15/14: Difference between revisions
→Approximation: Highest approximation of golden meantone was 31edo — bumped this up to 131edo |
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{{Wikipedia|Septimal diatonic semitone}} | {{Wikipedia|Septimal diatonic semitone}} | ||
'''15/14''' is a [[superparticular]] ratio with a numerator which is the fifth [[triangular number]]. | '''15/14''' is a [[superparticular]] ratio with a numerator which is the fifth [[triangular number]]. Because it contains exactly one of each prime up to 7, it appears as the interval between many simple [[7-limit]] ratios, including: | ||
* [[16/15]] and [[8/7]] | * [[16/15]] and [[8/7]] | ||
* [[7/6]] and [[5/4]] | * [[7/6]] and [[5/4]] | ||