Catalog of MOS: Difference between revisions
mNo edit summary |
|||
| (4 intermediate revisions by the same user not shown) | |||
| Line 266: | Line 266: | ||
[[File:Every-MOS-Scale-With-14-Or-Fewer-Notes.mp3|left|800x800px]]<br><br><br> | [[File:Every-MOS-Scale-With-14-Or-Fewer-Notes.mp3|left|800x800px]]<br><br><br> | ||
== Browse MOS by | == Browse MOS by temperament == | ||
{| class="wikitable mw-collapsible" style="width: 100%;" | |||
|+ | |||
Table of mosses by associated temperament | |||
|- | |||
! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Hendecatonic | |||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Sensi[11] [[8L 3s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Machine[11], Baldy[11] [[6L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Slendric[11] [[5L 6s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Keemun[11] [[4L 7s]]</span> | |||
|- | |- | ||
| | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Dodecatonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Passion[12], Ripple[12] [[11L 1s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Pajara[12] [[10L 2s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">August[12] [[9L 3s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Meantone[12] [[7L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Hexe[12] [[6L 6s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Superpyth[12] [[5L 7s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Diminished[12] [[4L 8s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Augene[12] [[3L 9s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Injera[12] [[2L 10s]]</span> | |||
|- | |- | ||
| [[ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Tridecatonic<br><span style="font-weight: normal;">''also see [[Tridecatonic MOS]]''</span> | ||
| [[ | | style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Heinz[13] [[11L 2s]]</span> •<!-- | ||
--> <span style="white-space: nowrap;">[[Sephiroth13]] [[10L 3s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Orwell[13] [[9L 4s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">[[Tridec13]] [[8L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Tetracot[13] [[7L 6s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">[[leantone13]] [[6L 7s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Semisept[13] [[5L 8s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Huxley[13], Lovecraft[13] [[4L 9s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Magic[13] [[3L 10s]]</span> | |||
|- | |- | ||
| [[ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Tetradecatonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Octacot[14] [[13L 1s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Injera[14] [[12L 2s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Ketradektriatoh[14] [[11L 3s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Superpelog[14] [[9L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Whitewood[14] [[7L 7s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Godzilla[14] [[5L 9s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Doublewide[14] [[4L 10s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Squares[14] [[3L 11s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Nautilus[14] [[1L 13s]]</span> | |||
|- | |- | ||
| [[ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Pentadecatonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Nautilus[15] [[14L 1s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Kangaroo[15] [[13L 2s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Superkleismic[15] [[11L 4s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Augene[15] [[12L 3s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Blacksmith[15] [[10L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Triforce[15] [[9L 6s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Opossum[15] [[8L 7s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Porcupine[15] [[7L 8s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Terrain[15] [[6L 9s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Myna[15], Keemun[15] [[4L 11s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Progress[15] [[2L 13s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Valentine[15] [[1L 14s]]</span> | |||
|- | |- | ||
| [[ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Hexadecatonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Valentine[16] [[15L 1s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Kumonga[16] [[11L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Lemba[16] [[10L 6s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Mavila[16] [[9L 7s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Mavila[16], Marvo[16], Gravity[16] [[7L 9s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Wizard[16] [[6L 10s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Mothra[16], Shoe[16] [[5L 11s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Magic[16] [[3L 13s]]</span> | |||
|- | |- | ||
| [[ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Septadecatonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Progress[17] [[15L 2s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Squares[17] [[14L 3s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Garibaldi[17] [[12L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Machine[17] [[11L 6s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Beatles[17] [[10L 7s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Bleu[17], Blue[17], Progression[17], Doublethink[17] [[9L 8s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Indium[17], Bohpier[17] [[8L 9s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Mohajira[17] [[7L 10s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Baldy[17] [[6L 11s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Superpyth[17] [[5L 12s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Roman[17] [[3L 14s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Tritonic[17] [[2L 15s]]</span> | |||
|- | |- | ||
| | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Octodecatonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">A-team[18] [[13L 5s]]</span> | |||
| | |||
|- | |- | ||
| [[ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Enneadecatonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Liese[19] [[17L 2s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Muggles[19] [[16L 3s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Keemun[19] [[15L 4s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">2-Flattone[19] [[13L 6s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Meantone[19] [[12L 7s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Clyde[19] [[11L 8s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Negri[19] [[10L 9s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Twothirdtonic[19] [[9L 10s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Sensi[19] [[8L 11s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Flattone[19] [[7L 12s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Hemiwuerschmidt[19] [[6L 13s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Semaphore[19], Godzilla[19] [[5L 14s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Myna[19] [[4L 15s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Magic[19] [[3L 16s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Tritonic[19] [[2L 17s]]</span> | |||
|- | |- | ||
| [[ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Icositonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Bossier[20] [[17L 3s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Mitonic[20] [[13L 7s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Casablanca[20] [[11L 9s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Avila[20] [[9L 11s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Tetracot[20] [[7L 13s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Roman[20] [[3L 17s]]</span> | |||
|- | |- | ||
| [ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Icosihentonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Shoe[21] [[16L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Miracle[21] [[10L 11s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Tridec[21] [[8L 13s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Rodan[21] [[5L 16s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Tritonic[21] [[2L 19s]]</span> | |||
|- | |- | ||
| [[ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Icosidyotonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Magic[22] [[19L 3s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Supra[22] [[17L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Porcupine[22] [[15L 7s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Diaschismic[22] [[12L 10s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Orwell[22] [[9L 13s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Coendou[22] [[7L 15s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Wizard[22] [[6L 16s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Superpyth[22] [[5L 17s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Wuerschmidt[22] [[3L 19s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Shrutar[22] [[2L 20s]]</span> | |||
|- | |- | ||
| [[ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Icositritonic | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Barbad[23] [[18L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Hemikleismic[23] [[15L 8s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Unidec[23] [[13L 10s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Ripple[23] [[12L 11s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Passion[23] [[11L 12s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Sephiroth[23] [[10L 13s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Greeley[23] [[8L 15s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Baldy[23] [[6L 17s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Roman[23] [[3L 20s]]</span> | |||
|- | |- | ||
| [[ | ! scope="row" style="text-align: left; white-space: nowrap; width: 1%; padding: 0.4em 0.8em;" | Icositetratonic and above | ||
| style="padding: 0.4em 0.8em;" | <span style="white-space: nowrap;">Godzilla[24] [[19L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Hemififths[24] [[17L 7s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Mohajira[24] [[7L 17s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Semaphore[24] [[5L 19s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Hemimagic[25] [[19L 6s]]</span> •<!-- | |||
| [[List of MOS scales in | --> <span style="white-space: nowrap;">Luna[25] [[6L 19s]]</span> •<!-- | ||
--> <span style="white-space: nowrap;">Superpyth[27] [[22L 5s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Sensi[27] [[19L 8s]]</span> •<!-- | |||
| | --> <span style="white-space: nowrap;">Ennealimmal[27] [[18L 9s]]</span> •<!-- | ||
--> <span style="white-space: nowrap;">Octacot[27] narrow [[14L 13s]], wide [[13L 14s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Niner[27] [[9L 18s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Ultrapyth[27] [[5L 22s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Leapday[29], Grackle[29] [[17L 12s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Garibaldi[29] [[12L 17s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Tridec[29] [[8L 21s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Clyde[30] [[19L 11s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Luna[31] [[25L 6s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Meanpop[31] [[19L 12s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Squares[31] [[17L 14s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Grosstone[31] [[12L 19s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Miracle[31] [[10L 21s]]</span> •<!-- | |||
--> <span style="white-space: nowrap;">Roulette[31] [[6L 25s]]</span> | |||
|} | |||
== Browse MOS by EDO == | |||
'''Summary pages''' | |||
(May load slowly on phones) | |||
* [[List of MOS scales in edos 5 to 30]] | |||
* [[List of MOS scales in edos 31 to 45]] | |||
