Pontigailimma: Difference between revisions

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The '''pontigailimma''' is a [[13-limit]] ([[2.3.5.7.13 subgroup]]) [[~~unnoticeable~~ comma]] with a ratio of '''1990656/1990625''' (0.027{{cent}}). It appears as the difference between several common comma pairs: the schismina [[4096/4095]] and the ragisma [[4375/4374]], the kleisma [[15625/15552]] and the huntma [[640/637~~]], the leprechaun comma [[4225/4224]] and the jacobin comma [[6656/6655~~]], the marveltwin comma [[325/324]] and the porwell comma [[6144/6125]], and the squbema [[729/728]] and the horwell comma [[65625/65536]]. Alternatively, it is the amount by which [[27/25]] exceeds a stack of [[25/24]], [[49/48]], and [[65/64]], or the difference between two [[7/4]]s and a stack of [[16/13]] above five [[6/5]]s. It is tempered out in [[hemikleismic]], [[vulture]], [[pontiac]], [[abigail]], [[ennealimmal]], and [[~~trillium~~]] temperaments, as well as by [[46edo|46]], [[50edo|50]], [[53edo|53]], [[68edo|68]], [[103edo|103]], [[121edo|121]], [[171edo|171]], [[217edo|217]], [[224edo|224]], [[270edo|270]], [[441edo|441]], [[494edo|494]], [[643edo|643]], [[814edo|814]], [[935edo|935]], [[3125edo|3125]], [[3395edo|3395]], [[~~5144edo~~|~~5144~~]], ~~and~~ [[11664edo|11664]] ~~EDOs~~.

The '''pontigailimma''' is an [[unnoticeable comma|unnoticeable]] [[13-limit]] ([[2.3.5.7.13 subgroup]]) [[comma]] with a [[ratio]] of '''1990656/1990625''' (0.027{{cent}}). It appears as the difference between several common comma pairs: the schismina [[4096/4095]] and the ragisma [[4375/4374]], the kleisma [[15625/15552]] and the huntma [[640/637]], the marveltwin comma [[325/324]] and the porwell comma [[6144/6125]], and the squbema [[729/728]] and the horwell comma [[65625/65536]]. Alternatively, it is the amount by which [[27/25]] exceeds a stack of [[25/24]], [[49/48]], and [[65/64]], or the difference between two [[7/4]]'s and a stack of [[16/13]] above five [[6/5]]s. It is tempered out in [[hemikleismic]], [[vulture]], [[pontiac]], [[abigail]], [[ennealimmal]], and [[alphatrillium]] temperaments, as well as by [[46edo|46]], [[50edo|50]], [[53edo|53]], [[68edo|68]], [[103edo|103]], [[121edo|121]], [[171edo|171]], [[217edo|217]], [[224edo|224]], [[270edo|270]], [[441edo|441]], [[494edo|494]], [[643edo|643]], [[814edo|814]], [[935edo|935]], [[3125edo|3125]], [[3395edo|3395]], [[6079edo|6079]], [[8539edo|8539]], [[11664edo|11664]], and [[16808edo]].

~~== See also ==~~

[[Category:Commas named for their regular temperament properties]]

* [[Unnoticeable comma]]

[[Category:Commas named systematically]]

* [[Pontiac]]

* [[Abigail]]

* [[Ennealimmal]]

* [[:Category:13-limit intervals|13-limit intervals]]

* [[Catasma]]

* [[Schismina]]

* [[Ennealimma]]

[[Category:Commas named for their regular temperament properties]] [[Category:Commas named systematically]]

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-The '''pontigailimma''' is a [[13-limit]] ([[2.3.5.7.13 subgroup]]) [[unnoticeable comma]] with a ratio of '''1990656/1990625''' (0.027{{cent}}). It appears as the difference between several common comma pairs: the schismina [[4096/4095]] and the ragisma [[4375/4374]], the kleisma [[15625/15552]] and the huntma [[640/637]], the leprechaun comma [[4225/4224]] and the jacobin comma [[6656/6655]], the marveltwin comma [[325/324]] and the porwell comma [[6144/6125]], and the squbema [[729/728]] and the horwell comma [[65625/65536]]. Alternatively, it is the amount by which [[27/25]] exceeds a stack of [[25/24]], [[49/48]], and [[65/64]], or the difference between two [[7/4]]s and a stack of [[16/13]] above five [[6/5]]s. It is tempered out in [[hemikleismic]], [[vulture]], [[pontiac]], [[abigail]], [[ennealimmal]], and [[trillium]] temperaments, as well as by [[46edo|46]], [[50edo|50]], [[53edo|53]], [[68edo|68]], [[103edo|103]], [[121edo|121]], [[171edo|171]], [[217edo|217]], [[224edo|224]], [[270edo|270]], [[441edo|441]], [[494edo|494]], [[643edo|643]], [[814edo|814]], [[935edo|935]], [[3125edo|3125]], [[3395edo|3395]], [[5144edo|5144]], and [[11664edo|11664]] EDOs.
+The '''pontigailimma''' is an [[unnoticeable comma|unnoticeable]] [[13-limit]] ([[2.3.5.7.13 subgroup]]) [[comma]] with a [[ratio]] of '''1990656/1990625''' (0.027{{cent}}). It appears as the difference between several common comma pairs: the schismina [[4096/4095]] and the ragisma [[4375/4374]], the kleisma [[15625/15552]] and the huntma [[640/637]], the marveltwin comma [[325/324]] and the porwell comma [[6144/6125]], and the squbema [[729/728]] and the horwell comma [[65625/65536]]. Alternatively, it is the amount by which [[27/25]] exceeds a stack of [[25/24]], [[49/48]], and [[65/64]], or the difference between two [[7/4]]'s and a stack of [[16/13]] above five [[6/5]]s. It is tempered out in [[hemikleismic]], [[vulture]], [[pontiac]], [[abigail]], [[ennealimmal]], and [[alphatrillium]] temperaments, as well as by [[46edo|46]], [[50edo|50]], [[53edo|53]], [[68edo|68]], [[103edo|103]], [[121edo|121]], [[171edo|171]], [[217edo|217]], [[224edo|224]], [[270edo|270]], [[441edo|441]], [[494edo|494]], [[643edo|643]], [[814edo|814]], [[935edo|935]], [[3125edo|3125]], [[3395edo|3395]], [[6079edo|6079]], [[8539edo|8539]], [[11664edo|11664]], and [[16808edo]].
-== See also ==
+[[Category:Commas named for their regular temperament properties]]
-* [[Unnoticeable comma]]
+[[Category:Commas named systematically]]
-* [[Pontiac]]
-* [[Abigail]]
-* [[Ennealimmal]]
-* [[:Category:13-limit intervals|13-limit intervals]]
-* [[Catasma]]
-* [[Schismina]]
-* [[Ennealimma]]
-[[Category:Commas named for their regular temperament properties]] [[Category:Commas named systematically]]