User:2^67-1/MMTM-esque extensions of some scales: Difference between revisions

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== Hemipyth[10] ==
== Hemipyth[10] ==
 
''Note all equaves are approximate.''
*s (not MOS)
{| class="wikitable"
*sL 1L1s<8/7~7/6>
|-
*sLs 1L2s<6/5~5/4>
! | Scale
*sLsL 2L2s<4/3> (duplicate of 1L1s<8/7~7/6>)
! | Name(s)
*sLsLs 2L3s<7/5~10/7>
! | Origin
*sLsLss (not MOS)
|-
*sLsLssL 3L4s<8/5~5/3>
| |1L 2s <sqrt(3/2)>
*sLsLssLs 3L5s<12/7~7/4>
| | lumoid[3], pacifoid[3], taliesoid[3], dresdoid[3]
*sLsLssLsL 4L5s<28/15~40/21>
|-
*sLsLssLsLs 2/1 (duplicate of 2L3s<7/5~10/7>)
| |2L 1s <sqrt(128/81)>
 
| | atlantoid[3]
*sLsLssLsLssLsLssLs 7L11s <sqrt(12)~1/QPochhammer[1/2]>
|-
| |2L 2s <4/3>
| | atlantoid[4], pacifoid[4]
|-
| |1L 3s <sqrt(27/16)>
| | taliesoid[4], dresdoid[4]
|-
| |2L 3s <sqrt(2)>
| | lime
|-
| |2L 4s <3/2>  
| | taliesoid[6]
|-
| |3L 3s <sqrt(64/27)>
| | sextal triwoodoid
|-
| |3L 4s <sqrt(8/3)>  
| | atlantoid[7], taliesoid[7], pacifoid[7], taliesoid[7]
|-
| |3L 4s <sqrt(81/32)>
| | septal maviloid
|-
| |3L 5s <sqrt(3)>  
| | lumoid[8], pacifoid[8], taliesoid[8], dresdoid[8]
|-
| |4L 4s <sqrt(256/81)>  
| | octal tetrawoodoid
|-
| |4L 5s <sqrt(32/9)>
| | atlantoid[9]
|-
| |3L 6s <sqrt(27/8)>
| | nonal tcherepnoid
|-
| |4L 6s <2/1>  
| | lime
|}

Revision as of 00:11, 5 May 2025

Hemipyth[10]

Note all equaves are approximate.

Scale Name(s) Origin
1L 2s <sqrt(3/2)> lumoid[3], pacifoid[3], taliesoid[3], dresdoid[3]
2L 1s <sqrt(128/81)> atlantoid[3]
2L 2s <4/3> atlantoid[4], pacifoid[4]
1L 3s <sqrt(27/16)> taliesoid[4], dresdoid[4]
2L 3s <sqrt(2)> lime
2L 4s <3/2> taliesoid[6]
3L 3s <sqrt(64/27)> sextal triwoodoid
3L 4s <sqrt(8/3)> atlantoid[7], taliesoid[7], pacifoid[7], taliesoid[7]
3L 4s <sqrt(81/32)> septal maviloid
3L 5s <sqrt(3)> lumoid[8], pacifoid[8], taliesoid[8], dresdoid[8]
4L 4s <sqrt(256/81)> octal tetrawoodoid
4L 5s <sqrt(32/9)> atlantoid[9]
3L 6s <sqrt(27/8)> nonal tcherepnoid
4L 6s <2/1> lime