User:MTEVE/Ed666c: Difference between revisions
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'''Equal divisions of 666c''', also known as '''unlucky scales'''{{idiosyncratic}}, is a family of tunings obtained by dividing 666 cents into a number of equal steps. 2edo is the closest aproximation to 1ed666c, the 2nd interval being 66c sharper than the [[2edo]] tritone (its closer to a perfect fifth). | '''Equal divisions of 666c''', also known as '''unlucky scales'''{{idiosyncratic}}, is a family of tunings obtained by dividing 666 cents into a number of equal steps. 2edo is the closest aproximation to 1ed666c, the 2nd interval being 66c sharper than the [[2edo]] tritone (its closer to a perfect fifth). The idea was first explored by [[User:MTEVE|MTEVE]]. | ||