206edo: Difference between revisions
Removed novelty tag for now. We can add it back later, but I think we should start with the biggest edos: 6000000, 4191814, 2901533… and work our way down. We should add the tag to bigger ones first. |
Rework (1/2) |
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{{Infobox ET}} | {{Infobox ET}} | ||
{{EDO intro|206}} | |||
== Theory == | |||
206edo is closely related to [[103edo]], but the [[patent val]]s differ on the mapping for 3, 11, and 19. | |||
It is in[[consistent]] to the 5-limit and higher limit, with four mappings possible for the 19-limit: | It is in[[consistent]] to the 5-limit and higher limit, with four mappings possible for the 19-limit: | ||
* {{val| 206 327 478 578 713 762 842 875 }} ([[patent val]]) | * {{val| 206 327 478 578 713 762 842 875 }} ([[patent val]]) | ||
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* 136/135, 256/255, 561/560, and 1275/1274 in the 17-limit | * 136/135, 256/255, 561/560, and 1275/1274 in the 17-limit | ||
* 190/189, 476/475, 608/605, 836/833, and 969/968 in the 19-limit | * 190/189, 476/475, 608/605, 836/833, and 969/968 in the 19-limit | ||
=== Odd harmonics === | |||
{{Harmonics in equal|206}} | |||
=== Subsets and supersets === | |||
206edo contains 2edo and 103edo as subsets. 412edo, which doubles it, provides an excellent correction to the approximation of harmonic 3. | |||
== Scales == | == Scales == | ||
* [[skwares8]] | * [[skwares8]] | ||
* [[skwares11]] | * [[skwares11]] | ||
* [[skwares14]] | * [[skwares14]] | ||