Orwell: Difference between revisions
ArrowHead294 (talk | contribs) mNo edit summary Tag: Reverted |
m →Tunings: standardize terminology in the prime-opimized tuning tables |
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! colspan="2" | Euclidean | ! colspan="2" | Euclidean | ||
|- | |- | ||
! | ! Constrained | ||
! | ! Constrained & skewed | ||
|- | |- | ||
! Equilateral | ! Equilateral | ||
| CEE: ~7/6 = 271. | | CEE: ~7/6 = 271.3553{{c}} | ||
| CSEE: ~7/6 = 271. | | CSEE: ~7/6 = 271.3339{{c}} | ||
|- | |- | ||
! Tenney | ! Tenney | ||
| CTE: ~7/6 = 271. | | CTE: ~7/6 = 271.5130{{c}} | ||
| CWE: ~7/6 = 271. | | CWE: ~7/6 = 271.5097{{c}} | ||
|- | |- | ||
! Benedetti, <br>Wilson | ! Benedetti, <br>Wilson | ||
| CBE: ~7/6 = 271. | | CBE: ~7/6 = 271.5725{{c}} | ||
| CSBE: ~7/6 = 271. | | CSBE: ~7/6 = 271.5741{{c}} | ||
|} | |} | ||
| Line 301: | Line 301: | ||
! colspan="2" | Euclidean | ! colspan="2" | Euclidean | ||
|- | |- | ||
! | ! Constrained | ||
! | ! Constrained & skewed | ||
|- | |- | ||
! Equilateral | ! Equilateral | ||
| CEE: ~7/6 = 271. | | CEE: ~7/6 = 271.4920{{c}} | ||
| CSEE: ~7/6 = 271. | | CSEE: ~7/6 = 271.3038{{c}} | ||
|- | |- | ||
! Tenney | ! Tenney | ||
| CTE: ~7/6 = 271. | | CTE: ~7/6 = 271.5597{{c}} | ||
| CWE: ~7/6 = 271. | | CWE: ~7/6 = 271.4552{{c}} | ||
|- | |- | ||
! Benedetti, <br>Wilson | ! Benedetti, <br>Wilson | ||
| CBE: ~7/6 = 271. | | CBE: ~7/6 = 271.5915{{c}} | ||
| CSBE: ~7/6 = 271. | | CSBE: ~7/6 = 271.5302{{c}} | ||
|} | |} | ||
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! Optimized chord !! Generator value !! Polynomial !! Further notes | ! Optimized chord !! Generator value !! Polynomial !! Further notes | ||
|- | |- | ||
| 3:4:5 (+1 +1) || ~7/6 = 272.890 || ''f''<sup>10</sup> − 8''f''<sup>3</sup> + 8 = 0 || 1–3–5 equal-beating tuning | | 3:4:5 (+1 +1) || ~7/6 = 272.890{{c}} || ''f''<sup>10</sup> − 8''f''<sup>3</sup> + 8 = 0 || 1–3–5 equal-beating tuning | ||
|- | |- | ||
| 4:5:6 (+1 +1) || ~7/6 = 271.508 || ''f''<sup>10</sup> + 2''f''<sup>3</sup> - 8 = 0 || 1–3–5 equal-beating tuning | | 4:5:6 (+1 +1) || ~7/6 = 271.508{{c}} || ''f''<sup>10</sup> + 2''f''<sup>3</sup> - 8 = 0 || 1–3–5 equal-beating tuning | ||
|} | |} | ||