* [[List of MOS scales in edos 46 to 55]] | |||
'''Individual pages''' | |||
{| class="wikitable center-all mw-collapsible" | |||
|+ style="font-size: 105%; white-space: nowrap;" | Lists of MOS scales in n-edo | |||
|- | |- | ||
| [[List of MOS scales in | | [[List of MOS scales in 0edo|0]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 1edo|1]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 2edo|2]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 3edo|3]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 4edo|4]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 5edo|5]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 6edo|6]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 7edo|7]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 8edo|8]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 9edo|9]] | ||
|- | |- | ||
| [[List of MOS scales in | | [[List of MOS scales in 10edo|10]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 11edo|11]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 12edo|12]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 13edo|13]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 14edo|14]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 15edo|15]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 16edo|16]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 17edo|17]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 18edo|18]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 19edo|19]] | ||
|- | |- | ||
| [[List of MOS scales in | | [[List of MOS scales in 20edo|20]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 21edo|21]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 22edo|22]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 23edo|23]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 24edo|24]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 25edo|25]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 26edo|26]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 27edo|27]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 28edo|28]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 29edo|29]] | ||
|- | |- | ||
| [[List of MOS scales in | | [[List of MOS scales in 30edo|30]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 31edo|31]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 32edo|32]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 33edo|33]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 34edo|34]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 35edo|35]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 36edo|36]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 37edo|37]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 38edo|38]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 39edo|39]] | ||
|- | |- | ||
| [[List of MOS scales in | | [[List of MOS scales in 40edo|40]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 41edo|41]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 42edo|42]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 43edo|43]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 44edo|44]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 45edo|45]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 46edo|46]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 47edo|47]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 48edo|48]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 49edo|49]] | ||
|- | |- | ||
| [[List of MOS scales in | | [[List of MOS scales in 50edo|50]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 51edo|51]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 52edo|52]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 53edo|53]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 54edo|54]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 55edo|55]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 56edo|56]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 57edo|57]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 58edo|58]] | ||
| [[List of MOS scales in | | [[List of MOS scales in 59edo|59]] | ||
|- | |- | ||
| [[List of MOS scales in 60edo|60]] | |||
| | | [[List of MOS scales in 61edo|61]] | ||
| [[List of MOS scales in 62edo|62]] | |||
| [[List of MOS scales in 63edo|63]] | |||
| [[List of MOS scales in 64edo|64]] | |||
| [[List of MOS scales in 65edo|65]] | |||
| [[List of MOS scales in 66edo|66]] | |||
| [[List of MOS scales in 67edo|67]] | |||
| [[List of MOS scales in 68edo|68]] | |||
| [[List of MOS scales in 69edo|69]] | |||
|- | |- | ||
| [[List of MOS scales in 70edo|70]] | |||
| [[List of MOS scales in 71edo|71]] | |||
| [[List of MOS scales in 72edo|72]] | |||
| [[List of MOS scales in 73edo|73]] | |||
| [[List of MOS scales in 74edo|74]] | |||
| [[List of MOS scales in 75edo|75]] | |||
| [[List of MOS scales in 76edo|76]] | |||
| [[List of MOS scales in 77edo|77]] | |||
| [[List of MOS scales in 78edo|78]] | |||
| [[List of MOS scales in 79edo|79]] | |||
|- | |- | ||
| [[List of MOS scales in 80edo|80]] | |||
| | | [[List of MOS scales in 81edo|81]] | ||
| [[List of MOS scales in 82edo|82]] | |||
| [[List of MOS scales in 83edo|83]] | |||
| [[List of MOS scales in 84edo|84]] | |||
| [[List of MOS scales in 85edo|85]] | |||
| [[List of MOS scales in 86edo|86]] | |||
| [[List of MOS scales in 87edo|87]] | |||
| [[List of MOS scales in 88edo|88]] | |||
| [[List of MOS scales in 89edo|89]] | |||
|- | |- | ||
| [[List of MOS scales in 90edo|90]] | |||
| | | [[List of MOS scales in 91edo|91]] | ||
| [[List of MOS scales in 92edo|92]] | |||
| [[List of MOS scales in 93edo|93]] | |||
| [[List of MOS scales in 94edo|94]] | |||
| [[List of MOS scales in 95edo|95]] | |||
| [[List of MOS scales in 96edo|96]] | |||
| [[List of MOS scales in 97edo|97]] | |||
| [[List of MOS scales in 98edo|98]] | |||
| [[List of MOS scales in 99edo|99]] | |||
|- | |- | ||
| [[List of MOS scales in 100edo|100]] | |||
| [[List of MOS scales in 101edo|101]] | |||
| [[List of MOS scales in 102edo|102]] | |||
| [[List of MOS scales in 103edo|103]] | |||
