View source for User:Squib/Simple rank-2 temperaments by subgroup

description
=2.3.etc=
==3-limit==
===2.3===
====Pythagorean====
Also known as 2.3 JI. It's a temperament in the same way that [[1edo]] is an edo.

Commas: none

Ploidacot: 1-0-1 (haploid monocot)

==5-limit==
===2.3.5===
characterized by 8:9:10
====Meantone====
The simplest and most natural 5-limit temperament. It's no wonder classical music has been using this for hundreds of years, although I wish it didn't devolve into 12edo.

Commas: 81/80

Ploidacot: haploid monocot (1-0-1)

====restrictions====
schismic, kleismic, magic

==7-limit==
===2.3.7===
characterized by 6:7:8:9, and therefore by 49/48 (the difference between 7/6 and 8/7) and 64/63 (the difference between 8/7 and 9/8).
====64/63====
====slendric====
===2.3.5.7===
====magic====
====extensions====
septimal meantone, mothra and rodan, superpyth?
====restrictions====
orwell, miracle
==11-limit==
===2.3.11===
====rastmic====
===2.3.5.11===
characterized by 8:9:10:11:12
====mohajira====
====tetracot====
====gravity====
===2.3.7.11===
====skwares====
====leapfrog?====
===2.3.5.7.11===
====miracle====
====orwell====
====extensions====
squares, magic
==13-limit==
===2.3.13===
===2.3.5.13===
====kleismic====
=no-twos=
==5-limit==
===3.5===
====3.5 JI====
description

==7-limit==
===3.5.7===
====BPS====
description
245/243

=no-threes=
==5-limit==
===2.5===
====2.5 JI====
description

==7-limit==
===2.5.7===
didacus

==11-limit==
===2.5.11===
===2.7.11===
===2.5.7.11===
=no-twos no-threes=
==7-limit==
===5.7===
====5.7 JI====
description

==11-limit==