10241/10240: Difference between revisions

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== Notation ==
== Notation ==
It is the rational realization of the [[Sagittal]] accidental {{Sagittal|@1}}/{{Sagittal|l1}} , ''qui/quo''; and close to a third of a [[mina]] {{Sagittal|@3}}/{{Sagittal|l3}} .
It is the rational realization of the [[Sagittal]] "tina" accidental {{Sagittal|@1}}/{{Sagittal|l1}} , ''qui/quo''; and close to a third of a [[mina]] {{Sagittal|@3}}/{{Sagittal|l3}} .


== Temperaments ==
== Temperaments ==
It is tempered out in [[cassaschismic]], [[abigail]] (270 & 494), [[jove]] (41 & 72 & 130), [[baffin]] (53 & 87 130) and [[sophia]] (46h & 94 & 130) extensions, among others.
It is tempered out in [[cassaschismic]], [[abigail]] (270 & 494), [[jove]] (41 & 72 & 130), [[baffin]] (53 & 87 130) and [[sophia]] (46h & 94 & 130) extensions, among others.

Revision as of 09:04, 30 June 2026

Interval information
Ratio 10241/10240
Factorization 2-11 × 5-1 × 72 × 11 × 19
Monzo [-11 0 -1 2 1 0 0 1
Size in cents 0.1690576¢
Names tinisma,
tinic comma
Color name 9o1ozzgM, nolozozoguguma
FJS name [math]\displaystyle{ \text{d2}^{7,7,11,19}_{5} }[/math]
Special properties superparticular,
reduced
Tenney norm (log2 nd) 26.644
Weil norm (log2 max(n, d)) 26.6441
Wilson norm (sopfr(nd)) 71
Comma size unnoticeable
Open this interval in xen-calc

10241/10240, the tinisma, is an unnoticeable 2.5.7.11.19 superparticular comma of about 0.17 cents. It is the difference between 513/512 and 540/539.

Notation

It is the rational realization of the Sagittal "tina" accidental / , qui/quo; and close to a third of a mina / .

Temperaments

It is tempered out in cassaschismic, abigail (270 & 494), jove (41 & 72 & 130), baffin (53 & 87 130) and sophia (46h & 94 & 130) extensions, among others.