| [[List of MOS scales in 104edo|104]] | |||
| [[List of MOS scales in 105edo|105]] | |||
| [[List of MOS scales in 106edo|106]] | |||
| [[List of MOS scales in 107edo|107]] | |||
| [[List of MOS scales in 108edo|108]] | |||
| [[List of MOS scales in 109edo|109]] | |||
|- | |- | ||
| [[List of MOS scales in 110edo|110]] | |||
| | | [[List of MOS scales in 111edo|111]] | ||
| [[List of MOS scales in 112edo|112]] | |||
| [[List of MOS scales in 113edo|113]] | |||
| [[List of MOS scales in 114edo|114]] | |||
| [[List of MOS scales in 115edo|115]] | |||
| [[List of MOS scales in 116edo|116]] | |||
| [[List of MOS scales in 117edo|117]] | |||
| [[List of MOS scales in 118edo|118]] | |||
| [[List of MOS scales in 119edo|119]] | |||
|- | |||
| [[List of MOS scales in 120edo|120]] | |||
| [[List of MOS scales in 121edo|121]] | |||
| [[List of MOS scales in 122edo|122]] | |||
| [[List of MOS scales in 123edo|123]] | |||
| [[List of MOS scales in 124edo|124]] | |||
| [[List of MOS scales in 125edo|125]] | |||
| [[List of MOS scales in 126edo|126]] | |||
| [[List of MOS scales in 127edo|127]] | |||
| [[List of MOS scales in 128edo|128]] | |||
| [[List of MOS scales in 129edo|129]] | |||
|- | |- | ||
| [[List of MOS scales in 130edo|130]] | |||
| [[List of MOS scales in 131edo|131]] | |||
| [[List of MOS scales in 132edo|132]] | |||
| [[List of MOS scales in 133edo|133]] | |||
| [[List of MOS scales in 134edo|134]] | |||
| [[List of MOS scales in 135edo|135]] | |||
| [[List of MOS scales in 136edo|136]] | |||
| [[List of MOS scales in 137edo|137]] | |||
| [[List of MOS scales in 138edo|138]] | |||
| [[List of MOS scales in 139edo|139]] | |||
|- | |- | ||
| [[List of MOS scales in 140edo|140]] | |||
| | | [[List of MOS scales in 141edo|141]] | ||
| [[List of MOS scales in 142edo|142]] | |||
| [[List of MOS scales in 143edo|143]] | |||
| [[List of MOS scales in 144edo|144]] | |||
| [[List of MOS scales in 145edo|145]] | |||
| [[List of MOS scales in 146edo|146]] | |||
| [[List of MOS scales in 147edo|147]] | |||
| [[List of MOS scales in 148edo|148]] | |||
| [[List of MOS scales in 149edo|149]] | |||
|- | |- | ||
| [[List of MOS scales in 150edo|150]] | |||
| [[List of MOS scales in 151edo|151]] | |||
| [[List of MOS scales in 152edo|152]] | |||
| [[List of MOS scales in 153edo|153]] | |||
| [[List of MOS scales in 154edo|154]] | |||
| [[List of MOS scales in 155edo|155]] | |||
| [[List of MOS scales in 156edo|156]] | |||
| [[List of MOS scales in 157edo|157]] | |||
| [[List of MOS scales in 158edo|158]] | |||
| [[List of MOS scales in 159edo|159]] | |||
|- | |- | ||
| [[List of MOS scales in 160edo|160]] | |||
| | | [[List of MOS scales in 161edo|161]] | ||
| [[List of MOS scales in 162edo|162]] | |||
| [[List of MOS scales in 163edo|163]] | |||
| [[List of MOS scales in 164edo|164]] | |||
| [[List of MOS scales in 165edo|165]] | |||
| [[List of MOS scales in 166edo|166]] | |||
| [[List of MOS scales in 167edo|167]] | |||
| [[List of MOS scales in 168edo|168]] | |||
| [[List of MOS scales in 169edo|169]] | |||
|- | |- | ||
| [[List of MOS scales in 170edo|170]] | |||
| | | [[List of MOS scales in 171edo|171]] | ||
| [[List of MOS scales in 172edo|172]] | |||
| [[List of MOS scales in 173edo|173]] | |||
| [[List of MOS scales in 174edo|174]] | |||
| [[List of MOS scales in 175edo|175]] | |||
| [[List of MOS scales in 176edo|176]] | |||
| [[List of MOS scales in 177edo|177]] | |||
| [[List of MOS scales in 178edo|178]] | |||
| [[List of MOS scales in 179edo|179]] | |||
|- | |- | ||
| [[List of MOS scales in 180edo|180]] | |||
| [[List of MOS scales in 181edo|181]] | |||
| [[List of MOS scales in 182edo|182]] | |||
| [[List of MOS scales in 183edo|183]] | |||
| [[List of MOS scales in 184edo|184]] | |||
| [[List of MOS scales in 185edo|185]] | |||
| [[List of MOS scales in 186edo|186]] | |||
| [[List of MOS scales in 187edo|187]] | |||
| [[List of MOS scales in 188edo|188]] | |||
| [[List of MOS scales in 189edo|189]] | |||
|- | |- | ||
| [[List of MOS scales in 190edo|190]] | |||
| | | [[List of MOS scales in 191edo|191]] | ||
| [[List of MOS scales in 192edo|192]] | |||
| [[List of MOS scales in 193edo|193]] | |||
| [[List of MOS scales in 194edo|194]] | |||
| [[List of MOS scales in 195edo|195]] | |||
| [[List of MOS scales in 196edo|196]] | |||
| [[List of MOS scales in 197edo|197]] | |||
| [[List of MOS scales in 198edo|198]] | |||
| [[List of MOS scales in 199edo|199]] | |||
|} | |||
== Browse MOS by equivalence interval == | |||
This section shows mosses arranged as a grid. Since mosses can be generalized to non-octave equaves, 3/1 (tritave) and 3/2 (fifth) equivalent mosses are included here. Cutoffs are determined by whether a row or column after a specific point consists of red links. | |||
=== Catalog of 2/1-equivalent mosses === | |||
{| class="wikitable mw-collapsible mw-collapsed" | |||
|+2/1-equivalent mosses (up to 33 steps) | |||
! rowspan="2" |Number of small steps | |||
! colspan="32" |Number of large steps | |||
|- | |- | ||
! | !1 | ||
!2 | |||
!3 | |||
!4 | |||
!5 | |||
!6 | |||
!7 | |||
!8 | |||
!9 | |||
!10 | |||
!11 | |||
!12 | |||
!13 | |||
!14 | |||
!15 | |||
!16 | |||
!17 | |||
!18 | |||
!19 | |||
!20 | |||
!21 | |||
!22 | |||
!23 | |||
!24 | |||
!25 | |||
!26 | |||
!27 | |||
!28 | |||
!29 | |||
!30 | |||
!31 | |||
!32 | |||
! | |||
|- | |- | ||
!1 | !1 | ||
|[[1L 1s]] | |||
|[[2L 1s]] | |||
|[[3L 1s]] | |||
|[[4L 1s]] | |||
|[[5L 1s]] | |||
|[[6L 1s]] | |||
|[[7L 1s]] | |||
|[[8L 1s]] | |||
|[[9L 1s]] | |||
|[[10L 1s]] | |||
|[[11L 1s]] | |||
|[[12L 1s]] | |||
|[[13L 1s]] | |||
|[[14L 1s]] | |||
|[[15L 1s]] | |||
|[[16L 1s]] | |||
|[[17L 1s]] | |||
|[[18L 1s]] | |||
|[[19L 1s]] | |||
|[[20L 1s]] | |||
|[[21L 1s]] | |||
|[[22L 1s]] | |||
|[[23L 1s]] | |||
|[[24L 1s]] | |||
|[[25L 1s]] | |||
|[[26L 1s]] | |||
|[[27L 1s]] | |||
|[[28L 1s]] | |||
|[[29L 1s]] | |||
|[[30L 1s]] | |||
|[[31L 1s]] | |||
|[[32L 1s]] | |||
|- | |- | ||
! | !2 | ||
|[[1L | |[[1L 2s]] | ||
|[[2L | |[[2L 2s]] | ||
|[[3L | |[[3L 2s]] | ||
