Subharmonics 18–36: Difference between revisions

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→Modes: add P4s to table
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== Modes ==
== Modes ==
Interval values given in [[cents]].
Interval values given in [[cents]].
Yellow indicates intervals in the subminor and minor third [[interval region]]s.
Purple indicates intervals in the major and supermajor third interval regions.
Blue indicates intervals in the perfect fourth interval region.
Red indicates intervals in the perfect fifth interval region.
Green indicates intervals in the subminor seventh ('barbershop seventh') interval region.


{| class="wikitable" style="text-align:center;"
{| class="wikitable" style="text-align:center;"
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|-
|-
! 48.77
! 48.77
| 1151.23 || 0 || 50.185 || 101.867 || 155.14 || 210.104 || style="background:#FFFF00; font-weight:bold;" | 266.871 || 325.563 || style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 386.314 || 449.275 || style="background:#0000FF; font-weight:bold; color:#FFFFFF;" | 514.612 || 582.513 || 653.185 || 726.866 || 803.822 || 884.359 || style="background:#00B050; font-weight:bold; color:#FFFFFF;" | 968.826 || 1057.627 || 1151.23
| 1151.23 || 0 || 50.185 || 101.867 || 155.14 || 210.104 || style="background:#FFFF00; font-weight:bold;" | 266.871 || style="background:#FFFF00; font-weight:bold;" | 325.563 || style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 386.314 || 449.275 || style="background:#0000FF; font-weight:bold; color:#FFFFFF;" | 514.612 || 582.513 || 653.185 || 726.866 || 803.822 || 884.359 || style="background:#00B050; font-weight:bold; color:#FFFFFF;" | 968.826 || 1057.627 || 1151.23
|-
|-
! 98.955
! 98.955
| 1101.045 || 1149.815 || 0 || 51.682 || 104.955 || 159.919 || 216.686 || style="background:#FFFF00; font-weight:bold;" | 275.378 || 336.129 || style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 399.09 || 464.427 || 532.328 || 603 || 676.681 || 753.637 || 834.174 || 918.641 || 1007.442 || 1101.045
| 1101.045 || 1149.815 || 0 || 51.682 || 104.955 || 159.919 || 216.686 || style="background:#FFFF00; font-weight:bold;" | 275.378 || style="background:#FFFF00; font-weight:bold;" | 336.129 || style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 399.09 || 464.427 || 532.328 || 603 || 676.681 || 753.637 || 834.174 || 918.641 || 1007.442 || 1101.045
|-
|-
! 150.637
! 150.637
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|-
|-
! 374.333
! 374.333
| 825.667 || 874.437 || 924.622 || style="background:#00B050; font-weight:bold; color:#FFFFFF;" | 976.304 || 1029.577 || 1084.541 || 1141.308 || 0 || 60.751 || 123.712 || 189.049 || style="background:#FFFF00; font-weight:bold;" | 256.95 || 327.622 || style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 401.303 || style="background:#0000FF; font-weight:bold; color:#FFFFFF;" | 478.259 || 558.796 || 643.263 || 732.064 || 825.667
| 825.667 || 874.437 || 924.622 || style="background:#00B050; font-weight:bold; color:#FFFFFF;" | 976.304 || 1029.577 || 1084.541 || 1141.308 || 0 || 60.751 || 123.712 || 189.049 || style="background:#FFFF00; font-weight:bold;" | 256.95 || style="background:#FFFF00; font-weight:bold;" | 327.622 || style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 401.303 || style="background:#0000FF; font-weight:bold; color:#FFFFFF;" | 478.259 || 558.796 || 643.263 || 732.064 || 825.667
|-
|-
! 435.084
! 435.084
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|-
|-
! 775.636
! 775.636
| style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 424.364 || 473.134 || 523.319 || 575.001 || 628.274 || style="background:#FF0000; font-weight:bold; color:#FFFFFF;" | 683.238 || 740.005 || 798.697 || 859.448 || 922.409 || style="background:#00B050; font-weight:bold; color:#FFFFFF;" | 987.746 || 1055.647 || 1126.319 || 0 || 76.956 || 157.493 || 241.96 || 330.761 || style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 424.364
| style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 424.364 || 473.134 || 523.319 || 575.001 || 628.274 || style="background:#FF0000; font-weight:bold; color:#FFFFFF;" | 683.238 || 740.005 || 798.697 || 859.448 || 922.409 || style="background:#00B050; font-weight:bold; color:#FFFFFF;" | 987.746 || 1055.647 || 1126.319 || 0 || 76.956 || 157.493 || 241.96 || style="background:#FFFF00; font-weight:bold;" | 330.761 || style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 424.364
|-
|-
! 852.592
! 852.592
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|-
|-
! 1017.596
! 1017.596
| 182.404 || 231.174 || style="background:#FFFF00; font-weight:bold;" | 281.359 || 333.041 || style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 386.314 || 441.278 || style="background:#0000FF; font-weight:bold; color:#FFFFFF;" | 498.045 || 556.737 || 617.488 || style="background:#FF0000; font-weight:bold; color:#FFFFFF;" | 680.449 || 745.786 || 813.687 || 884.359 || style="background:#00B050; font-weight:bold; color:#FFFFFF;" | 958.04 || 1034.996 || 1115.533 || 0 || 88.801 || 182.404
| 182.404 || 231.174 || style="background:#FFFF00; font-weight:bold;" | 281.359 || style="background:#FFFF00; font-weight:bold;" | 333.041 || style="background:#7030A0; font-weight:bold; color:#FFFFFF;" | 386.314 || 441.278 || style="background:#0000FF; font-weight:bold; color:#FFFFFF;" | 498.045 || 556.737 || 617.488 || style="background:#FF0000; font-weight:bold; color:#FFFFFF;" | 680.449 || 745.786 || 813.687 || 884.359 || style="background:#00B050; font-weight:bold; color:#FFFFFF;" | 958.04 || 1034.996 || 1115.533 || 0 || 88.801 || 182.404
|-
|-
! 1106.397
! 1106.397