49/46: Difference between revisions
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Created page with "49/46 is a 23-limit (2.7.23 subgroup) interval of about 109 cents. This interval is very near 1 step of 11edo. A stack of 11 49/46s exceeds the octave by the comma {{Monzo|-12 22 -11}} (2.7.23 subgroup), about 3.2 cents. {{Infobox interval}}" Tags: Visual edit Mobile edit Mobile web edit |
Infobox to the top. Expand on its relation to Pyth intervals |
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{{Mathematical interest}} | |||
{{Infobox interval}} | |||
'''49/46''' is a [[23-limit]] (2.7.23 subgroup) interval of about 109 [[cent]]s. It is considered a diminished third in both [[FJS]] and [[HEJI]]. | |||
{{ | This interval is very near one step of [[11edo]]. A stack of eleven 49/46's exceeds the octave by the comma 2.7.23 {{monzo| -12 22 -11 }}, about 3.2 cents. | ||
Latest revision as of 10:02, 29 July 2026
| This page presents a topic of primarily mathematical interest.
While it is derived from sound mathematical principles, its applications in terms of utility for actual music may be limited, highly contrived, or as yet unknown. |
| Interval information |
49/46 is a 23-limit (2.7.23 subgroup) interval of about 109 cents. It is considered a diminished third in both FJS and HEJI.
This interval is very near one step of 11edo. A stack of eleven 49/46's exceeds the octave by the comma 2.7.23 [-12 22 -11⟩, about 3.2 cents.