|[[4L | |[[4L 2s]] | ||
|[[5L | |[[5L 2s]] | ||
|[[6L | |[[6L 2s]] | ||
|[[7L | |[[7L 2s]] | ||
|[[8L | |[[8L 2s]] | ||
|[[9L | |[[9L 2s]] | ||
|[[10L | |[[10L 2s]] | ||
|[[11L | |[[11L 2s]] | ||
|[[12L | |[[12L 2s]] | ||
|[[13L | |[[13L 2s]] | ||
|[[14L | |[[14L 2s]] | ||
|[[15L | |[[15L 2s]] | ||
|[[16L | |[[16L 2s]] | ||
|[[17L | |[[17L 2s]] | ||
|[[18L | |[[18L 2s]] | ||
|[[19L | |[[19L 2s]] | ||
|[[20L | |[[20L 2s]] | ||
|[[21L | |[[21L 2s]] | ||
|[[22L | |[[22L 2s]] | ||
|[[23L | |[[23L 2s]] | ||
|[[24L | |[[24L 2s]] | ||
|[[25L | |[[25L 2s]] | ||
|[[26L | |[[26L 2s]] | ||
|[[27L | |[[27L 2s]] | ||
|[[28L | |[[28L 2s]] | ||
|[[29L | |[[29L 2s]] | ||
|[[30L | |[[30L 2s]] | ||
|[[31L 2s]] | |||
| | |||
|- | |- | ||
! | !3 | ||
|[[1L | |[[1L 3s]] | ||
|[[2L | |[[2L 3s]] | ||
|[[3L | |[[3L 3s]] | ||
|[[4L | |[[4L 3s]] | ||
|[[5L | |[[5L 3s]] | ||
|[[6L | |[[6L 3s]] | ||
|[[7L | |[[7L 3s]] | ||
|[[8L | |[[8L 3s]] | ||
|[[9L | |[[9L 3s]] | ||
|[[10L | |[[10L 3s]] | ||
|[[11L | |[[11L 3s]] | ||
|[[12L | |[[12L 3s]] | ||
|[[13L | |[[13L 3s]] | ||
|[[14L | |[[14L 3s]] | ||
|[[15L | |[[15L 3s]] | ||
|[[16L | |[[16L 3s]] | ||
|[[17L | |[[17L 3s]] | ||
|[[18L | |[[18L 3s]] | ||
|[[19L | |[[19L 3s]] | ||
|[[20L | |[[20L 3s]] | ||
|[[21L | |[[21L 3s]] | ||
|[[22L | |[[22L 3s]] | ||
|[[23L | |[[23L 3s]] | ||
|[[24L | |[[24L 3s]] | ||
|[[25L | |[[25L 3s]] | ||
|[[26L | |[[26L 3s]] | ||
|[[27L | |[[27L 3s]] | ||
|[[28L | |[[28L 3s]] | ||
|[[29L | |[[29L 3s]] | ||
|[[30L 3s]] | |||
| | |||
| | | | ||
|- | |- | ||
! | !4 | ||
|[[1L | |[[1L 4s]] | ||
|[[2L | |[[2L 4s]] | ||
|[[3L | |[[3L 4s]] | ||
|[[4L | |[[4L 4s]] | ||
|[[5L | |[[5L 4s]] | ||
|[[6L | |[[6L 4s]] | ||
|[[7L | |[[7L 4s]] | ||
|[[8L | |[[8L 4s]] | ||
|[[9L | |[[9L 4s]] | ||
|[[10L | |[[10L 4s]] | ||
|[[11L | |[[11L 4s]] | ||
|[[12L | |[[12L 4s]] | ||
|[[13L | |[[13L 4s]] | ||
|[[14L | |[[14L 4s]] | ||
|[[15L | |[[15L 4s]] | ||
|[[16L | |[[16L 4s]] | ||
|[[17L | |[[17L 4s]] | ||
|[[18L | |[[18L 4s]] | ||
|[[19L | |[[19L 4s]] | ||
|[[20L | |[[20L 4s]] | ||
|[[21L | |[[21L 4s]] | ||
|[[22L | |[[22L 4s]] | ||
|[[23L | |[[23L 4s]] | ||
|[[24L | |[[24L 4s]] | ||
|[[25L | |[[25L 4s]] | ||
|[[26L | |[[26L 4s]] | ||
|[[27L | |[[27L 4s]] | ||
|[[28L | |[[28L 4s]] | ||
|[[29L 4s]] | |||
| | |||
| | | | ||
| | | | ||
|- | |- | ||
! | !5 | ||
|[[1L | |[[1L 5s]] | ||
|[[2L | |[[2L 5s]] | ||
|[[3L | |[[3L 5s]] | ||
|[[4L | |[[4L 5s]] | ||
|[[5L | |[[5L 5s]] | ||
|[[6L | |[[6L 5s]] | ||
|[[7L | |[[7L 5s]] | ||
|[[8L | |[[8L 5s]] | ||
|[[9L | |[[9L 5s]] | ||
|[[10L | |[[10L 5s]] | ||
|[[11L | |[[11L 5s]] | ||
|[[12L | |[[12L 5s]] | ||
|[[13L | |[[13L 5s]] | ||
|[[14L | |[[14L 5s]] | ||
|[[15L | |[[15L 5s]] | ||
|[[16L | |[[16L 5s]] | ||
|[[17L | |[[17L 5s]] | ||
|[[18L | |[[18L 5s]] | ||
|[[19L | |[[19L 5s]] | ||
|[[20L | |[[20L 5s]] | ||
|[[21L | |[[21L 5s]] | ||
|[[22L | |[[22L 5s]] | ||
|[[23L | |[[23L 5s]] | ||
|[[24L | |[[24L 5s]] | ||
|[[25L | |[[25L 5s]] | ||
|[[26L | |[[26L 5s]] | ||
|[[27L | |[[27L 5s]] | ||
|[[28L 5s]] | |||
| | |||
| | | | ||
| | | | ||
| | | | ||
|- | |- | ||
! | !6 | ||
|[[1L | |[[1L 6s]] | ||
|[[2L | |[[2L 6s]] | ||
|[[3L | |[[3L 6s]] | ||
|[[4L | |[[4L 6s]] | ||
|[[5L | |[[5L 6s]] | ||
|[[6L | |[[6L 6s]] | ||
|[[7L | |[[7L 6s]] | ||
|[[8L | |[[8L 6s]] | ||
|[[9L | |[[9L 6s]] | ||
|[[10L | |[[10L 6s]] | ||
|[[11L | |[[11L 6s]] | ||
|[[12L | |[[12L 6s]] | ||
|[[13L | |[[13L 6s]] | ||
|[[14L | |[[14L 6s]] | ||
|[[15L | |[[15L 6s]] | ||
|[[16L | |[[16L 6s]] | ||
|[[17L | |[[17L 6s]] | ||
|[[18L | |[[18L 6s]] | ||
|[[19L | |[[19L 6s]] | ||
|[[20L | |[[20L 6s]] | ||
|[[21L | |[[21L 6s]] | ||
|[[22L | |[[22L 6s]] | ||
|[[23L | |[[23L 6s]] | ||
|[[24L | |[[24L 6s]] | ||
|[[25L | |[[25L 6s]] | ||
|[[26L | |[[26L 6s]] | ||
|[[27L 6s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 866: | Line 912: | ||
| | | | ||
|- | |- | ||
! | !7 | ||
|[[1L | |[[1L 7s]] | ||
|[[2L | |[[2L 7s]] | ||
|[[3L | |[[3L 7s]] | ||
|[[4L | |[[4L 7s]] | ||
|[[5L | |[[5L 7s]] | ||
|[[6L | |[[6L 7s]] | ||
|[[7L | |[[7L 7s]] | ||
|[[8L | |[[8L 7s]] | ||
|[[9L | |[[9L 7s]] | ||
|[[10L | |[[10L 7s]] | ||
|[[11L | |[[11L 7s]] | ||
|[[12L | |[[12L 7s]] | ||
|[[13L | |[[13L 7s]] | ||
|[[14L | |[[14L 7s]] | ||
|[[15L | |[[15L 7s]] | ||
|[[16L | |[[16L 7s]] | ||
|[[17L | |[[17L 7s]] | ||
|[[18L | |[[18L 7s]] | ||
|[[19L | |[[19L 7s]] | ||
|[[20L | |[[20L 7s]] | ||
|[[21L | |[[21L 7s]] | ||
|[[22L | |[[22L 7s]] | ||
|[[23L | |[[23L 7s]] | ||
|[[24L | |[[24L 7s]] | ||
|[[25L | |[[25L 7s]] | ||
|[[26L 7s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 898: | Line 946: | ||
| | | | ||
|- | |- | ||
! | !8 | ||
|[[1L | |[[1L 8s]] | ||
|[[2L | |[[2L 8s]] | ||
|[[3L | |[[3L 8s]] | ||
|[[4L | |[[4L 8s]] | ||
|[[5L | |[[5L 8s]] | ||
|[[6L | |[[6L 8s]] | ||
|[[7L | |[[7L 8s]] | ||
|[[8L | |[[8L 8s]] | ||
|[[9L | |[[9L 8s]] | ||
|[[10L | |[[10L 8s]] | ||
|[[11L | |[[11L 8s]] | ||
|[[12L | |[[12L 8s]] | ||
|[[13L | |[[13L 8s]] | ||
|[[14L | |[[14L 8s]] | ||
|[[15L | |[[15L 8s]] | ||
|[[16L | |[[16L 8s]] | ||
|[[17L | |[[17L 8s]] | ||
|[[18L | |[[18L 8s]] | ||
|[[19L | |[[19L 8s]] | ||
|[[20L | |[[20L 8s]] | ||
|[[21L | |[[21L 8s]] | ||
|[[22L | |[[22L 8s]] | ||
|[[23L | |[[23L 8s]] | ||
|[[24L | |[[24L 8s]] | ||
|[[25L 8s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 930: | Line 980: | ||
| | | | ||
|- | |- | ||
! | !9 | ||
|[[1L | |[[1L 9s]] | ||
|[[2L | |[[2L 9s]] | ||
|[[3L | |[[3L 9s]] | ||
|[[4L | |[[4L 9s]] | ||
|[[5L | |[[5L 9s]] | ||
|[[6L | |[[6L 9s]] | ||
|[[7L | |[[7L 9s]] | ||
|[[8L | |[[8L 9s]] | ||
|[[9L | |[[9L 9s]] | ||
|[[10L | |[[10L 9s]] | ||
|[[11L | |[[11L 9s]] | ||
|[[12L | |[[12L 9s]] | ||
|[[13L | |[[13L 9s]] | ||
|[[14L | |[[14L 9s]] | ||
|[[15L | |[[15L 9s]] | ||
|[[16L | |[[16L 9s]] | ||
|[[17L | |[[17L 9s]] | ||
|[[18L | |[[18L 9s]] | ||
|[[19L | |[[19L 9s]] | ||
|[[20L | |[[20L 9s]] | ||
|[[21L | |[[21L 9s]] | ||
|[[22L | |[[22L 9s]] | ||
|[[23L | |[[23L 9s]] | ||
|[[24L 9s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 962: | Line 1,014: | ||
| | | | ||
|- | |- | ||
