1089/1024: Difference between revisions
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Changed the name of this interval to reflect my proposed name for pure 11-limit tuning |
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'''1089/1024''', the '''Alpharabian chromatic semitone''', is the interval that results from stacking two [[33/32]] quartertones together, and has a value of roughly 106.54589 [[cent|cents]]. Because of its complexity and its relative obscurity, it is often equated to other nearby intervals through the tempering out of commas like [[243/242]] and or [[1089/1088]]. | '''1089/1024''', the '''Alpharabian chromatic semitone''', is the interval that results from stacking two [[33/32]] quartertones together, and has a value of roughly 106.54589 [[cent|cents]]. Because of its complexity and its relative obscurity, it is often equated to other nearby intervals through the tempering out of commas like [[243/242]] and or [[1089/1088]]. When this interval is added together with [[128/121]], the result is a [[9/8]] whole tone. | ||
[[Category:11-limit]] | [[Category:11-limit]] | ||
[[Category:semitone]] | [[Category:semitone]] | ||
Revision as of 07:17, 17 October 2020
1089/1024, the Alpharabian chromatic semitone, is the interval that results from stacking two 33/32 quartertones together, and has a value of roughly 106.54589 cents. Because of its complexity and its relative obscurity, it is often equated to other nearby intervals through the tempering out of commas like 243/242 and or 1089/1088. When this interval is added together with 128/121, the result is a 9/8 whole tone.