Hypovishnuzma: Difference between revisions
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'''254803968/244140625''', the '''hypovishnuzma''', is a [[5-limit]] comma, which represents the difference between a stack of six classic chromatic semitones ([[25/24]]) and a perfect fourth ([[4/3]]). This comma is larger than 25/24 itself. If one more 25/24 is subtracted from the hypovishnuzma, we get the [[vishnuzma]]. | '''254803968/244140625''', the '''hypovishnuzma''', is a [[5-limit]] comma, which represents the difference between a stack of six classic chromatic semitones ([[25/24]]) and a perfect fourth ([[4/3]]). This comma is larger than 25/24 itself. If one more 25/24 is subtracted from the hypovishnuzma, we get the [[vishnuzma]]. | ||
Notable [[edo]]s that temper the hypovishnuzma include {{EDOs|15, 28, 43, 58, 73, 101}}. These are the only edos that temper out this comma whose [[patent val]]s are [[enfactoring|unenfactored]]. Although 129edo inherits its patent val from 43edo (thus enfactored), 129p is the last patent val to temper out the hypovishnuzma, and curiously, also the last val to temper out [[81/80]], the syntonic comma. | Notable [[edo]]s that temper the hypovishnuzma include {{EDOs|15, 28, 43, 58, 73, 101}}. These are the only edos that temper out this comma whose [[patent val]]s are [[enfactoring|unenfactored]]. Although 129edo inherits its patent val from 43edo (thus enfactored), 129p is the last integer patent val to temper out the hypovishnuzma, and curiously, also the last integer patent val to temper out [[81/80]], the syntonic comma. | ||
== See also == | == See also == | ||
Revision as of 15:23, 29 March 2024
| Interval information |
254803968/244140625, the hypovishnuzma, is a 5-limit comma, which represents the difference between a stack of six classic chromatic semitones (25/24) and a perfect fourth (4/3). This comma is larger than 25/24 itself. If one more 25/24 is subtracted from the hypovishnuzma, we get the vishnuzma.
Notable edos that temper the hypovishnuzma include 15, 28, 43, 58, 73, 101. These are the only edos that temper out this comma whose patent vals are unenfactored. Although 129edo inherits its patent val from 43edo (thus enfactored), 129p is the last integer patent val to temper out the hypovishnuzma, and curiously, also the last integer patent val to temper out 81/80, the syntonic comma.