! | !10 | ||
|[[1L | |[[1L 10s]] | ||
|[[2L | |[[2L 10s]] | ||
|[[3L | |[[3L 10s]] | ||
|[[4L | |[[4L 10s]] | ||
|[[5L | |[[5L 10s]] | ||
|[[6L | |[[6L 10s]] | ||
|[[7L | |[[7L 10s]] | ||
|[[8L | |[[8L 10s]] | ||
|[[9L | |[[9L 10s]] | ||
|[[10L | |[[10L 10s]] | ||
|[[11L | |[[11L 10s]] | ||
|[[12L | |[[12L 10s]] | ||
|[[13L | |[[13L 10s]] | ||
|[[14L | |[[14L 10s]] | ||
|[[15L | |[[15L 10s]] | ||
|[[16L | |[[16L 10s]] | ||
|[[17L | |[[17L 10s]] | ||
|[[18L | |[[18L 10s]] | ||
|[[19L | |[[19L 10s]] | ||
|[[20L | |[[20L 10s]] | ||
|[[21L | |[[21L 10s]] | ||
|[[22L | |[[22L 10s]] | ||
|[[23L 10s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 994: | Line 1,048: | ||
| | | | ||
|- | |- | ||
! | !11 | ||
|[[1L | |[[1L 11s]] | ||
|[[2L | |[[2L 11s]] | ||
|[[3L | |[[3L 11s]] | ||
|[[4L | |[[4L 11s]] | ||
|[[5L | |[[5L 11s]] | ||
|[[6L | |[[6L 11s]] | ||
|[[7L | |[[7L 11s]] | ||
|[[8L | |[[8L 11s]] | ||
|[[9L | |[[9L 11s]] | ||
|[[10L | |[[10L 11s]] | ||
|[[11L | |[[11L 11s]] | ||
|[[12L | |[[12L 11s]] | ||
|[[13L | |[[13L 11s]] | ||
|[[14L | |[[14L 11s]] | ||
|[[15L | |[[15L 11s]] | ||
|[[16L | |[[16L 11s]] | ||
|[[17L | |[[17L 11s]] | ||
|[[18L | |[[18L 11s]] | ||
|[[19L | |[[19L 11s]] | ||
|[[20L | |[[20L 11s]] | ||
|[[21L | |[[21L 11s]] | ||
|[[22L 11s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,026: | Line 1,082: | ||
| | | | ||
|- | |- | ||
! | !12 | ||
|[[1L | |[[1L 12s]] | ||
|[[2L | |[[2L 12s]] | ||
|[[3L | |[[3L 12s]] | ||
|[[4L | |[[4L 12s]] | ||
|[[5L | |[[5L 12s]] | ||
|[[6L | |[[6L 12s]] | ||
|[[7L | |[[7L 12s]] | ||
|[[8L | |[[8L 12s]] | ||
|[[9L | |[[9L 12s]] | ||
|[[10L | |[[10L 12s]] | ||
|[[11L | |[[11L 12s]] | ||
|[[12L | |[[12L 12s]] | ||
|[[13L | |[[13L 12s]] | ||
|[[14L | |[[14L 12s]] | ||
|[[15L | |[[15L 12s]] | ||
|[[16L | |[[16L 12s]] | ||
|[[17L | |[[17L 12s]] | ||
|[[18L | |[[18L 12s]] | ||
|[[19L | |[[19L 12s]] | ||
|[[20L | |[[20L 12s]] | ||
|[[21L 12s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,058: | Line 1,116: | ||
| | | | ||
|- | |- | ||
! | !13 | ||
|[[1L | |[[1L 13s]] | ||
|[[2L | |[[2L 13s]] | ||
|[[3L | |[[3L 13s]] | ||
|[[4L | |[[4L 13s]] | ||
|[[5L | |[[5L 13s]] | ||
|[[6L | |[[6L 13s]] | ||
|[[7L | |[[7L 13s]] | ||
|[[8L | |[[8L 13s]] | ||
|[[9L | |[[9L 13s]] | ||
|[[10L | |[[10L 13s]] | ||
|[[11L | |[[11L 13s]] | ||
|[[12L | |[[12L 13s]] | ||
|[[13L | |[[13L 13s]] | ||
|[[14L | |[[14L 13s]] | ||
|[[15L | |[[15L 13s]] | ||
|[[16L | |[[16L 13s]] | ||
|[[17L | |[[17L 13s]] | ||
|[[18L | |[[18L 13s]] | ||
|[[19L | |[[19L 13s]] | ||
|[[20L 13s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,090: | Line 1,150: | ||
| | | | ||
|- | |- | ||
! | !14 | ||
|[[1L | |[[1L 14s]] | ||
|[[2L | |[[2L 14s]] | ||
|[[3L | |[[3L 14s]] | ||
|[[4L | |[[4L 14s]] | ||
|[[5L | |[[5L 14s]] | ||
|[[6L | |[[6L 14s]] | ||
|[[7L | |[[7L 14s]] | ||
|[[8L | |[[8L 14s]] | ||
|[[9L | |[[9L 14s]] | ||
|[[10L | |[[10L 14s]] | ||
|[[11L | |[[11L 14s]] | ||
|[[12L | |[[12L 14s]] | ||
|[[13L | |[[13L 14s]] | ||
|[[14L | |[[14L 14s]] | ||
|[[15L | |[[15L 14s]] | ||
|[[16L | |[[16L 14s]] | ||
|[[17L | |[[17L 14s]] | ||
|[[18L | |[[18L 14s]] | ||
|[[19L 14s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,122: | Line 1,184: | ||
| | | | ||
|- | |- | ||
! | !15 | ||
|[[1L | |[[1L 15s]] | ||
|[[2L | |[[2L 15s]] | ||
|[[3L | |[[3L 15s]] | ||
|[[4L | |[[4L 15s]] | ||
|[[5L | |[[5L 15s]] | ||
|[[6L | |[[6L 15s]] | ||
|[[7L | |[[7L 15s]] | ||
|[[8L | |[[8L 15s]] | ||
|[[9L | |[[9L 15s]] | ||
|[[10L | |[[10L 15s]] | ||
|[[11L | |[[11L 15s]] | ||
|[[12L | |[[12L 15s]] | ||
|[[13L | |[[13L 15s]] | ||
|[[14L | |[[14L 15s]] | ||
|[[15L | |[[15L 15s]] | ||
|[[16L | |[[16L 15s]] | ||
|[[17L | |[[17L 15s]] | ||
|[[18L 15s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,154: | Line 1,218: | ||
| | | | ||
|- | |- | ||
! | !16 | ||
|[[1L | |[[1L 16s]] | ||
|[[2L | |[[2L 16s]] | ||
|[[3L | |[[3L 16s]] | ||
|[[4L | |[[4L 16s]] | ||
|[[5L | |[[5L 16s]] | ||
|[[6L | |[[6L 16s]] | ||
|[[7L | |[[7L 16s]] | ||
|[[8L | |[[8L 16s]] | ||
|[[9L | |[[9L 16s]] | ||
|[[10L | |[[10L 16s]] | ||
|[[11L | |[[11L 16s]] | ||
|[[12L | |[[12L 16s]] | ||
|[[13L | |[[13L 16s]] | ||
|[[14L | |[[14L 16s]] | ||
|[[15L | |[[15L 16s]] | ||
|[[16L | |[[16L 16s]] | ||
|[[17L 16s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,186: | Line 1,252: | ||
| | | | ||
|- | |- | ||
! | !17 | ||
|[[1L | |[[1L 17s]] | ||
|[[2L | |[[2L 17s]] | ||
|[[3L | |[[3L 17s]] | ||
|[[4L | |[[4L 17s]] | ||
|[[5L | |[[5L 17s]] | ||
|[[6L | |[[6L 17s]] | ||
|[[7L | |[[7L 17s]] | ||
|[[8L | |[[8L 17s]] | ||
|[[9L | |[[9L 17s]] | ||
|[[10L | |[[10L 17s]] | ||
|[[11L | |[[11L 17s]] | ||
|[[12L | |[[12L 17s]] | ||
|[[13L | |[[13L 17s]] | ||
|[[14L | |[[14L 17s]] | ||
|[[15L | |[[15L 17s]] | ||
|[[16L 17s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,218: | Line 1,286: | ||
| | | | ||
|- | |- | ||
! | !18 | ||
|[[1L | |[[1L 18s]] | ||
|[[2L | |[[2L 18s]] | ||
|[[3L | |[[3L 18s]] | ||
|[[4L | |[[4L 18s]] | ||
|[[5L | |[[5L 18s]] | ||
|[[6L | |[[6L 18s]] | ||
|[[7L | |[[7L 18s]] | ||
|[[8L | |[[8L 18s]] | ||
|[[9L | |[[9L 18s]] | ||
|[[10L | |[[10L 18s]] | ||
|[[11L | |[[11L 18s]] | ||
|[[12L | |[[12L 18s]] | ||
|[[13L | |[[13L 18s]] | ||
|[[14L | |[[14L 18s]] | ||
|[[15L 18s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,250: | Line 1,320: | ||
| | | | ||
|- | |- | ||
! | !19 | ||
|[[1L | |[[1L 19s]] | ||
|[[2L | |[[2L 19s]] | ||
|[[3L | |[[3L 19s]] | ||
|[[4L | |[[4L 19s]] | ||
|[[5L | |[[5L 19s]] | ||
|[[6L | |[[6L 19s]] | ||
|[[7L | |[[7L 19s]] | ||
|[[8L | |[[8L 19s]] | ||
|[[9L | |[[9L 19s]] | ||
|[[10L | |[[10L 19s]] | ||
|[[11L | |[[11L 19s]] | ||
|[[12L | |[[12L 19s]] | ||
|[[13L | |[[13L 19s]] | ||
|[[14L 19s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,282: | Line 1,354: | ||
| | | | ||
|- | |- | ||
! | !20 | ||
|[[1L | |[[1L 20s]] | ||
|[[2L | |[[2L 20s]] | ||
|[[3L | |[[3L 20s]] | ||
|[[4L | |[[4L 20s]] | ||
|[[5L | |[[5L 20s]] | ||
|[[6L | |[[6L 20s]] | ||
|[[7L | |[[7L 20s]] | ||
|[[8L | |[[8L 20s]] | ||
|[[9L | |[[9L 20s]] | ||
