389edo: Difference between revisions
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== Theory == | == Theory == | ||
{{Primes in edo|389}} | {{Primes in edo|389|columns=13}} | ||
The best subgroup for 389edo is 7.17.31.41. | |||
=== Relation to a calendar reform === | === Relation to a calendar reform === | ||
389edo represents the '''north solstice''' (summer in the northern hemisphere) '''leap year cycle 69/389''' as devised by Sym454 inventor Irvin Bromberg. | 389edo represents the '''north solstice''' (summer in the northern hemisphere) '''leap year cycle 69/389''' as devised by Sym454 inventor Irvin Bromberg. |
Revision as of 10:55, 23 November 2021
389edo, divides the octave into parts of 3.0848c each.
Theory
Script error: No such module "primes_in_edo". The best subgroup for 389edo is 7.17.31.41.
Relation to a calendar reform
389edo represents the north solstice (summer in the northern hemisphere) leap year cycle 69/389 as devised by Sym454 inventor Irvin Bromberg.
The outcome scale uses 327\389, or 62\389 as its generator.
Scales
- Solstice[69]
- SolsticeDay[94]