Harmonisma: Difference between revisions
m Moving from Category:Unnoticeable comma to Category:Unnoticeable commas using Cat-a-lot |
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{{Infobox Interval | {{Infobox Interval | ||
| Name = harmonisma | | Name = harmonisma | ||
| | | Comma = yes | ||
}} | }} | ||
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Equal temperaments where this comma is tempered with very high accuracy will have an interval corresponding to a "sharp fifth" of (ideally) 706.7 to 706.9 cents, corresponding to the range of fifths from 13/11 × 14/11 (→[[182/121]]) on the lower end and 11/9 × 16/13 (→[[176/117]]) on the higher end, and this interval is not mapped to 3/2. However, such temperaments are generally very precise, so [[224edo]], [[270edo]] and [[311edo]] offer slightly more manageable tunings. For less accurate temperaments still, 10648/10647 is notable as a comma of [[Subgroup_temperaments#Parapyth_.28Rank_3.29|parapyth]]. | Equal temperaments where this comma is tempered with very high accuracy will have an interval corresponding to a "sharp fifth" of (ideally) 706.7 to 706.9 cents, corresponding to the range of fifths from 13/11 × 14/11 (→[[182/121]]) on the lower end and 11/9 × 16/13 (→[[176/117]]) on the higher end, and this interval is not mapped to 3/2. However, such temperaments are generally very precise, so [[224edo]], [[270edo]] and [[311edo]] offer slightly more manageable tunings. For less accurate temperaments still, 10648/10647 is notable as a comma of [[Subgroup_temperaments#Parapyth_.28Rank_3.29|parapyth]]. | ||
[[Category:Harmonismic]] | [[Category:Harmonismic]] | ||