|[[10L | |[[10L 20s]] | ||
|[[11L | |[[11L 20s]] | ||
|[[12L | |[[12L 20s]] | ||
|[[13L 20s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,314: | Line 1,388: | ||
| | | | ||
|- | |- | ||
! | !21 | ||
|[[1L | |[[1L 21s]] | ||
|[[2L | |[[2L 21s]] | ||
|[[3L | |[[3L 21s]] | ||
|[[4L | |[[4L 21s]] | ||
|[[5L | |[[5L 21s]] | ||
|[[6L | |[[6L 21s]] | ||
|[[7L | |[[7L 21s]] | ||
|[[8L | |[[8L 21s]] | ||
|[[9L | |[[9L 21s]] | ||
|[[10L | |[[10L 21s]] | ||
|[[11L | |[[11L 21s]] | ||
|[[12L 21s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,346: | Line 1,422: | ||
| | | | ||
|- | |- | ||
! | !22 | ||
|[[1L | |[[1L 22s]] | ||
|[[2L | |[[2L 22s]] | ||
|[[3L | |[[3L 22s]] | ||
|[[4L | |[[4L 22s]] | ||
|[[5L | |[[5L 22s]] | ||
|[[6L | |[[6L 22s]] | ||
|[[7L | |[[7L 22s]] | ||
|[[8L | |[[8L 22s]] | ||
|[[9L | |[[9L 22s]] | ||
|[[10L | |[[10L 22s]] | ||
|[[11L 22s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,378: | Line 1,456: | ||
| | | | ||
|- | |- | ||
! | !23 | ||
|[[1L | |[[1L 23s]] | ||
|[[2L | |[[2L 23s]] | ||
|[[3L | |[[3L 23s]] | ||
|[[4L | |[[4L 23s]] | ||
|[[5L | |[[5L 23s]] | ||
|[[6L | |[[6L 23s]] | ||
|[[7L | |[[7L 23s]] | ||
|[[8L | |[[8L 23s]] | ||
|[[9L | |[[9L 23s]] | ||
|[[10L 23s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,410: | Line 1,490: | ||
| | | | ||
|- | |- | ||
! | !24 | ||
|[[1L | |[[1L 24s]] | ||
|[[2L | |[[2L 24s]] | ||
|[[3L | |[[3L 24s]] | ||
|[[4L | |[[4L 24s]] | ||
|[[5L | |[[5L 24s]] | ||
|[[6L | |[[6L 24s]] | ||
|[[7L | |[[7L 24s]] | ||
|[[8L | |[[8L 24s]] | ||
|[[9L 24s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,442: | Line 1,524: | ||
| | | | ||
|- | |- | ||
! | !25 | ||
|[[1L | |[[1L 25s]] | ||
|[[2L | |[[2L 25s]] | ||
|[[3L | |[[3L 25s]] | ||
|[[4L | |[[4L 25s]] | ||
|[[5L | |[[5L 25s]] | ||
|[[6L | |[[6L 25s]] | ||
|[[7L | |[[7L 25s]] | ||
|[[8L 25s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,474: | Line 1,558: | ||
| | | | ||
|- | |- | ||
! | !26 | ||
|[[1L | |[[1L 26s]] | ||
|[[2L | |[[2L 26s]] | ||
|[[3L | |[[3L 26s]] | ||
|[[4L | |[[4L 26s]] | ||
|[[5L | |[[5L 26s]] | ||
|[[6L | |[[6L 26s]] | ||
|[[7L 26s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,506: | Line 1,592: | ||
| | | | ||
|- | |- | ||
! | !27 | ||
|[[1L | |[[1L 27s]] | ||
|[[2L | |[[2L 27s]] | ||
|[[3L | |[[3L 27s]] | ||
|[[4L | |[[4L 27s]] | ||
|[[5L | |[[5L 27s]] | ||
|[[6L 27s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,538: | Line 1,626: | ||
| | | | ||
|- | |- | ||
! | !28 | ||
|[[1L | |[[1L 28s]] | ||
|[[2L | |[[2L 28s]] | ||
|[[3L | |[[3L 28s]] | ||
|[[4L | |[[4L 28s]] | ||
|[[5L 28s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,570: | Line 1,660: | ||
| | | | ||
|- | |- | ||
! | !29 | ||
|[[1L | |[[1L 29s]] | ||
|[[2L | |[[2L 29s]] | ||
|[[3L | |[[3L 29s]] | ||
|[[4L 29s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,602: | Line 1,694: | ||
| | | | ||
|- | |- | ||
! | !30 | ||
|[[1L | |[[1L 30s]] | ||
|[[2L | |[[2L 30s]] | ||
|[[3L 30s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,634: | Line 1,728: | ||
| | | | ||
|- | |- | ||
! | !31 | ||
|[[1L | |[[1L 31s]] | ||
|[[2L 31s]] | |||
| | |||
| | | | ||
| | | | ||
| Line 1,665: | Line 1,761: | ||
| | | | ||
| | | | ||
|- | |- | ||
! | !32 | ||
|[[1L 32s]] | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
! | | | ||
! | | | ||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
|} | |||
=== Catalog of 3/1-equivalent mosses === | |||
{| class="wikitable mw-collapsible mw-collapsed" | |||
|+3/1-equivalent mosses (up to 20 steps) | |||
! rowspan="2" |Number of small steps | |||
! colspan="19" |Number of large steps | |||
|- | |- | ||
!1 | !1 | ||
|[[1L 1s (3/1-equivalent)|1L 1s⟨3/1⟩]] | !2 | ||
|[[2L 1s (3/1-equivalent)|2L 1s⟨3/1⟩]] | !3 | ||
!4 | |||
!5 | |||
!6 | |||
!7 | |||
!8 | |||
!9 | |||
!10 | |||
!11 | |||
!12 | |||
!13 | |||
!14 | |||
!15 | |||
!16 | |||
!17 | |||
!18 | |||
!19 | |||
|- | |||
!1 | |||
|[[1L 1s (3/1-equivalent)|1L 1s⟨3/1⟩]] | |||
|[[2L 1s (3/1-equivalent)|2L 1s⟨3/1⟩]] | |||
|[[3L 1s (3/1-equivalent)|3L 1s⟨3/1⟩]] | |[[3L 1s (3/1-equivalent)|3L 1s⟨3/1⟩]] | ||
|[[4L 1s (3/1-equivalent)|4L 1s⟨3/1⟩]] | |[[4L 1s (3/1-equivalent)|4L 1s⟨3/1⟩]] | ||
| Line 1,711: | Line 1,842: | ||
|[[17L 1s (3/1-equivalent)|17L 1s⟨3/1⟩]] | |[[17L 1s (3/1-equivalent)|17L 1s⟨3/1⟩]] | ||
|[[18L 1s (3/1-equivalent)|18L 1s⟨3/1⟩]] | |[[18L 1s (3/1-equivalent)|18L 1s⟨3/1⟩]] | ||
|[[19L 1s (3/1-equivalent)|19L 1s⟨3/1⟩]] | |||
|- | |- | ||
!2 | !2 | ||
| Line 1,730: | Line 1,862: | ||
|[[16L 2s (3/1-equivalent)|16L 2s⟨3/1⟩]] | |[[16L 2s (3/1-equivalent)|16L 2s⟨3/1⟩]] | ||
|[[17L 2s (3/1-equivalent)|17L 2s⟨3/1⟩]] | |[[17L 2s (3/1-equivalent)|17L 2s⟨3/1⟩]] | ||
|[[18L 2s (3/1-equivalent)|18L 2s⟨3/1⟩]] | |||
| | | | ||
|- | |- | ||
| Line 1,749: | Line 1,882: | ||
|[[15L 3s (3/1-equivalent)|15L 3s⟨3/1⟩]] | |[[15L 3s (3/1-equivalent)|15L 3s⟨3/1⟩]] | ||
|[[16L 3s (3/1-equivalent)|16L 3s⟨3/1⟩]] | |[[16L 3s (3/1-equivalent)|16L 3s⟨3/1⟩]] | ||
|[[17L 3s (3/1-equivalent)|17L 3s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,768: | Line 1,902: | ||
|[[14L 4s (3/1-equivalent)|14L 4s⟨3/1⟩]] | |[[14L 4s (3/1-equivalent)|14L 4s⟨3/1⟩]] | ||
|[[15L 4s (3/1-equivalent)|15L 4s⟨3/1⟩]] | |[[15L 4s (3/1-equivalent)|15L 4s⟨3/1⟩]] | ||
|[[16L 4s (3/1-equivalent)|16L 4s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,787: | Line 1,922: | ||
|[[13L 5s (3/1-equivalent)|13L 5s⟨3/1⟩]] | |[[13L 5s (3/1-equivalent)|13L 5s⟨3/1⟩]] | ||
|[[14L 5s (3/1-equivalent)|14L 5s⟨3/1⟩]] | |[[14L 5s (3/1-equivalent)|14L 5s⟨3/1⟩]] | ||
|[[15L 5s (3/1-equivalent)|15L 5s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,806: | Line 1,942: | ||
|[[12L 6s (3/1-equivalent)|12L 6s⟨3/1⟩]] | |[[12L 6s (3/1-equivalent)|12L 6s⟨3/1⟩]] | ||
|[[13L 6s (3/1-equivalent)|13L 6s⟨3/1⟩]] | |[[13L 6s (3/1-equivalent)|13L 6s⟨3/1⟩]] | ||
|[[14L 6s (3/1-equivalent)|14L 6s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,825: | Line 1,962: | ||
|[[11L 7s (3/1-equivalent)|11L 7s⟨3/1⟩]] | |[[11L 7s (3/1-equivalent)|11L 7s⟨3/1⟩]] | ||
