Olympia: Difference between revisions
m Moving from Category:Unnoticeable comma to Category:Unnoticeable commas using Cat-a-lot |
m Normalising usage of Infobox Interval |
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{{Infobox Interval | {{Infobox Interval | ||
| Ratio = 131072/130977 | | Ratio = 131072/130977 | ||
| Name = olympia | | Name = olympia | ||
| Color name = salururu unison, s1urr1 | | Color name = salururu unison, s1urr1 | ||
| | | Comma = yes | ||
}} | }} | ||
The '''olympia''' ([[monzo]]: {{monzo| 17 -5 0 -2 -1 }}, [[ratio]]: 131072/130977) is an 11-limit (also 2.3.7.11 subgroup) [[unnoticeable comma]] measuring about 1.26 [[cent]]s. It is the difference between the undecimal quartertone ([[33/32]]) and a stack of two septimal commas ([[64/63]]). Even more interesting is the possible factorization into two [[13-limit]] [[superparticular]] ratios: [[2080/2079]] × [[4096/4095]]. In fact, the olympia is the default interval represented by three [[mina]]s in the Olympian level of [[Sagittal notation]], from which it gets its name. | The '''olympia''' ([[monzo]]: {{monzo| 17 -5 0 -2 -1 }}, [[ratio]]: 131072/130977) is an 11-limit (also 2.3.7.11 subgroup) [[unnoticeable comma]] measuring about 1.26 [[cent]]s. It is the difference between the undecimal quartertone ([[33/32]]) and a stack of two septimal commas ([[64/63]]). Even more interesting is the possible factorization into two [[13-limit]] [[superparticular]] ratios: [[2080/2079]] × [[4096/4095]]. In fact, the olympia is the default interval represented by three [[mina]]s in the Olympian level of [[Sagittal notation]], from which it gets its name. | ||
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* [[Unnoticeable comma]] | * [[Unnoticeable comma]] | ||
[[Category:Olympic]] | [[Category:Olympic]] | ||