27/26: Difference between revisions
Sectioning; note the resulting temp from this interval |
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== Notation == | == Notation == | ||
27/26 is significant in [[Helmholtz-Ellis notation]] as the tridecimal formal comma which translates a Pythagorean interval to a nearby tridecimal interval, analogous to [[64/63]] and [[33/32]] for septimal and undecimal, respectively. However, in the [[Functional Just System]], that role is taken by [[1053/1024]]. | 27/26 is significant in [[Helmholtz-Ellis notation]] as the tridecimal formal comma which translates a Pythagorean interval to a nearby tridecimal interval, analogous to [[64/63]] and [[33/32]] for septimal and undecimal, respectively. However, in the [[Functional Just System]], that role is taken by [[1053/1024]]. It is worth noting that [[13/8]] is closer to minor than it is to major (some might argue 13/8 to be [[supraminor]] instead of neutral), so [[1053/1024]] is significantly smaller. | ||
=== Sagittal notation === | === Sagittal notation === | ||