|[[12L 7s (3/1-equivalent)|12L 7s⟨3/1⟩]] | |[[12L 7s (3/1-equivalent)|12L 7s⟨3/1⟩]] | ||
|[[13L 7s (3/1-equivalent)|13L 7s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,844: | Line 1,982: | ||
|[[10L 8s (3/1-equivalent)|10L 8s⟨3/1⟩]] | |[[10L 8s (3/1-equivalent)|10L 8s⟨3/1⟩]] | ||
|[[11L 8s (3/1-equivalent)|11L 8s⟨3/1⟩]] | |[[11L 8s (3/1-equivalent)|11L 8s⟨3/1⟩]] | ||
|[[12L 8s (3/1-equivalent)|12L 8s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,863: | Line 2,002: | ||
|[[9L 9s (3/1-equivalent)|9L 9s⟨3/1⟩]] | |[[9L 9s (3/1-equivalent)|9L 9s⟨3/1⟩]] | ||
|[[10L 9s (3/1-equivalent)|10L 9s⟨3/1⟩]] | |[[10L 9s (3/1-equivalent)|10L 9s⟨3/1⟩]] | ||
|[[11L 9s (3/1-equivalent)|11L 9s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,882: | Line 2,022: | ||
|[[8L 10s (3/1-equivalent)|8L 10s⟨3/1⟩]] | |[[8L 10s (3/1-equivalent)|8L 10s⟨3/1⟩]] | ||
|[[9L 10s (3/1-equivalent)|9L 10s⟨3/1⟩]] | |[[9L 10s (3/1-equivalent)|9L 10s⟨3/1⟩]] | ||
|[[10L 10s (3/1-equivalent)|10L 10s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,901: | Line 2,042: | ||
|[[7L 11s (3/1-equivalent)|7L 11s⟨3/1⟩]] | |[[7L 11s (3/1-equivalent)|7L 11s⟨3/1⟩]] | ||
|[[8L 11s (3/1-equivalent)|8L 11s⟨3/1⟩]] | |[[8L 11s (3/1-equivalent)|8L 11s⟨3/1⟩]] | ||
|[[9L 11s (3/1-equivalent)|9L 11s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,920: | Line 2,062: | ||
|[[6L 12s (3/1-equivalent)|6L 12s⟨3/1⟩]] | |[[6L 12s (3/1-equivalent)|6L 12s⟨3/1⟩]] | ||
|[[7L 12s (3/1-equivalent)|7L 12s⟨3/1⟩]] | |[[7L 12s (3/1-equivalent)|7L 12s⟨3/1⟩]] | ||
|[[8L 12s (3/1-equivalent)|8L 12s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,939: | Line 2,082: | ||
|[[5L 13s (3/1-equivalent)|5L 13s⟨3/1⟩]] | |[[5L 13s (3/1-equivalent)|5L 13s⟨3/1⟩]] | ||
|[[6L 13s (3/1-equivalent)|6L 13s⟨3/1⟩]] | |[[6L 13s (3/1-equivalent)|6L 13s⟨3/1⟩]] | ||
|[[7L 13s (3/1-equivalent)|7L 13s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,958: | Line 2,102: | ||
|[[4L 14s (3/1-equivalent)|4L 14s⟨3/1⟩]] | |[[4L 14s (3/1-equivalent)|4L 14s⟨3/1⟩]] | ||
|[[5L 14s (3/1-equivalent)|5L 14s⟨3/1⟩]] | |[[5L 14s (3/1-equivalent)|5L 14s⟨3/1⟩]] | ||
|[[6L 14s (3/1-equivalent)|6L 14s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,977: | Line 2,122: | ||
|[[3L 15s (3/1-equivalent)|3L 15s⟨3/1⟩]] | |[[3L 15s (3/1-equivalent)|3L 15s⟨3/1⟩]] | ||
|[[4L 15s (3/1-equivalent)|4L 15s⟨3/1⟩]] | |[[4L 15s (3/1-equivalent)|4L 15s⟨3/1⟩]] | ||
|[[5L 15s (3/1-equivalent)|5L 15s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 1,996: | Line 2,142: | ||
|[[2L 16s (3/1-equivalent)|2L 16s⟨3/1⟩]] | |[[2L 16s (3/1-equivalent)|2L 16s⟨3/1⟩]] | ||
|[[3L 16s (3/1-equivalent)|3L 16s⟨3/1⟩]] | |[[3L 16s (3/1-equivalent)|3L 16s⟨3/1⟩]] | ||
|[[4L 16s (3/1-equivalent)|4L 16s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 2,015: | Line 2,162: | ||
|[[1L 17s (3/1-equivalent)|1L 17s⟨3/1⟩]] | |[[1L 17s (3/1-equivalent)|1L 17s⟨3/1⟩]] | ||
|[[2L 17s (3/1-equivalent)|2L 17s⟨3/1⟩]] | |[[2L 17s (3/1-equivalent)|2L 17s⟨3/1⟩]] | ||
|[[3L 17s (3/1-equivalent)|3L 17s⟨3/1⟩]] | |||
| | | | ||
| | | | ||
| Line 2,034: | Line 2,182: | ||
!18 | !18 | ||
|[[1L 18s (3/1-equivalent)|1L 18s⟨3/1⟩]] | |[[1L 18s (3/1-equivalent)|1L 18s⟨3/1⟩]] | ||
|[[2L 18s (3/1-equivalent)|2L 18s⟨3/1⟩]] | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
| | |||
|- | |||
!19 | |||
|[[1L 19s (3/1-equivalent)|1L 19s⟨3/1⟩]] | |||
| | |||
| | | | ||
| | | | ||
| Line 2,055: | Line 2,225: | ||
=== Catalog of 3/2-equivalent mosses === | === Catalog of 3/2-equivalent mosses === | ||
{| class="wikitable mw-collapsible mw-collapsed" | {| class="wikitable mw-collapsible mw-collapsed" | ||
|+3/2-equivalent mosses (up to | |+3/2-equivalent mosses (up to 7 steps) | ||
! rowspan="2" |Number of small steps | ! rowspan="2" |Number of small steps | ||
! colspan=" | ! colspan="6" |Number of large steps | ||
|- | |- | ||
!1 | !1 | ||
| Line 2,064: | Line 2,234: | ||
!4 | !4 | ||
!5 | !5 | ||
!6 | |||
|- | |- | ||
!1 | !1 | ||
| Line 2,071: | Line 2,242: | ||
|[[4L 1s (3/2-equivalent)|4L 1s⟨3/2⟩]] | |[[4L 1s (3/2-equivalent)|4L 1s⟨3/2⟩]] | ||
|[[5L 1s (3/2-equivalent)|5L 1s⟨3/2⟩]] | |[[5L 1s (3/2-equivalent)|5L 1s⟨3/2⟩]] | ||
|[[6L 1s (3/2-equivalent)|6L 1s⟨3/2⟩]] | |||
|- | |- | ||
!2 | !2 | ||
| Line 2,077: | Line 2,249: | ||
|[[3L 2s (3/2-equivalent)|3L 2s⟨3/2⟩]] | |[[3L 2s (3/2-equivalent)|3L 2s⟨3/2⟩]] | ||
|[[4L 2s (3/2-equivalent)|4L 2s⟨3/2⟩]] | |[[4L 2s (3/2-equivalent)|4L 2s⟨3/2⟩]] | ||
|[[5L 2s (3/2-equivalent)|5L 2s⟨3/2⟩]] | |||
| | | | ||
|- | |- | ||
| Line 2,083: | Line 2,256: | ||
|[[2L 3s (3/2-equivalent)|2L 3s⟨3/2⟩]] | |[[2L 3s (3/2-equivalent)|2L 3s⟨3/2⟩]] | ||
|[[3L 3s (3/2-equivalent)|3L 3s⟨3/2⟩]] | |[[3L 3s (3/2-equivalent)|3L 3s⟨3/2⟩]] | ||
|[[4L 3s (3/2-equivalent)|4L 3s⟨3/2⟩]] | |||
| | | | ||
| | | | ||
| Line 2,089: | Line 2,263: | ||
|[[1L 4s (3/2-equivalent)|1L 4s⟨3/2⟩]] | |[[1L 4s (3/2-equivalent)|1L 4s⟨3/2⟩]] | ||
|[[2L 4s (3/2-equivalent)|2L 4s⟨3/2⟩]] | |[[2L 4s (3/2-equivalent)|2L 4s⟨3/2⟩]] | ||
|[[3L 4s (3/2-equivalent)|3L 4s⟨3/2⟩]] | |||
| | | | ||
| | | | ||
| Line 2,095: | Line 2,270: | ||
!5 | !5 | ||
|[[1L 5s (3/2-equivalent)|1L 5s⟨3/2⟩]] | |[[1L 5s (3/2-equivalent)|1L 5s⟨3/2⟩]] | ||
|[[2L 5s (3/2-equivalent)|2L 5s⟨3/2⟩]] | |||
| | |||
| | |||
| | |||
| | |||
|- | |||
!6 | |||
|[[1L 6s (3/2-equivalent)|1L 6s⟨3/2⟩]] | |||
| | |||
| | | | ||
| | | | ||
| Line 2,100: | Line 2,284: | ||
| | | | ||
|} | |} | ||
== MOS pages not listed above == | |||
''See also: [[:Category:Abstract MOS patterns]]'' | |||
* [[9L 29s]] | |||
* [[7L 34s]] | |||
* [[12L 29s]] | |||
* [[12L 41s]] | |||
* [[41L 12s]] | |||
* [[5L 2s (4/1-equivalent)]] | |||
* [[7L 3s (4/1-equivalent)]] | |||
* [[4L 6s (5/1-equivalent)]] | |||
* [[5L 3s (5/2-equivalent)]] | |||
* [[7L 2s (5/2-equivalent)]] | |||
* [[4L 1s (5/3-equivalent)]] | |||
* [[2L 5s (5/3-equivalent)]] | |||
* [[5L 2s (5/3-equivalent)]] | |||
* [[5L 2s (8/3-equivalent)]] | |||
* [[7L 3s (8/3-equivalent)]] | |||
* [[3L 2s (8/5-equivalent)]] | |||
* [[14L 22s (12/1-equivalent)]] | |||
* [[10L 3s (19/9-equivalent)]] | |||
== See also == | == See also == | ||