1701/1664: Difference between revisions
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The '''7/13 small diesis''' is a comma with a ratio of 1701/1664 and a value of approximately 38.07 [[cent]]s. 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 '''13/7 small diesis''', or '''13/7S''' for short, because the simplest interval it notates is 13/7, as for example in C-B{{nbhsp}}{{sagittal | (!( }}. The primary role of {{ sagittal | (!( }} is [[45/44#Sagittal notation | 44/45]] (11/5S | The '''7/13 small diesis''' is a comma with a ratio of 1701/1664 and a value of approximately 38.07 [[cent]]s. 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 '''13/7 small diesis''', or '''13/7S''' for short, because the simplest interval it notates is 13/7, as for example in C-B{{nbhsp}}{{sagittal | (!( }}. The primary role of {{ sagittal | (!( }} is [[45/44#Sagittal notation | 44/45]] (11/5S). The upward version is called '''7/13S''' or '''13/7S up''' and is represented (in a secondary role) by {{sagittal| (|( }}. | ||
Revision as of 03:31, 21 October 2024
| Interval information |
The 7/13 small diesis is a comma with a ratio of 1701/1664 and a value of approximately 38.07 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 13/7 small diesis, or 13/7S for short, because the simplest interval it notates is 13/7, as for example in C-B . The primary role of is 44/45 (11/5S). The upward version is called 7/13S or 13/7S up and is represented (in a secondary role) by .