Deneb: Difference between revisions
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| 9 | | 9 | ||
| 1158. | | 1158.513 | ||
| [[243/125]] | | [[243/125]] | ||
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| 10 | | 10 | ||
| 1498. | | 1498.565 | ||
| [[297/125]] | | [[297/125]] | ||
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| -1 | | -1 | ||
| | | 1561.903 | ||
| | | [[27/11]] | ||
|- | |- | ||
| -2 | | -2 | ||
| | | 1221.851 | ||
| | | [[55/27]], [[243/121]] | ||
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| -3 | | -3 | ||
| | | 881.799 | ||
| | | [[5/3]] | ||
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| -4 | | -4 | ||
| | | 541.747 | ||
| | | [[15/11]] | ||
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| -5 | | -5 | ||
Revision as of 23:27, 13 October 2026
Deneb is a nonoctave, tritave-repeating rank-2 temperament that tempers out the comma 6655/6561 in the 3.5.11 subgroup. It is generated by a neutral third that represents a flat 11/9, and three generators stacked represent 9/5 (and due to tritave-equivalence, -3 generators stacked represents 5/3). It possesses MOS scales of the families 1L 4s⟨3/1⟩, 5L 1s⟨3/1⟩, 6L 5s⟨3/1⟩, and 11L 6s⟨3/1⟩.
This temperament was first discovered and named by CompactStar in 2023 after the star Deneb, following a series of non-octave temperaments that are named after stars.
For technical data, see No-twos subgroup temperaments #Deneb.