53edo: Difference between revisions

m General cleanup
Some ratios
Line 54: Line 54:
| ro
| ro
| 67.92
| 67.92
| [[27/26]], [[26/25]], [[25/24]], [[22/21]]
| [[25/24]], [[28/27]], [[22/21]], [[27/26]], [[26/25]]
| vm2
| vm2
| downminor 2nd
| downminor 2nd
Line 315: Line 315:
| si
| si
| 724.53
| 724.53
| 32/21, 243/160, 1024/675
| [[32/21]], [[243/160]], [[1024/675]]
| ^5
| ^5
| up 5th
| up 5th
Line 477: Line 477:
| to
| to
| 1132.08
| 1132.08
| [[48/25]], [[27/14]]
| [[48/25]], [[27/14]], [[21/11]], [[52/27]], [[25/13]]
| ^M7
| ^M7
| upmajor 7th
| upmajor 7th
Line 486: Line 486:
| taw
| taw
| 1154.72
| 1154.72
| [[125/64]]
| [[96/49]], [[35/18]], [[64/33]], [[125/64]]
| ^^M7, <br>vv8
| ^^M7, <br>vv8
| double-up major 7th, <br>double-down 8ve
| double-up major 7th, <br>double-down 8ve
Line 495: Line 495:
| da
| da
| 1177.36
| 1177.36
| [[160/81]]
| [[160/81]], [[63/32]], [[49/25]]
| v8
| v8
| down 8ve
| down 8ve
Line 712: Line 712:
| +18
| +18
|}
|}
The following table shows how [[15-odd-limit|some prominent just intervals]] are represented in 53edo (ordered by absolute error). Octave-reduced prime harmonics are '''bolded'''.
The following table shows how [[15-odd-limit intervals]] are represented in 53edo. Octave-reduced prime harmonics are '''bolded'''; inconsistent intervals are in ''italic''.  
{| class="wikitable center-all"
{| class="wikitable center-all"
|-
|-
! Interval, complement
! Interval, complement
! Error (abs., in [[cent]]s)
! Error (abs, [[Cent|¢]])
|-  
|-  
| '''[[4/3]], [[3/2|3/2]]'''  
| '''[[4/3]], [[3/2|3/2]]'''