Xenharmonic Wiki

41-odd-limit: Difference between revisions

← Older editNewer edit →

Eufalesio (talk | contribs)

1 user group
928 edits
VisualWikitext
Overthink (talk | contribs)
autopatrolled
2,991 edits
m fixed smallest distinctly consistent EDO
Eufalesio (talk | contribs)
autopatrolled
928 edits
changed of the 41 prime ordinal to a somewhat more correctly Latinate one
Line 192: Line 192:
|41.719
|41.719
|fowuzo 2nd
|fowuzo 2nd
|quadragintaunimal inframinor second
|quadragesimoprimal inframinor second
|-
|-
|41/40
|41/40
|42.749
|42.749
|fowogu unison
|fowogu unison
|quadragintaunimal quartertone
|quadragesimoprimal quartertone
|-
|-
|41/39
|41/39
|86.58
|86.58
|fowothu unison
|fowothu unison
|quadragintaunimal ultraprime
|quadragesimoprimal ultraprime
|-
|-
|44/41
|44/41
|122.256
|122.256
|fowulo 2nd
|fowulo 2nd
|quadragintaunimal lesser minor second
|quadragesimoprimal lesser minor second
|-
|-
|41/38
|41/38
|131.549
|131.549
|fowonu unison
|fowonu unison
|quadragintaunimal hyperprime
|quadragesimoprimal hyperprime
|-
|-
|41/37
|41/37
|177.718
|177.718
|fowothisu unison
|fowothisu unison
|quadragintaunimal neutral second
|quadragesimoprimal neutral second
|-
|-
|46/41
|46/41
|199.212
|199.212
|fowutwetho 3rd
|fowutwetho 3rd
|quadragintaunimal minor tone
|quadragesimoprimal minor tone
|-
|-
|41/36
|41/36
|225.152
|225.152
|fowo 2nd
|fowo 2nd
|quadragintaunimal major tone
|quadragesimoprimal major tone
|-
|-
|48/41
|48/41
|272.893
|272.893
|fowu 3rd
|fowu 3rd
|quadragintaunimal subminor third
|quadragesimoprimal subminor third
|-
|-
|41/35
|41/35
|273.923
|273.923
|foworugu 2nd
|foworugu 2nd
|quadragintaunimal ultramajor second
|quadragesimoprimal ultramajor second
|-
|-
|41/34
|41/34
|324.107
|324.107
|fowosu 2nd
|fowosu 2nd
|quadragintaunimal minor third
|quadragesimoprimal minor third
|-
|-
|50/41
|50/41
|343.565
|343.565
|fowuyoyo 3rd
|fowuyoyo 3rd
|quadragintaunimal neutral third
|quadragesimoprimal neutral third
|-
|-
|41/33
|41/33
|375.789
|375.789
|fowolu 3rd
|fowolu 3rd
|quadragintaunimal submajor third
|quadragesimoprimal submajor third
|-
|-
|52/41
|52/41
|411.465
|411.465
|fowutho 4th
|fowutho 4th
|quadragintaunimal lesser major third
|quadragesimoprimal lesser major third
|-
|-
|41/32
|41/32
|429.062
|429.062
|fowo 3rd
|fowo 3rd
|quadragintaunimal greater major third
|quadragesimoprimal greater major third
|-
|-
|54/41
|54/41
|476.803
|476.803
|fowu 4th
|fowu 4th
|quadragintaunimal lesser minor fourth
|quadragesimoprimal lesser minor fourth
|-
|-
|41/31
|41/31
|484.027
|484.027
|fowothiwu 4th
|fowothiwu 4th
|quadragintaunimal greater minor fourth
|quadragesimoprimal greater minor fourth
|-
|-
|56/41
|56/41
|539.764
|539.764
|fowuzo 5th
|fowuzo 5th
|quadragintaunimal subdiminished fifth
|quadragesimoprimal subdiminished fifth
|-
|-
|41/30
|41/30
|540.794
|540.794
|fowogu 4th
|fowogu 4th
|quadragintaunimal major fourth
|quadragesimoprimal major fourth
|-
|-
|41/29
|41/29
|599.485
|599.485
|fowotwenu 4th
|fowotwenu 4th
|quadragintaunimal lesser tritone
|quadragesimoprimal lesser tritone
|-
|-
|58/41
|58/41
|600.515
|600.515
|fowutweno 5th
|fowutweno 5th
|quadragintaunimal greater tritone
|quadragesimoprimal greater tritone
|-
|-
|60/41
|60/41
|659.206
|659.206
|fowuyo 5th
