Schismic–commatic equivalence continuum: Difference between revisions
Move quindromeda & quintaleap here |
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== Quintaleap == | == Quintaleap == | ||
: ''For extensions, see [[No-sevens subgroup temperaments #Quintaleap]], [[Octagar temperaments #Quintupole]], [[Aberschismic temperaments #Quinticosiennic]], and [[Porwell temperaments #Decimaleap]].'' | |||
Quintaleap splits the [[4/3|perfect fourth]] into five generators, each for [[~]][[135/128]], so its [[ploidacot]] is omega-pentacot, the same as [[#Quindromeda|quindromeda]]. It has an equivalence number {{nowrap| ''n'' {{=}} 5/2 }}, meaning it equates a stack of two Pythagorean commas with a stack of five schismas. | Quintaleap splits the [[4/3|perfect fourth]] into five generators, each for [[~]][[135/128]], so its [[ploidacot]] is omega-pentacot, the same as [[#Quindromeda|quindromeda]]. It has an equivalence number {{nowrap| ''n'' {{=}} 5/2 }}, meaning it equates a stack of two Pythagorean commas with a stack of five schismas. | ||