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


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