31edo: Difference between revisions

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'''31 equal divisions of the octave''' ('''31edo'''), or '''31(-tone) equal temperament''', '''tricesimoprimal meantone temperament''' ('''31tet''', '''31et''') when viewed from a [[regular temperament]] perspective, is the tuning system derived by dividing ~~the~~ [[octave]] into 31 [[equal]]ly large steps. Each step is equivalent to a frequency ratio of the 31st root of 2, or 38.7 [[cent]]s. The term ''tricesimoprimal'' was first used by [[Adriaan Fokker]].

'''31 equal divisions of the octave''' ('''31edo'''), or '''31(-tone) equal temperament''', '''tricesimoprimal meantone temperament''' ('''31tet''', '''31et''') when viewed from a [[regular temperament]] perspective, is the tuning system derived by dividing [[octave]] into 31 [[equal]]ly large steps. Each step is equivalent to a frequency ratio of the 31st root of 2, or 38.7 [[cent]]s. The term ''tricesimoprimal'' was first used by [[Adriaan Fokker]].

== Basic theory ==

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=== Books ===

* Coates, Bill. ''[https://scribd.com/document/32296502/31-tone-equal-temperament Diesis: An Introduction to the Temperament of 31 Notes to Each Octave]''. Self-published, 1992.

* [[Sword, Ron]]. ''[https://ronsword.bigcartel.com/product/tricesimoprimal-scales-for-guitar Tricesimoprimal Scales for Guitar: Scales for 31-EDO]''. 2009. (A comprehensive approach to 31edo and all the families associated for guitar. Features over 300 scale charts/scale examples.)

* [[Sword, Ron]]. ''[https://ronsword.bigcartel.com/product/tricesimoprimal-scales-for-guitar Tricesimoprimal Scales for Guitar: Scales for 31-EDO]''. 2009. ([http://www.metatonalmusic.com/books.html Metatonal Music link]) (A comprehensive approach to 31edo and all the families associated for guitar. Features over 300 scale charts/scale examples.)

=== Articles ===

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 {{Wikipedia| 31 equal temperament }}
-'''31 equal divisions of the octave''' ('''31edo'''), or '''31(-tone) equal temperament''', '''tricesimoprimal meantone temperament''' ('''31tet''', '''31et''') when viewed from a [[regular temperament]] perspective, is the tuning system derived by dividing the [[octave]] into 31 [[equal]]ly large steps. Each step is equivalent to a frequency ratio of the 31st root of 2, or 38.7 [[cent]]s. The term ''tricesimoprimal'' was first used by [[Adriaan Fokker]].
+'''31 equal divisions of the octave''' ('''31edo'''), or '''31(-tone) equal temperament''', '''tricesimoprimal meantone temperament''' ('''31tet''', '''31et''') when viewed from a [[regular temperament]] perspective, is the tuning system derived by dividing [[octave]] into 31 [[equal]]ly large steps. Each step is equivalent to a frequency ratio of the 31st root of 2, or 38.7 [[cent]]s. The term ''tricesimoprimal'' was first used by [[Adriaan Fokker]].
 == Basic theory ==
@@ Line 1,274: / Line 1,274: @@
 === Books ===
 * Coates, Bill. ''[https://scribd.com/document/32296502/31-tone-equal-temperament Diesis: An Introduction to the Temperament of 31 Notes to Each Octave]''. Self-published, 1992.
-* [[Sword, Ron]]. ''[https://ronsword.bigcartel.com/product/tricesimoprimal-scales-for-guitar Tricesimoprimal Scales for Guitar: Scales for 31-EDO]''. 2009. (A comprehensive approach to 31edo and all the families associated for guitar. Features over 300 scale charts/scale examples.)
+* [[Sword, Ron]]. ''[https://ronsword.bigcartel.com/product/tricesimoprimal-scales-for-guitar Tricesimoprimal Scales for Guitar: Scales for 31-EDO]''. 2009. ([http://www.metatonalmusic.com/books.html Metatonal Music link]) (A comprehensive approach to 31edo and all the families associated for guitar. Features over 300 scale charts/scale examples.)
 === Articles ===