View source for 29-odd-limit

{{Odd-limit navigation|29}}
{{Odd-limit intro|29}}

* [[1/1]]
* '''[[30/29]], [[29/15]]'''
* '''[[29/28]], [[56/29]]'''
* [[28/27]], [[27/14]]
* [[27/26]], [[52/27]]
* [[26/25]], [[25/13]]
* [[25/24]], [[48/25]]
* [[24/23]], [[23/12]]
* [[23/22]], [[44/23]]
* [[22/21]], [[21/11]]
* [[21/20]], [[40/21]]
* [[20/19]], [[19/10]]
* [[19/18]], [[36/19]]
* [[18/17]], [[17/9]]
* [[17/16]], [[32/17]]
* [[16/15]], [[15/8]]
* [[15/14]], [[28/15]]
* '''[[29/27]], [[54/29]]'''
* [[14/13]], [[13/7]]
* [[27/25]], [[50/27]]
* [[13/12]], [[24/13]]
* [[25/23]], [[46/25]]
* [[12/11]], [[11/6]]
* [[23/21]], [[42/23]]
* [[11/10]], [[20/11]]
* '''[[32/29]], [[29/16]]'''
* [[21/19]], [[38/21]]
* [[10/9]], [[9/5]]
* '''[[29/26]], [[52/29]]'''
* [[19/17]], [[34/19]]
* [[28/25]], [[25/14]]
* [[9/8]], [[16/9]]
* [[26/23]], [[23/13]]
* [[17/15]], [[30/17]]
* [[25/22]], [[44/25]]
* [[8/7]], [[7/4]]
* [[23/20]], [[40/23]]
* [[15/13]], [[26/15]]
* [[22/19]], [[19/11]]
* '''[[29/25]], [[50/29]]'''
* [[7/6]], [[12/7]]
* '''[[34/29]], [[29/17]]'''
* [[27/23]], [[46/27]]
* [[20/17]], [[17/10]]
* [[13/11]], [[22/13]]
* [[32/27]], [[27/16]]
* [[19/16]], [[32/19]]
* [[25/21]], [[42/25]]
* [[6/5]], [[5/3]]
* '''[[29/24]], [[48/29]]'''
* [[23/19]], [[38/23]]
* [[17/14]], [[28/17]]
* [[28/23]], [[23/14]]
* [[11/9]], [[18/11]]
* [[27/22]], [[44/27]]
* [[16/13]], [[13/8]]
* [[21/17]], [[34/21]]
* [[26/21]], [[21/13]]
* '''[[36/29]], [[29/18]]'''
* [[5/4]], [[8/5]]
* [[34/27]], [[27/17]]
* '''[[29/23]], [[46/29]]'''
* [[24/19]], [[19/12]]
* [[19/15]], [[30/19]]
* [[14/11]], [[11/7]]
* [[23/18]], [[36/23]]
* [[32/25]], [[25/16]]
* [[9/7]], [[14/9]]
* [[22/17]], [[17/11]]
* [[13/10]], [[20/13]]
* [[30/23]], [[23/15]]
* [[17/13]], [[26/17]]
* '''[[38/29]], [[29/19]]'''
* [[21/16]], [[32/21]]
* [[25/19]], [[38/25]]
* '''[[29/22]], [[44/29]]'''
* [[4/3]], [[3/2]]
* [[27/20]], [[40/27]]
* [[23/17]], [[34/23]]
* [[19/14]], [[28/19]]
* [[34/25]], [[25/17]]
* [[15/11]], [[22/15]]
* [[26/19]], [[19/13]]
* [[11/8]], [[16/11]]
* '''[[40/29]], [[29/20]]'''
* '''[[29/21]], [[42/29]]'''
* [[18/13]], [[13/9]]
* [[25/18]], [[36/25]]
* [[32/23]], [[23/16]]
* [[7/5]], [[10/7]]
* [[38/27]], [[27/19]]
* [[24/17]], [[17/12]]

