. As a tuning noted for having both very flat [[3/2|3rd]] and [[5/4|5th]] harmonics, and supported by [[19edo]], it is very analogous to [[flattone]]. Similarly to flattone, muggles can extend to the [[13-limit]] by equating [[5/4]] to both [[11/9]] and [[16/13]], thereby tempering out [[45/44]] and [[65/64]]. | '''Muggles''' is the rank-2 [[regular temperament|temperament]] [[tempering out]] [[126/125]], the starling comma, and [[525/512]], Avicenna's enharmonic diesis. It is an alternative 7-limit extension to [[magic]] and can be described as the 16 & 19 temperament; [[16edo]], [[35edo]], and [[54edo]] with the flat-fifth bd [[val]] all are muggles tunings. As a tuning noted for having both very flat [[3/2|3rd]] and [[5/4|5th]] harmonics, and supported by [[19edo]], it is very analogous to [[flattone]]. Similarly to flattone, muggles can extend to the [[13-limit]] by equating [[5/4]] to both [[11/9]] and [[16/13]], thereby tempering out [[45/44]] and [[65/64]]. | ||
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== Interval chain == | == Interval chain == | ||
Odd harmonics 1–13 and their inverses are in '''bold'''. | Odd harmonics 1–13 and their inverses are in '''bold'''. | ||
{| class="wikitable center-1 right-2" | {| class="wikitable center-1 right-2" | ||
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