|fowuyo 5th
|quadragintaunimal lesser minor fifth
|quadragesimoprimal lesser minor fifth
|-
|-
|41/28
|41/28
|660.236
|660.236
|foworu 4th
|foworu 4th
|quadragintaunimal superaugmented fourth
|quadragesimoprimal superaugmented fourth
|-
|-
|62/41
|62/41
|715.973
|715.973
|fowuthiwo 5th
|fowuthiwo 5th
|quadragintaunimal lesser major fifth
|quadragesimoprimal lesser major fifth
|-
|-
|41/27
|41/27
|723.197
|723.197
|fowo 5th
|fowo 5th
|quadragintaunimal greater major fifth
|quadragesimoprimal greater major fifth
|-
|-
|64/41
|64/41
|770.938
|770.938
|fowu 6th
|fowu 6th
|quadragintaunimal lesser minor sixth
|quadragesimoprimal lesser minor sixth
|-
|-
|41/26
|41/26
|788.535
|788.535
|fowothu 5th
|fowothu 5th
|quadragintaunimal augmented fifth
|quadragesimoprimal augmented fifth
|-
|-
|66/41
|66/41
|824.211
|824.211
|fowulo 6th
|fowulo 6th
|quadragintaunimal greater minor sixth
|quadragesimoprimal greater minor sixth
|-
|-
|41/25
|41/25
|856.435
|856.435
|fowogugu 6th
|fowogugu 6th
|quadragintaunimal neutral sixth
|quadragesimoprimal neutral sixth
|-
|-
|68/41
|68/41
|875.893
|875.893
|fowuso 7th
|fowuso 7th
|quadragintaunimal submajor sixth
|quadragesimoprimal submajor sixth
|-
|-
|70/41
|70/41
|926.077
|926.077
|fowuzoyo 7th
|fowuzoyo 7th
|quadragintaunimal lesser major sixth
|quadragesimoprimal lesser major sixth
|-
|-
|41/24
|41/24
|927.107
|927.107
|fowo 6th
|fowo 6th
|quadragintaunimal greater major sixth
|quadragesimoprimal greater major sixth
|-
|-
|72/41
|72/41
|974.848
|974.848
|fowu 7th
|fowu 7th
|quadragintaunimal lesser minor seventh
|quadragesimoprimal lesser minor seventh
|-
|-
|41/23
|41/23
|1000.788
|1000.788
|fowotwethu 6th
|fowotwethu 6th
|quadragintaunimal hypermajor sixth
|quadragesimoprimal hypermajor sixth
|-
|-
|74/41
|74/41
|1022.282
|1022.282
|fowuthiso octave
|fowuthiso octave
|quadragintaunimal greater minor seventh
|quadragesimoprimal greater minor seventh
|-
|-
|76/41
|76/41
|1068.451
|1068.451
|fowuno octave
|fowuno octave
|quadragintaunimal infraoctave
|quadragesimoprimal infraoctave
|-
|-
|41/22
|41/22
|1077.744
|1077.744
|fowolu 7th
|fowolu 7th
|quadragintaunimal lesser major seventh
|quadragesimoprimal lesser major seventh
|-
|-
|78/41
|78/41
|1113.42
|1113.42
|fowutho octave
|fowutho octave
|quadragintaunimal greater major seventh
|quadragesimoprimal greater major seventh
|-
|-
|80/41
|80/41
|1157.251
|1157.251
|fowuyo octave
|fowuyo octave
|quadragintaunimal ultramajor seventh
|quadragesimoprimal ultramajor seventh
|-
|-
|41/21
|41/21
|1158.281
|1158.281
|foworu 7th
|foworu 7th
|quadragintaunimal ultramajor seventh
|quadragesimoprimal ultramajor seventh
|}
|}
The smallest [[equal division of the octave]] which is consistent to the 41-odd-limit is [[311edo]]; The smallest edo that comes closest to being distinct in the 41-odd-limit is [[1600edo]] (misses 50/39, 39/25). that which is truly distinctly consistent to the same is [[2554edo]].
The smallest [[equal division of the octave]] which is consistent to the 41-odd-limit is [[311edo]]; The smallest edo that comes closest to being distinct in the 41-odd-limit is [[1600edo]] (misses 50/39, 39/25). that which is truly distinctly consistent to the same is [[2554edo]].
Retrieved from "https://en.xen.wiki/w/41-odd-limit"