567/550: Difference between revisions
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Cmloegcmluin (talk | contribs) nom for deletion |
Dave Keenan (talk | contribs) Undo revision 159425 by Cmloegcmluin (talk) It looks like we might need it for 76-EDO. Tag: Undo |
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{{ | {{Infobox Interval | ||
| Ratio = 567/550 | |||
| Name = 7/25·11 medium diesis | |||
| Comma = yes | |||
}} | |||
The '''7/25·11 medium diesis''' is a comma with a ratio of 567/550 and a value of approximately 52.70 [[cent]]s. <span id="Sagittal notation"></span>In the [[Sagittal]] system, the downward version of this comma (possibly tempered) is represented (in a secondary role) by the sagittal {{sagittal | \!/ }} and is called the '''25·11/7 medium diesis''', or '''25·11/7M''' for short, because the simplest interval it notates is 25×11/7 = 5×5×11/7 (equiv. 275/224), as for example in C-E{{nbhsp}}{{sagittal | \!/ }}. The primary role of {{ sagittal | \!/ }} is [[33/32#Sagittal notation | 32/33]] (11M down). The upward version is called '''7/(25·11)M''' or '''25·11/7 up''' and is represented (in a secondary role) by {{sagittal| /|\ }}. The use of this comma for notation is extremely rare. | |||
Revision as of 21:23, 14 October 2024
| Interval information |
The 7/25·11 medium diesis is a comma with a ratio of 567/550 and a value of approximately 52.70 cents. In the Sagittal system, the downward version of this comma (possibly tempered) is represented (in a secondary role) by the sagittal and is called the 25·11/7 medium diesis, or 25·11/7M for short, because the simplest interval it notates is 25×11/7 = 5×5×11/7 (equiv. 275/224), as for example in C-E . The primary role of is 32/33 (11M down). The upward version is called 7/(25·11)M or 25·11/7 up and is represented (in a secondary role) by . The use of this comma for notation is extremely rare.