User:Accruenewblue/Leetma: Difference between revisions
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{{Novelty}}{{Infobox interval|Comma=yes|Name=leetma, greater leetma|Ratio=1337/1336}} | {{Novelty}}{{Editable user page}}{{Infobox interval|Comma=yes|Name=leetma, greater leetma|Ratio=1337/1336}} | ||
The '''leetma''' is a [[superparticular interval]] of about 1.3 [[cents]]. It is the amount by which a high prime limit ratio 191/167 falls short of [[8/7]]. It also separates the sum of octave-reduced harmonics 191/128+7/4 from 167/64. | The '''leetma''' is a [[superparticular interval]] of about 1.3 [[cents]]. It is the amount by which a high prime limit ratio 191/167 falls short of [[8/7]]. It also separates the sum of octave-reduced harmonics 191/128+7/4 from 167/64. | ||
== Temperaments == | == Temperaments == | ||
This interval is tempered out in 26edo. | This interval is tempered out in 26edo. | ||
== Etymology == | == Etymology == | ||
It is so named because it is one of two superparticular ratios involving the number [[wikt:1337|1337]], commonly known as "leet" due to the representation of the number in Arabic numerals and the text in Latin letters in all caps looking similar. It was named by Voekoevaka in 2026. | It is so named because it is one of two superparticular ratios involving the number [[wikt:1337|1337]], commonly known as "leet" due to the representation of the number in Arabic numerals and the text in Latin letters in all caps looking similar. It was named by Voekoevaka in 2026. | ||
[[Category:Novelties]] | |||
[[Category:Superparticular ratios]] | |||