40ed10: Difference between revisions
Created page with "The '''division of the 10th harmonic into 40 equal parts''' is related to 12edo, but with 10/1 instead of 2/1 being just. It is possible to call this division a form of '..." |
m add step size and category, interesting read |
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The '''division of the 10th harmonic into 40 equal parts''' is related to [[12edo]], but with 10/1 instead of 2/1 being just. | The '''division of the 10th harmonic into 40 equal parts''' is related to [[12edo]], but with 10/1 instead of 2/1 being just. The step size (99.657843 [[cent]]s) of this [[equal-step tuning]] very close to 1\12 (one step of 12 EDO). | ||
It is possible to call this division a form of '''decibel tuning''' or '''kilobyte tuning''', as | It is possible to call this division a form of '''decibel tuning''' or '''kilobyte tuning''', as | ||
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== Theory == | == Theory == | ||
Since 40ed10 has relations to the proximity of 1024 to 1000, just like 12edo it tempers out the lesser diesis of [[128/125]]. However in this situation the tempering has a different interpretation, namely that "in favor of 1000". | Since 40ed10 has relations to the proximity of 1024 to 1000, just like 12edo it tempers out the lesser diesis of [[128/125]]. However in this situation the tempering has a different interpretation, namely that "in favor of 1000". | ||
[[Category:Equal-step tuning]] | |||