Pele: Difference between revisions
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{{Infobox regtemp | |||
| Title = Pele | |||
| Subgroups = 2.3.5.7.11; 2.3.5.7.11.13 | |||
| Comma basis = [[441/440]], [[896/891]]; <br>[[196/195]], [[352/351]], [[364/363]] | |||
| Edo join 1 = 41 | Edo join 2 = 46 | Edo join 3 = 58 | |||
| Mapping = 1; 1 0 -6 -10; 0 1 1 1 | |||
| Generators = 3/2; 5/4 | Generators tuning = 703.4; 387.8 | |||
| Optimization method = CWE | |||
| Odd limit 1 = 11 | Mistuning 1 = 3.51 | Complexity 1 = ? | |||
| Odd limit 2 = 13-limit 21 | Mistuning 2 = 4.43 | Complexity 2 = ? | |||
}} | |||
'''Pele''' is a [[rank-3 temperament]] generated by a perfect fifth of [[~]][[3/2]] and a step for the [[81/80|syntonic]]~[[64/63|septimal comma]] to reach the interval classes of [[5/1|5]], [[7/1|7]], and higher [[prime harmonic|primes]]. Using an arrow to represent this comma step, we have [[5/4]] at the down major third (C–vE), [[7/4]] at the down minor seventh (C–vBb), and [[11/8]] at the down diminished fifth (C–vGb), [[tempering out]] [[441/440]] and [[896/891]], which makes it a member of both [[werckismic temperaments]] and [[pentacircle clan]]. | '''Pele''' is a [[rank-3 temperament]] generated by a perfect fifth of [[~]][[3/2]] and a step for the [[81/80|syntonic]]~[[64/63|septimal comma]] to reach the interval classes of [[5/1|5]], [[7/1|7]], and higher [[prime harmonic|primes]]. Using an arrow to represent this comma step, we have [[5/4]] at the down major third (C–vE), [[7/4]] at the down minor seventh (C–vBb), and [[11/8]] at the down diminished fifth (C–vGb), [[tempering out]] [[441/440]] and [[896/891]], which makes it a member of both [[werckismic temperaments]] and [[pentacircle clan]]. | ||