3776edo: Difference between revisions
Created page with "{{Infobox ET}} {{EDO intro|3776}} ==Theory== 3776edo is a tuning for the oganesson temperament in the 17-limit, which sets 1/118th of the octave to an interval that repres..." |
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==Theory== | ==Theory== | ||
3776edo is a tuning for the [[oganesson]] temperament in the 17-limit, which sets 1/118th of the octave to an interval that represents 169/168~170/169 tempered together. | 3776edo is a tuning for the [[oganesson]] temperament in the 17-limit, which sets 1/118th of the octave to an interval that represents 169/168~170/169 tempered together. | ||
It tempers out the [[quartisma]] in the 11-limit, and is a tuning for the rank-3 Van Gogh temperament. | |||
While it does tune both 13th and 17th prime harmonic resonably, it is no longer consistent in the [[15-odd-limit]]. | While it does tune both 13th and 17th prime harmonic resonably, it is no longer consistent in the [[15-odd-limit]]. | ||
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[[Category:Equal divisions of the octave|####]] | [[Category:Equal divisions of the octave|####]] | ||
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== Regular temperament properties == | |||
=== Rank-2 temperaments === | |||
{| class="wikitable center-all left-5" | |||
!Periods | |||
per 8ve | |||
!Generator | |||
(reduced) | |||
!Cents | |||
(reduced) | |||
!Associated | |||
ratio | |||
!Temperaments | |||
|- | |||
|118 | |||
|1781\3776 | |||
(21\3776) | |||
|565.995 | |||
(6.67) | |||
|165/119 | |||
(?) | |||
|[[Oganesson]] | |||
|}<!-- 4-digit number --> | |||