Parimo: Difference between revisions
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The '''parimo''' is a comma with a ratio of '''1771561/1771470''' and a monzo of {{Monzo|-1 -11 -1 0 6}}. It is an [[unnoticeable comma]] of the [[11-limit]] with a value of approximately 0.08893 [[cent|cents]]. It is significant in JI as the amount by which a stack of three [[243/242|rastmas]] falls short of a [[81/80|syntonic comma]]. Tempering it out leads to a form of '''parimic temperament''', in | The '''parimo''' is a comma with a ratio of '''1771561/1771470''' and a monzo of {{Monzo|-1 -11 -1 0 6}}. It is an [[unnoticeable comma]] of the [[11-limit]] with a value of approximately 0.08893 [[cent|cents]]. It is significant in JI as the amount by which a stack of three [[243/242|rastmas]] falls short of a [[81/80|syntonic comma]]. Tempering it out leads to a form of '''parimic temperament''', which is like [[metric temperament]] in that the syntonic comma is split into three equal parts. However, in parimic temperament, the parts represent different intervals- one part for the rastma, and two for the [[121/120|biyatisma]]. | ||
[[Category:11-limit]] | [[Category:11-limit]] | ||
[[Category:Unnoticeable comma]] | [[Category:Unnoticeable comma]] | ||
Revision as of 13:43, 9 October 2020
The parimo is a comma with a ratio of 1771561/1771470 and a monzo of [-1 -11 -1 0 6⟩. It is an unnoticeable comma of the 11-limit with a value of approximately 0.08893 cents. It is significant in JI as the amount by which a stack of three rastmas falls short of a syntonic comma. Tempering it out leads to a form of parimic temperament, which is like metric temperament in that the syntonic comma is split into three equal parts. However, in parimic temperament, the parts represent different intervals- one part for the rastma, and two for the biyatisma.