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{{Infobox chord}} | {{Infobox chord}} | ||
'''1/(24:20:16:14:11:9)''' is an [[11-limit]] hexad that contains all odd subharmonics from 1 to 11. This chord is an extension of the subharmonic sixth chord [[70:84:105:120|1/(12:10:8:7)]], which adds [[24/11]] and [[8/3]]. This chord has a similar shape to [[4:5:6:7:9:11]], except the [[5/4]] is inflected down by [[25/24]], the [[7/4]] is inflected down by [[49/48]], and the [[9/4]] and [[11/4]] are both inflected down by [[33/32]]. | '''1/(24:20:16:14:11:9)''' is an [[11-limit]] hexad that contains all odd subharmonics from 1 to 11. This chord is an extension of the subharmonic sixth chord [[70:84:105:120|1/(12:10:8:7)]], which adds [[24/11]] and [[8/3]]. This chord has a similar shape to [[4:5:6:7:9:11]], except the [[5/4]] is inflected down by [[25/24]], the [[7/4]] is inflected down by [[49/48]], and the [[9/4]] and [[11/4]] are both inflected down by [[33/32]]. | ||
{{chord edo approximation}} | |||
== See also == | == See also == | ||
* [[4:5:6:7:9:11]] | * [[4:5:6:7:9:11]] – its melodic inverse | ||
* [[770:924:1155:1320:1680|1/(24:20:16:14:11)]] – one of its subchords | |||
* [[210:252:315:360:560|1/(24:20:16:14:9)]] – another subchord | |||
Latest revision as of 04:42, 26 May 2026
| Chord information |
1/(24:20:16:14:11:9) is an 11-limit hexad that contains all odd subharmonics from 1 to 11. This chord is an extension of the subharmonic sixth chord 1/(12:10:8:7), which adds 24/11 and 8/3. This chord has a similar shape to 4:5:6:7:9:11, except the 5/4 is inflected down by 25/24, the 7/4 is inflected down by 49/48, and the 9/4 and 11/4 are both inflected down by 33/32.
| Edo | Steps | Cents (¢) | Absolute errors (¢) | RMS (¢) | RMS (%) | |
|---|---|---|---|---|---|---|
| ▶ | 22 | 0 6 13 17 25 31 |
0.00 327.27 709.09 927.27 1363.64 1690.91 |
0.00 +11.63 +7.14 -5.86 +13.00 -7.14 |
7.98 | 14.62 |
| ▶ | 31 | 0 8 18 24 35 44 |
0.00 309.68 696.77 929.03 1354.84 1703.23 |
0.00 -5.96 -5.18 -4.10 +4.20 +5.18 |
4.43 | 11.45 |
| ▶ | 41 | 0 11 24 32 46 58 |
0.00 321.95 702.44 936.59 1346.34 1697.56 |
0.00 +6.31 +0.48 +3.46 -4.30 -0.48 |
3.31 | 11.31 |
| ▶ | 46 | 0 12 27 36 52 65 |
0.00 313.04 704.35 939.13 1356.52 1695.65 |
0.00 -2.60 +2.39 +6.00 +5.88 -2.39 |
3.52 | 13.50 |
| ▶ | 58 | 0 15 34 45 65 82 |
0.00 310.34 703.45 931.03 1344.83 1696.55 |
0.00 -5.30 +1.49 -2.09 -5.81 -1.49 |
2.63 | 12.73 |
See also
- 4:5:6:7:9:11 – its melodic inverse
- 1/(24:20:16:14:11) – one of its subchords
- 1/(24:20:16:14:9) – another subchord