User:Contribution/Exploring Selected Modes in 12-EDO: Difference between revisions
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12edo remains consistent within the 9-odd-limit. Therefore, it's worthwhile to explore ratios tempered out in the 7-limit, particularly those with simple factorizations that facilitate quick harmonic operations. | 12edo remains consistent within the 9-odd-limit. Therefore, it's worthwhile to explore ratios tempered out in the 7-limit, particularly those with simple factorizations that facilitate quick harmonic operations. | ||
{| class="wikitable center-all left-2 right-3 right-5 left-6" | {| class="wikitable center-all left-2 right-3 right-5 left-6" | ||
|+style=white-space:nowrap| 7-limit commas tempered out in 12-tet with Benedetti height < 2 | |+style=white-space:nowrap| 7-limit commas tempered out in 12-tet with Benedetti height < 2<sup>16</sup> | ||
! Ratio | ! Ratio | ||
! Factorization | ! Factorization | ||