11:14:17:20: Difference between revisions
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=== 2.5/3.7/3.11/3.13/3.17/3 === | === 2.5/3.7/3.11/3.13/3.17/3 === | ||
[https://sintel.pythonanywhere.com/result?subgroup=2.5%2F3.7%2F3.11%2F3.13%2F3.17%2F3&reduce=on&weights=weil&target=&edos=&commas=%5B-5+0+1+-10+0+9%5D%0D%0A%5B-2+1+0+-6+0+5%5D%0D%0A%5B-2+1+0+-2+0+2%5D%0D%0A%5B-4+0+0+-3+1+3%5D&submit_comma=submit] | [https://sintel.pythonanywhere.com/result?subgroup=2.5%2F3.7%2F3.11%2F3.13%2F3.17%2F3&reduce=on&weights=weil&target=&edos=&commas=%5B-5+0+1+-10+0+9%5D%0D%0A%5B-2+1+0+-6+0+5%5D%0D%0A%5B-2+1+0+-2+0+2%5D%0D%0A%5B-4+0+0+-3+1+3%5D&submit_comma=submit] | ||
== Non-over-1 greenwood == | |||
[[Subgroup]]: 2.7/5.11/5.17/5 | |||
[https://sintel.pythonanywhere.com/result?subgroup=2.7%2F5.11%2F5.17%2F5&reduce=on&weights=weil&target=&edos=14%2635&submit_edo=submit&commas=] | |||
== See also == | == See also == | ||
Revision as of 14:11, 17 December 2024
| Chord information |
11:14:17:20 is a 17-odd-limit isoharmonic chord.
It is playable on 8edo (8d val), 35edo, etc. In 17-limit sensis extension it is playable on 11-note MOS.
Non-over-1 sensis
Get rid of 3/2 and 5/4 etc. from sensis by non-over-1-ize.
Subgroup: 2.7/5.11/5.17/5
Prime subgroup extensions
- (19p&8d)
- (19p&16, weak extension)
2.5/3.7/3.11/3
2.5/3.7/3.11/3.13/3
2.5/3.7/3.11/3.13/3.17/3
Non-over-1 greenwood
Subgroup: 2.7/5.11/5.17/5
See also
|
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