1ed44c: Difference between revisions

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{{todo|merge articles|explain its xenharmonic value|inline=1|text=Merge with [[16edf]]?<br>Explain what 44cET adds to 88cET by halving its step size, assuming there's something worth mentioning that's not already a feature of 16edf.}}

'''44-cent equal temperament''' (also known as '''1ed44¢''' or '''APS44¢''') uses equal steps of 44 [[cent]]s each. It is equivalent to 27.2727edo, ~~and~~ is a subset of [[300edo]] (every eleventh step).

'''44-cent equal temperament''' ('''44cET''', also known as '''1ed44¢''' or '''APS44¢''') uses equal steps of 44 [[cent]]s each. It is equivalent to 27.2727edo, is a subset of [[300edo]] (every eleventh step), and divides each step of [[88cET]] into half.

=== Harmonics ===

== Harmonics ==

[[Category:Equal-step tuning]]

~~[[Category:Edonoi]]~~

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+{{todo|merge articles|explain its xenharmonic value|inline=1|text=Merge with [[16edf]]?<br>Explain what 44cET adds to 88cET by halving its step size, assuming there's something worth mentioning that's not already a feature of 16edf.}}
 {{Infobox ET|300ed2048}}
-'''44-cent equal temperament''' (also known as '''1ed44¢''' or '''APS44¢''') uses equal steps of 44 [[cent]]s each. It is equivalent to 27.2727edo, and is a subset of [[300edo]] (every eleventh step).
+'''44-cent equal temperament''' ('''44cET''', also known as '''1ed44¢''' or '''APS44¢''') uses equal steps of 44 [[cent]]s each. It is equivalent to 27.2727edo, is a subset of [[300edo]] (every eleventh step), and divides each step of [[88cET]] into half.
-=== Harmonics ===
+== Harmonics ==
-{{Harmonics in cet|88}}
+{{Harmonics in cet|44}}
 [[Category:Equal-step tuning]]
-[[Category:Edonoi]]
+{{Stub}}