Ed5/3: Difference between revisions

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This page is titled ed5/3, not ed5/3 and ed11/7. Ed11/7 should be in a separate page.
Cleanup
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'''Ed5/3''' means '''division of of the classic major sixth ([[5/3]]) into n equal parts'''.
The '''equal division of 5/3''' ('''ed5/3''') is a [[tuning]] obtained by dividing the [[5/3|just major sixth (5/3)]] into a number of [[equal]] steps.  


== Properties ==
== Properties ==
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If we instead opt to continue using 4:5:6 as the fundamental sonority, then it will take three 3/2 to get to 5/4, resulting in [[Blackcomb]] temperament that tempers out the comma 250/243. This yields MOS scales of 4, 5, 6, 11, 16, and 21 notes. Although, it should be noted that doing this will often create a pseudo-octave unlike the 6:7:8 approach.
If we instead opt to continue using 4:5:6 as the fundamental sonority, then it will take three 3/2 to get to 5/4, resulting in [[Blackcomb]] temperament that tempers out the comma 250/243. This yields MOS scales of 4, 5, 6, 11, 16, and 21 notes. Although, it should be noted that doing this will often create a pseudo-octave unlike the 6:7:8 approach.


==Individual pages for ED5/3s==
== Individual pages for ED5/3's ==
* [[2ed5/3]]
* [[2ed5/3]]
* [[3ed5/3]]
* [[3ed5/3]]
* [[5ed5/3]]
* [[7ed5/3]]
* [[7ed5/3]]
* [[8ed5/3]]
* [[9ed5/3]]
* [[9ed5/3]]
* [[16ed5/3]]
* [[16ed5/3]]
* [[23ed5/3]]
* [[23ed5/3]]


[[Category:Ed5/3| ]] <!-- main article -->
[[Category:Equal-step tuning]]
[[Category:Equal-step tuning]]