{| class="wikitable center-all right-2 left-5"
! Ratio
! Size ([[cents|¢]])
! colspan="2" |[[Color name]]
! Name
|-
| [[30/29]]
| 58.692
| 29uy1
| twenuyo unison
| lesser vicesimononal quartertone
|-
| [[29/28]]
| 60.751
| 29or1
| twenoru unison
| greater vicesimononal quartertone
|-
| [[29/27]]
| 123.712
| 29o2
| tweno 2nd
| vicesimononal minor second
|-
| [[32/29]]
| 170.423
| 29u2
| twenu 2nd
| vicesimononal submajor second
|-
| [[29/26]]
| 189.050
| 29o3u2
| twenothu 2nd
| vicesimononal major second
|-
| [[29/25]]
| 256.950
| 29ogg3
| twenogugu 3rd
| vicesimononal inframinor third
|-
| [[34/29]]
| 275.378
| 29u17o3
| twenuso 3rd
| vicesimononal subminor third
|-
| [[29/24]]
| 327.622
| 29o3
| tweno 3rd
| vicesimononal minor third
|-
| [[36/29]]
| 374.333
| 29u3
| twenu 3rd
| vicesimononal submajor third
|-
| [[29/23]]
| 401.303
| 29o23u3
| twenotwethu 3rd
| vicesimononal major third
|-
| [[38/29]]
| 467.936
| 29u19o4
| twenuno 4th
| vicesimononal subfourth
|-
| [[29/22]]
| 478.259
| 29o1u4
| twenolu 4th
| vicesimononal grave fourth
|-
| [[40/29]]
| 556.737
| 29uy4
| twenuyo 4th
| lesser vicesimononal superfourth
|-
| [[29/21]]
| 558.796
| 29or4
| twenoru 4th
| greater vicesimononal superfourth
|-
| [[42/29]]
| 641.204
| 29uz5
| twenuzo 5th
| lesser vicesimononal subfifth
|-
| [[29/20]]
| 643.263
| 29og5
| twenogu 5th
| greater vicesimononal subfifth
|-
| [[44/29]]
| 721.741
| 29u1o5
| twenulo 5th
| vicesimononal acute fifth
|-
| [[29/19]]
| 732.064
| 29o19u5
| twenonu 5th
| vicesimononal superfifth
|-
| [[46/29]]
| 798.697
| 29u23o6
| twenutwetho 6th
| vicesimononal minor sixth
|-
| [[29/18]]
| 825.667
| 29o6
| tweno 6th
| vicesimononal supraminor sixth
|-
| [[48/29]]
| 872.378
| 29u6
| twenu 6th
| vicesimononal major sixth
|-
| [[29/17]]
| 924.621
| 29o17u6
| twenosu 6th
| vicesimononal supermajor sixth
|-
| [[50/29]]
| 943.050
| 29uyy6
| twenuyoyo 6th
| vicesimononal ultramajor sixth
|-
| [[52/29]]
| 1010.950
| 29u3o7
| twenutho 7th
| vicesimononal minor seventh
|-
| [[29/16]]
| 1029.577
| 29o7
| tweno 7th
| vicesimononal supraminor seventh
|-
| [[54/29]]
| 1076.288
| 29u7
| twenu 7th
| vicesimononal major seventh
|-
| [[56/29]]
| 1139.249
| 29uz8
| twenuzo octave
| lesser vicesimononal infraoctave
|-
| [[29/15]]
| 1141.308
| 29og8
| twenogu octave
| greater vicesimononal infraoctave
|-
| colspan="5" |Note that 'vicesimononal' is exchangeable with 'undetricesimal', both denoting the presence of factor 29.
|}
The smallest [[equal division of the octave]] that comes closest to being [[consistent]] in the 29-odd-limit is [[217edo]] (misses [[23/14]], [[23/21]], [[29/23]] and [[Octave complement|oc]].).

The one which is truly consistent is [[282edo]].

The one which is distinctly consistent to the same is [[1323edo]].

[[Category:29-odd-limit| ]] <!-- main article -->