17edt: Difference between revisions
| Line 19: | Line 19: | ||
The notation schemes below are based on the BPS-Lambda enneatonic scale presented in the symmetric (sLsLsLsLs, Cassiopeian) mode in J, and the Mintaka macrodiatonic scale presented in the macro-Phrygian (sLLLsLL) mode in E. Interval approximations shown here are those within the 77-throdd limit and less than 1/3 of a step off (all of these being consistent). | The notation schemes below are based on the BPS-Lambda enneatonic scale presented in the symmetric (sLsLsLsLs, Cassiopeian) mode in J, and the Mintaka macrodiatonic scale presented in the macro-Phrygian (sLLLsLL) mode in E. Interval approximations shown here are those within the 77-throdd limit and less than 1/3 of a step off (all of these being consistent). | ||
{| class="wikitable center-2 center-3 center-4" | {| class="wikitable center-2 center-3 center-4 mw-collapsible" | ||
|+ Intervals of 17edt | |||
|- | |- | ||
! | Degree | ! | Degree | ||
| Line 25: | Line 26: | ||
! | Note (Macrodiatonic notation) | ! | Note (Macrodiatonic notation) | ||
! | Approximate 3.5.7.11.17 [[subgroup]] intervals | ! | Approximate 3.5.7.11.17 [[subgroup]] intervals | ||
! | Additional | ! | Additional 3.5.7.11''.14.16''.17 [[subgroup]] intervals | ||
! | Cents | ! | Cents | ||
! | Hekts | ! | Hekts | ||
| Line 176: | Line 177: | ||
It's a weird coincidence how the schemes of 17EDO and 17EDT diatonicism are so similar and how their approximations of 9/7 are off by such similar amounts in opposite directions (17EDO -11.6 cents and 17EDT +12.4 cents). | It's a weird coincidence how the schemes of 17EDO and 17EDT diatonicism are so similar and how their approximations of 9/7 are off by such similar amounts in opposite directions (17EDO -11.6 cents and 17EDT +12.4 cents). | ||
{{todo|inline=1|complete table|text=Complete the +16 subgroup column, add missing intervals.}} | {{todo|inline=1|complete table|text=Complete the +14&16 subgroup column, add missing intervals.}} | ||
== Regular temperament == | == Regular temperament == | ||