No-threes subgroup temperaments: Difference between revisions
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Classified by focusing on the mapping of 5th harmonic, similar to [[Rank-2 temperaments by mapping of 3]]. | Classified by focusing on the mapping of 5th harmonic, similar to [[Rank-2 temperaments by mapping of 3]]. | ||
* For no-fives, see [[#No-threes-or-fives subgroup temperaments]]. | |||
* French decimal and Trader are with ~2/1 period and ~5/4 generator. There is one-to-one correspondence between 2.5 subgroup and mapped intervals. | * French decimal and Trader are with ~2/1 period and ~5/4 generator. There is one-to-one correspondence between 2.5 subgroup and mapped intervals. | ||
* Didacus is with a ~28/25 generator, two of which give the ~5/4. | * Didacus is with a ~28/25 generator, two of which give the ~5/4. | ||
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Temperaments discussed elsewhere include | Temperaments discussed elsewhere include | ||
* Jubilic → [[Jubilismic clan]] | * Jubilic → [[Jubilismic clan #Jubilic]] | ||
== Llywelyn aka shoe == | == Llywelyn aka shoe == | ||
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== No-threes-or-fives subgroup temperaments == | == No-threes-or-fives subgroup temperaments == | ||
Temperaments discussed elsewhere include | |||
* Berylic → [[4th-octave temperaments #Berylic]] | |||
* [[21st-octave temperaments #21-23-commatic]] | |||
* [[31st-octave temperaments #31-17/13-commatic]] | |||
* [[37th-octave temperaments #37-11-commatic (rank-1)]] | |||
* etc. | |||
=== Shipwreck === | === Shipwreck === | ||