IFDO: Difference between revisions

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[[file:Edl2.JPG]]

=== Individual pages for EDLs ===

* [[23edl]]

== Relation to superparticular ratios ==

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== Relation to utonality and subharmonic series ==

We can consider an IFDO system as a [[Otonality and utonality|utonal system]]. ''Utonality'' is a term introduced by [[Harry Partch]] to describe chords whose notes are the undertones (divisors) of a given fixed tone. Considering IFDO, a utonality is a collection of pitches which can be expressed in ratios that have the same numerators. For example, 7/4, 7/5, 7/6 form an utonality in which 7 as the numerator is called a "[~~http://tonalsoft.com/enc/n/nexus.aspx Numerary~~ nexus]".

We can consider an IFDO system as a [[Otonality and utonality|utonal system]]. ''Utonality'' is a term introduced by [[Harry Partch]] to describe chords whose notes are the undertones (divisors) of a given fixed tone. Considering IFDO, a utonality is a collection of pitches which can be expressed in ratios that have the same numerators. For example, 7/4, 7/5, 7/6 form an utonality in which 7 as the numerator is called a "[[numerary nexus]]".

== Properties ==

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== External links ==

* [https://web.archive.org/web/20220630142502/https://sites.google.com/site/240edo/equaldivisionsoflength(edl) ~~96~EDO |~~ ''Equal divisions of length'']

* [https://web.archive.org/web/20220630142502/https://sites.google.com/site/240edo/equaldivisionsoflength(edl) ''Equal divisions of length''] — from [[Shaahin Mohajeri]]’s website ''96~EDO'' (96edo.com), archived by Wayback Machine

== ~~Notes~~ ==

== References ==

[[Category:~~IFDO|~~ ]] ~~~~

[[Category:Just intonation]]

[[Category:Acronyms]]

[[Category:Lists of scales]]

~~[[Category:Just intonation]]~~

[[Category:Utonality]]

[[Category:Subharmonic series]]

@@ Line 39: / Line 39: @@
 [[file:Edl2.JPG]]
+=== Individual pages for EDLs ===
+* [[23edl]]
 == Relation to superparticular ratios ==
@@ Line 44: / Line 47: @@
 == Relation to utonality and subharmonic series ==
-We can consider an IFDO system as a [[Otonality and utonality|utonal system]]. ''Utonality'' is a term introduced by [[Harry Partch]] to describe chords whose notes are the undertones (divisors) of a given fixed tone. Considering IFDO, a utonality is a collection of pitches which can be expressed in ratios that have the same numerators. For example, 7/4, 7/5, 7/6 form an utonality in which 7 as the numerator is called a "[http://tonalsoft.com/enc/n/nexus.aspx Numerary nexus]".
+We can consider an IFDO system as a [[Otonality and utonality|utonal system]]. ''Utonality'' is a term introduced by [[Harry Partch]] to describe chords whose notes are the undertones (divisors) of a given fixed tone. Considering IFDO, a utonality is a collection of pitches which can be expressed in ratios that have the same numerators. For example, 7/4, 7/5, 7/6 form an utonality in which 7 as the numerator is called a "[[numerary nexus]]".
 == Properties ==
@@ Line 335: / Line 338: @@
 == External links ==
-* [https://web.archive.org/web/20220630142502/https://sites.google.com/site/240edo/equaldivisionsoflength(edl) 96~EDO | ''Equal divisions of length'']
+* [https://web.archive.org/web/20220630142502/https://sites.google.com/site/240edo/equaldivisionsoflength(edl) ''Equal divisions of length''] — from [[Shaahin Mohajeri]]’s website ''96~EDO'' (96edo.com), archived by Wayback Machine
-== Notes ==
+== References ==
-[[Category:IFDO| ]] <!-- main article -->
+[[Category:Just intonation]]
 [[Category:Acronyms]]
 [[Category:Lists of scales]]
-[[Category:Just intonation]]
 [[Category:Utonality]]
 [[Category:Subharmonic series]]

IFDO: Difference between revisions

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