Survey of efficient temperaments by subgroup: Difference between revisions
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| [[helmholtz]] (aka schismic), [[hanson]], [[sensi]], [[tetracot]], [[magic]], [[negri]], [[superpyth]], [[ripple]] | | [[helmholtz]] (aka schismic), [[hanson]], [[sensi]], [[tetracot]], [[magic]], [[negri]], [[superpyth]], [[ripple]] | ||
| [[orson]], [[amity]], [[wuerschmidt]], [[compton]], [[valentine]], [[passion]] | | [[orson]], [[amity]], [[wuerschmidt]], [[compton]], [[valentine]], [[passion]] | ||
| [[vishnu]], [[gravity]] | | [[vishnu]], [[parakleismic]], [[pental]], [[gravity]], [[misty]], [[rodan]] | ||
| [[kwazy]], [[luna]] | | [[kwazy]], [[ennealimmal]], [[minortone]], [[luna]], [[tricot]], [[enneadecal]], [[gammic]], [[vulture]], [[counterhanson]], [[mavjam]], [[escapade]], [[undim]] | ||
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! 7-limit <br>(2 . 3 . 5 . 7) | ! 7-limit <br>(2 . 3 . 5 . 7) | ||
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| [[shrutar]], [[magic]], [[sensi]], [[meantone]], [[mothra]], [[superpyth]], [[flattone]], [[liese]], [[beatles]], [[augene]], [[porcupine]], [[pajara]], [[godzilla]], [[hedgehog]], [[negri]], [[keemun]], [[doublewide]], [[nautilus]], [[catler]], [[injera]], [[semaphore]], [[lemba]] | | [[shrutar]], [[magic]], [[sensi]], [[meantone]], [[mothra]], [[superpyth]], [[flattone]], [[liese]], [[beatles]], [[augene]], [[porcupine]], [[pajara]], [[godzilla]], [[hedgehog]], [[negri]], [[keemun]], [[doublewide]], [[nautilus]], [[catler]], [[injera]], [[semaphore]], [[lemba]] | ||
| [[hemiwuerschmidt]], [[miracle]], [[garibaldi]], [[orwell]], [[valentine]], [[myna]], [[diaschismic]] | | [[hemiwuerschmidt]], [[miracle]], [[garibaldi]], [[orwell]], [[valentine]], [[myna]], [[diaschismic]] | ||
| [[ | | [[amity]], [[harry]], [[hemififths]], [[parakleismic]], [[hemischis]], [[misty]], [[hendecatonic]], [[unidec]], [[catakleismic]] | ||
| [[enneadecal]], [[trinity]] | | [[supermajor]], [[ennealimmal]], [[enneadecal]], [[term]], [[neptune]], [[sesquiquartififths]], [[mitonic]], [[fifthplus]], [[pontiac]], [[tertiaseptal]], [[mutt]], [[decoid]], [[gamera]], [[quinmite]], [[trinity]], [[amicable]] | ||
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! 11-limit <br>(2 . 3 . 5 . 7 . 11) | ! 11-limit <br>(2 . 3 . 5 . 7 . 11) | ||
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| [[mohajira]], [[superpyth]], [[quasisupra]], [[pajara]], [[telepathy]], [[suprapyth]], [[porcupine]], [[negroni]], [[porky]], [[hedgehog]], [[fleetwood]], [[pajarous]], [[astrology]], [[vigintiduo]], [[augene]], [[sensis]], [[nautilus]], [[catnip]], [[undevigintone]], [[injera]], [[flattone]], [[godzilla]], [[darjeeling]], [[keemun]], [[progress]], [[dominant]], [[triforce]], [[negric]], [[meanenneadecal]], [[duodecim]] | | [[mohajira]], [[superpyth]], [[quasisupra]], [[pajara]], [[telepathy]], [[suprapyth]], [[porcupine]], [[negroni]], [[porky]], [[hedgehog]], [[fleetwood]], [[pajarous]], [[astrology]], [[vigintiduo]], [[augene]], [[sensis]], [[nautilus]], [[catnip]], [[undevigintone]], [[injera]], [[flattone]], [[godzilla]], [[darjeeling]], [[keemun]], [[progress]], [[dominant]], [[triforce]], [[negric]], [[meanenneadecal]], [[duodecim]] | ||
| [[hemiwuerschmidt]], [[miracle]], [[cassandra]], [[diaschismic]], [[valentine]], [[shrutar]], [[orwell]], [[magic]], [[meanpop]], [[migration]], [[nusecond]], [[andromeda]], [[mothra]], [[squares]], [[meantone]] | | [[hemiwuerschmidt]], [[miracle]], [[cassandra]], [[diaschismic]], [[valentine]], [[shrutar]], [[orwell]], [[magic]], [[meanpop]], [[migration]], [[nusecond]], [[andromeda]], [[mothra]], [[squares]], [[meantone]] | ||
| [[ | | [[unidec]], [[harry]], [[sqrtphi]], [[tritikleismic]], [[hemiwuerschmidt]], [[ennealimnic]], [[hemithirds]], [[catakleismic]], [[wizard]] | ||
| [[hemiennealimmal]], [[trinity]], [[ | | [[semisupermajor]], [[hemienneadecal]], [[hemiennealimmal]], [[abigail]], [[bisesqui]], [[hemitert]], [[newt]], [[decoid]], [[ennealimmal]], [[deca]], [[vishnu]], [[quasiorwell]], [[trinity]], [[unthirds]] | ||
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! 13-limit <br>(2 . 3 . 5 . 7 . 11 . 13) | ! 13-limit <br>(2 . 3 . 5 . 7 . 11 . 13) | ||