41-limit: Difference between revisions
Jump to navigation
Jump to search
m Categories |
+navigation bar |
||
| Line 1: | Line 1: | ||
{{Prime limit navigation|41}} | |||
'''41-limit''' is the 13th [[prime limit]] and is thus a superset of the [[37-limit]] and a subset of the [[43-limit]]. [[311edo|311EDO]] is notable as being the smallest EDO that is [[consistent]] to the 41-odd-limit, and approximating odd harmonics up to 41 (integer harmonics up to 42) within 25r¢ (0.9646¢) of accuracy. | '''41-limit''' is the 13th [[prime limit]] and is thus a superset of the [[37-limit]] and a subset of the [[43-limit]]. [[311edo|311EDO]] is notable as being the smallest EDO that is [[consistent]] to the 41-odd-limit, and approximating odd harmonics up to 41 (integer harmonics up to 42) within 25r¢ (0.9646¢) of accuracy. | ||
Revision as of 14:14, 29 November 2022
41-limit is the 13th prime limit and is thus a superset of the 37-limit and a subset of the 43-limit. 311EDO is notable as being the smallest EDO that is consistent to the 41-odd-limit, and approximating odd harmonics up to 41 (integer harmonics up to 42) within 25r¢ (0.9646¢) of accuracy.