17-limit: Difference between revisions

Wikispaces>FREEZE
No edit summary
TallKite (talk | contribs)
added color names
Line 2: Line 2:


==17-limit Intervals==
==17-limit Intervals==
 
Here are all the 21-odd-limit intervals of 17:
{| class="wikitable"
{| class="wikitable"
|-
|-
! | Ratio
! | Ratio
! | Cents Value
! | Cents Value
! colspan="2" |[[Kite's color notation|Color Name]]
! | Name
! | Name
|-
|-
| | [[18/17|18/17]]
| | [[18/17|18/17]]
| | 98.955
| | 98.955
|17u1
|su 1sn
| | small septendecimal semitone
| | small septendecimal semitone
|-
|-
| | [[17/16|17/16]]
| | [[17/16|17/16]]
| | 104.955
| | 104.955
|17o2
|so 2nd
| | large septendecimal semitone
| | large septendecimal semitone
|-
|-
| | [[17/15|17/15]]
| | [[17/15|17/15]]
| | 216.687
| | 216.687
|17og3
|sogu 3rd
| | septendecimal whole tone
| | septendecimal whole tone
|-
|-
| | [[20/17|20/17]]
| | [[20/17|20/17]]
| | 281.358
| | 281.358
|17uy2
|suyo 2nd
| | septendecimal minor third
| | septendecimal minor third
|-
|-
| | [[17/14|17/14]]
| | [[17/14|17/14]]
| | 336.130
| | 336.130
|17or3
|soru 3rd
| | septendecimal supraminor third
| | septendecimal supraminor third
|-
|-
| | [[21/17|21/17]]
| | [[21/17|21/17]]
| | 365.825
| | 365.825
|17uz3
|suzo 3rd
| | septendecimal submajor third
| | septendecimal submajor third
|-
|-
| | [[22/17|22/17]]
| | [[22/17|22/17]]
| | 446.363
| | 446.363
|17u1o3
|sulo 3rd
| | septendecimal supermajor third
| | septendecimal supermajor third
|-
|-
| | [[17/13|17/13]]
| | [[17/13|17/13]]
| | 464.428
| | 464.428
|17o3u4
|sothu 4th
| | septendecimal sub-fourth
| | septendecimal sub-fourth
|-
|-
| | [[24/17|24/17]]
| | [[24/17|24/17]]
| | 597.000
| | 597.000
|17u4
|su 4th
| | 1st septendecimal tritone
| | 1st septendecimal tritone
|-
|-
| | [[17/12|17/12]]
| | [[17/12|17/12]]
| | 603.000
| | 603.000
|17o5
|so 5th
| | 2nd septendecimal tritone
| | 2nd septendecimal tritone
|-
|-
| | [[26/17|26/17]]
| | [[26/17|26/17]]
| | 735.572
| | 735.572
|17u3o5
|sutho 5th
| | septendecimal super-fifth
| | septendecimal super-fifth
|-
|-
| | [[17/11|17/11]]
| | [[17/11|17/11]]
| | 753.637
| | 753.637
|17o1u6
|solu 6th
| | septendecimal subminor sixth
| | septendecimal subminor sixth
|-
|[[34/21]]
|834.175
|17uz6
|suzo 6th
|septendecimal superminor sixth
|-
|-
| | [[28/17|28/17]]
| | [[28/17|28/17]]
| | 863.870
| | 863.870
|17uz6
|suzo 6th
| | septendecimal submajor sixth
| | septendecimal submajor sixth
|-
|-
| | [[17/10|17/10]]
| | [[17/10|17/10]]
| | 918.642
| | 918.642
|17og7
|sogu 7th
| | septendecimal major sixth
| | septendecimal major sixth
|-
|-
| | [[30/17|30/17]]
| | [[30/17|30/17]]
| | 983.313
| | 983.313
|17uy6
|suyo 6th
| | septendecimal minor seventh
| | septendecimal minor seventh
|-
|-
| | [[32/17|32/17]]
| | [[32/17|32/17]]
| | 1095.045
| | 1095.045
|17u7
|su 7th
| | small septendecimal major seventh
| | small septendecimal major seventh
|-
|-
| | [[17/9|17/9]]
| | [[17/9|17/9]]
| | 1101.045
| | 1101.045
|17o8
|so 8ve
| | large septendecimal major seventh
| | large septendecimal major seventh
|}
|}


see [[Harmonic_Limit|Harmonic Limit]], [[seventeen_limit_tetrads|seventeen limit tetrads]]      [[Category:17-limit]]
To avoid confusion with the solfege syllable So, the so 2nd, 5th and 8ve are sometimes called the iso 2nd, 5th and 8ve.
 
see [[Harmonic_Limit|Harmonic Limit]], [[seventeen_limit_tetrads|seventeen limit tetrads]]       
[[Category:17-limit]]
[[Category:limit]]
[[Category:limit]]
[[Category:prime_limit]]
[[Category:prime_limit]]
[[Category:rank_7]]
[[Category:rank_7]]