Huntmic chords: Difference between revisions

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''Huntmic chords'' are certain 13-limit [[Dyadic chord|essentially tempered chords]] which close at the octave by tempering out the huntma, 640/637. These include tetrads with steps of size (huntmic tempered) 5/4-16/13-8/7-8/7, 16/13-5/4-8/7-8/7 and 5/4-8/7-16/13-8/7, leading to the huntmic temperings of 1-5/4-20/13-7/4, 1-16/13-20/13-7/4 and 1-5/4-10/7-7/4. Note that the last chord can also be tempered by 441/440 to the [[werckismic chords|werckismic tetrad]]. Aside from tetrads, there are huntmic triads, the huntmic tempered versions of 1-16/13-7/5 and 1-8/7-7/5.

''Huntmic chords'' are certain 13-limit [[Dyadic chord|essentially tempered chords]] which close at the octave by tempering out the huntma, [[640/637]]. These include tetrads with [[Step|steps]] of size ([[huntmic]] tempered) 5/4-16/13-8/7-8/7, 16/13-5/4-8/7-8/7 and 5/4-8/7-16/13-8/7, leading to the huntmic temperings of 1-5/4-20/13-7/4, 1-16/13-20/13-7/4 and 1-5/4-10/7-7/4. Note that the last chord can also be tempered by [[441/440]] to the [[werckismic chords|werckismic tetrad]]. Aside from tetrads, there are huntmic [[Triad|triads]], the huntmic tempered versions of 1-16/13-7/5 and 1-8/7-7/5.

The name huntmic comes from the fact that the [[optimal patent val]] for huntmic temperament is [[205edo]], the basis of the Hunt System of [[Aaron Andrew Hunt]]. Other equal temperaments with huntmic chords include {{EDOs| 22, 53, 68, 80, 94, 111, 121, 137, 205 and 215 }}.

The name huntmic comes from the fact that the [[optimal patent val]] for huntmic temperament is [[205edo]], the basis of the [[Hunt System]] of [[Aaron Andrew Hunt]]. Other [[EDO|equal temperaments]] with huntmic chords include {{EDOs| 22, 53, 68, 80, 94, 111, 121, 137, 205 and 215 }}.

[[Category:13-limit]]

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[[Category:Dyadic]]

[[Category:Huntma]]

~~[[Category:Todo:add links]]~~

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-''Huntmic chords'' are certain 13-limit [[Dyadic chord|essentially tempered chords]] which close at the octave by tempering out the huntma, 640/637. These include tetrads with steps of size (huntmic tempered) 5/4-16/13-8/7-8/7, 16/13-5/4-8/7-8/7 and 5/4-8/7-16/13-8/7, leading to the huntmic temperings of 1-5/4-20/13-7/4, 1-16/13-20/13-7/4 and 1-5/4-10/7-7/4. Note that the last chord can also be tempered by 441/440 to the [[werckismic chords|werckismic tetrad]]. Aside from tetrads, there are huntmic triads, the huntmic tempered versions of 1-16/13-7/5 and 1-8/7-7/5.
+''Huntmic chords'' are certain 13-limit [[Dyadic chord|essentially tempered chords]] which close at the octave by tempering out the huntma, [[640/637]]. These include tetrads with [[Step|steps]] of size ([[huntmic]] tempered) 5/4-16/13-8/7-8/7, 16/13-5/4-8/7-8/7 and 5/4-8/7-16/13-8/7, leading to the huntmic temperings of 1-5/4-20/13-7/4, 1-16/13-20/13-7/4 and 1-5/4-10/7-7/4. Note that the last chord can also be tempered by [[441/440]] to the [[werckismic chords|werckismic tetrad]]. Aside from tetrads, there are huntmic [[Triad|triads]], the huntmic tempered versions of 1-16/13-7/5 and 1-8/7-7/5.
-The name huntmic comes from the fact that the [[optimal patent val]] for huntmic temperament is [[205edo]], the basis of the Hunt System of [[Aaron Andrew Hunt]]. Other equal temperaments with huntmic chords include {{EDOs| 22, 53, 68, 80, 94, 111, 121, 137, 205 and 215 }}.
+The name huntmic comes from the fact that the [[optimal patent val]] for huntmic temperament is [[205edo]], the basis of the [[Hunt System]] of [[Aaron Andrew Hunt]]. Other [[EDO|equal temperaments]] with huntmic chords include {{EDOs| 22, 53, 68, 80, 94, 111, 121, 137, 205 and 215 }}.
 [[Category:13-limit]]
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 [[Category:Dyadic]]
 [[Category:Huntma]]
-[[Category:Todo:add links]]