256:320:375:450: Difference between revisions

From Xenharmonic Wiki
Jump to navigation Jump to search
Bcmills (talk | contribs)
Created page with "{{Infobox Chord|Name=5-limit Swiss sixth}} 256:320:375:450 is a 5-limit chord sometimes called the ''Swiss sixth''. If 128/125 is tempered out, this..."
 
Bcmills (talk | contribs)
remove redundant 5-limit mention
Line 1: Line 1:
{{Infobox Chord|Name=5-limit Swiss sixth}}
{{Infobox Chord}}
[[256:320:375:450]] is a 5-limit chord sometimes called the ''Swiss sixth''.
[[256:320:375:450]] is a chord sometimes called the ''Swiss sixth''.


If [[128/125]] is [[tempering out|tempered out]], this chord is tuned identically to both [[128:160:192:225]] and [[20:25:30:36]], giving it a function similar to a [[dominant seventh chord]].
If [[128/125]] is [[tempering out|tempered out]], this chord is tuned identically to both [[128:160:192:225]] and [[20:25:30:36]], giving it a function similar to a [[dominant seventh chord]].

Revision as of 03:09, 28 August 2024

Chord information
Harmonics 256:320:375:450
Intervals from root 1/15/4375/256225/128
Cents from root 386¢661¢977¢
Step intervals 5/4, 75/64, 6/5
Step cents 386¢, 275¢, 316¢
Prime limit 5
Genus 3253 (1125)
Intervallic odd limit 375
Otonal odd limit 375
Utonal odd limit 1125
Consistent edos (d ≥ 2) 22edo*, 31edo*, 49edo*, 53edo*, …

256:320:375:450 is a chord sometimes called the Swiss sixth.

If 128/125 is tempered out, this chord is tuned identically to both 128:160:192:225 and 20:25:30:36, giving it a function similar to a dominant seventh chord.

See also