Ploidacot/Delta-hexacot: Difference between revisions

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Created page with "{{Breadcrumb}} {{Infobox ploidacot|Ploids=1|Shears=4|Cots=6|Pergen=[P8, P11/6]|Forms=13, 17, 21, 38|Title=Delta-hexacot|Wedgie=6}} '''Delta-hexacot ''' is a temperament archetype where the generator is a minor third of about 282–284¢, six of which make a perfect eleventh of 8/3, and the period is a 2/1 octave. Delta-hexacot temperaments also include all dicot and alpha-tricot intervals. Delta-hexacot temperaments..."
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{{Breadcrumb}}
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{{Infobox ploidacot|Ploids=1|Shears=4|Cots=6|Pergen=[P8, P11/6]|Forms=13, 17, 21, 38|Title=Delta-hexacot|Wedgie=6}}
{{Infobox ploidacot|Ploids=1|Shears=4|Cots=6|Pergen=[P8, P11/6]|Forms=13, 17, 21, 38|Title=Delta-hexacot|Wedgie=6}}
'''Delta-hexacot ''' is a temperament archetype where the generator is a minor third of about 282–284¢, six of which make a perfect eleventh of [[8/3]], and the period is a [[2/1]] octave. Delta-hexacot temperaments also include all [[Ploidacot/Dicot|dicot]] and [[Ploidacot/Alpha-tricot|alpha-tricot]] intervals. Delta-hexacot temperaments typically generate the [[4L 5s]], [[4L 9s]], and [[4L 13s]] MOS scales.
'''Delta-hexacot ''' is a temperament archetype where the generator is a minor third of about 282–284{{cent}}, six of which make a perfect eleventh of [[8/3]], and the period is a [[2/1]] octave. Delta-hexacot temperaments also include all [[Ploidacot/Dicot|dicot]] and [[Ploidacot/Alpha-tricot|alpha-tricot]] intervals. Delta-hexacot temperaments typically generate the [[4L 5s]], [[4L 9s]], and [[4L 13s]] MOS scales.


== Intervals and notation ==
== Intervals and notation ==
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== Temperament interpretations ==
== Temperament interpretations ==
An obvious interpretation for delta-hexacot is [[neominor]], where the generator is [[13/11]]~[[20/17]], two of which make [[18/13]], three make [[18/11]] above an octave, six make a perfect eleventh, seven make [[11/7]] above an octave, eight make [[13/7]] above an octave, ten make [[9/7]] above two octaves, and nineteen make [[7/5]] above four octaves.
An obvious interpretation for delta-hexacot is [[neominor]], where the generator is {{nowrap|[[13/11]]~[[20/17]]}}, two of which make [[18/13]], three make [[18/11]] above an octave, six make a perfect eleventh, seven make [[11/7]] above an octave, eight make [[13/7]] above an octave, ten make [[9/7]] above two octaves, and nineteen make [[7/5]] above four octaves.


[[Category:Ploidacots|Delta-hexacot]]
[[Category:Ploidacots|Delta-hexacot]]