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| === Ups and downs notation === | | === Ups and downs notation === |
| [[Ups and downs notation]] uses ^ and v (up and down) to stand for 1 edostep and > and < (quip and quid) to stand for 5 edosteps. | | [[Ups and downs notation]] uses ^ and v (up and down) to stand for 1 edostep and > and < (quip and quid) to stand for 5 edosteps. The spoken names run up, dup, trup, quup/downquip, quip, upquip, etc. >> is quipquip and >>> is tripquip. |
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| * 0\311 = P1 = perfect unison
| | {| class="wikitable center-all" |
| * 1\311 = ^1 = upunison
| | |- |
| * 2\311 = ^^1 = dup unison
| | ! Steps |
| * 3\311 = ^<sup>3</sup>1 = trup unison (or ^^^1)
| | | 1 |
| * 4\311 = ^<sup>4</sup>1 = quup unison (or v>, or downquip)
| | | 2 |
| * 5\311 = >1 = quip unison
| | | 3 |
| * 6\311 = ^>1 = upquip unison
| | | 4 |
| * 7\311 = ^^> = dupquip unison
| | | 5 |
| *
| | | 6 |
| | | | 7 |
| '''TO DO: complete this'''
| | | 8 |
| | | | 9 |
| | | | 10 |
| 8\311 = ^<sup>3</sup>>1 = dup-dubdrop unison
| | | 11 |
| | | | 12 |
| 9\311 = ^^\1 = dupdrop unison
| | | 13 |
| | | | 14 |
| 10\311 = ^^1 = dup unison
| | | 15 |
| | | |- |
| 11\311 = ^^/1 = duplift unison = vv\\m2 = dud-dubdropminor second
| | ! Symbol |
| | | | ^1 |
| 12\311 = ^^//1 = dup-dublift unison = vv\m2 = duddropminor second
| | | ^^1 |
| | | | ^^^1 |
| 13\311 = vvm2 = dudminor second
| | | v>1 |
| | | | >1 |
| 14\311 = vv/m2 = dudliftminor second
| | | ^>1 |
| | | | ^^>1 |
| 15\311 = vv//m2 = dud-dubliftminor second
| | | ^^^>1 |
| | | <<<m2 |
| 16\311 = v\\m2 = down-dubdropminor second | | | v>>1 |
| | | ^<<<m2 |
| 17\311 = v\m2 = downdropminor second | | | >>1 |
| | | vvv<<m2 |
| 18\311 = vm2 = downminor second | | | ^>>1 |
| | | vv<<m2 |
| 19\311 = v/m2 = downliftminor second | | | ^^>>1 |
| | | v<<m2 |
| 20\311 = v//m2 = down-dubliftminor second | | | ^^^>>1 |
| | | <<m2 |
| 21\311 = \\m2 = dubdropminor second | | | v>>>1 |
| | | ^<<m2 |
| 22\311 = \m2 = dropminor second | | | >>>1 |
| | | vvv<m2 |
| 23\311 = m2 = minor second
| | |- |
| | | ! Steps |
| 24\311 = /m2 = liftminor second
| | | 16 |
| | | | 17 |
| 25\311 = //m2 = dubliftminor second
| | | 18 |
| | | | 19 |
| 26\311 = ^\\m2 = up-dubdropminor second
| | | 20 |
| | | | 21 |
| 27\311 = ^\m2 = updropminor second
| | | 22 |
| | | | 23 |
| 28\311 = ^m2 = upminor second
| | | 24 |
| | | | 25 |
| 29\311 = ^/m2 = upliftminor second
| | | 26 |
| | | | 27 |
| 30\311 = ^//m2 = up-dubliftminor second
| | | 28 |
| | | | 29 |
| 31\311 = ^^\\m2 = dup-dubdropminor second = v\\~2 = down-dubdropmid second
| | | 30 |
| | | |- |
| 32\311 = ^^\m2 = dupdropminor second = v\~2 = downdropmid second
| | ! Symbol |
| | | | ^<<<A1 |
| 33\311 = ^^m2 = dupminor second = v~2 = downmid second
| | vv<m2 |
| | | | vvv<<A1 |
| 34\311 = ^^/m2 = dupliftminor second = v/~2 = downliftmid second
| | v<m2 |
| | | | vv<<A1 |
| 35\311 = ^^//m2 = dup-dubliftminor second = v//~2 = down-dubliftmid second
| | <m2 |
| | | | v<<A1 |
| 36\311 = \\~2 = dubdropmid second
| | ^<m2 |
| | | | <<A1 |
| 37\311 = \~2 = dropmid second
| | vvvm2 |
| | | | ^<<A1 |
| 38\311 = ~2 = mid second
| | vvm2 |
| | | | vvv<A1 |
| etc.
| | vm2 |
| | | vv<A1 |
| | m2 |
| | | v<A1 |
| | ^m2 |
| | | <A1 |
| | ^^m2 |
| | | ^<A1 |
| | ^^^m2 |
| | | vvvA1 |
| | v>m2 |
| | | vvA1 |
| | >m2 |
| | | vA1 |
| | ^>m2 |
| | | A1 |
| | ^^>m2 |
| | |} |
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| == JI approximation == | | == JI approximation == |