Manchester Hornpipe (1): Difference between revisions
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{{Abctune | {{Abctune | ||
|f_tune_title=Manchester Hornpipe (1) | |f_tune_title=Manchester Hornpipe (1) | ||
|f_aka=Hastton's Hornpipe, Lawson's Hornpipe (1), Lincoln Hornpipe, Morning Fair, One Eyed Fiddler, Quadrille de Berthier 3ème partie, Rickett's Hornpipe, Sailor's Hornpipe (2), New College Hornpipe (1) (The), Yarmouth Hornpipe | |f_aka=Hastton's Hornpipe, Lawson's Hornpipe (1), Lincoln Hornpipe, Morning Fair, One Eyed Fiddler, Quadrille de Berthier 3ème partie, Rickett's Hornpipe, Sailor's Hornpipe (2), New College Hornpipe (1) (The), Yarmouth Hornpipe (1) | ||
|f_country=England, Scotland, Ireland | |f_country=England, Scotland, Ireland | ||
|f_genre=English, Irish, Scottish | |f_genre=English, Irish, Scottish |
Revision as of 16:34, 14 December 2022
X:1 T:Manchester Hornpipe [1] T:Ricketts Hornpipe A:N. Shropshire L:1/8 M:4/4 N:aka The Manchester, Yarmouth, etc. written 'dotted'. NeilB. S:J. Jones MS, 1801, N. Shrops., no. JJo. 027 Z:Neil Brookes 2006 %%TBL:{"version":"beta","type":"tune","id":"9628"} F:http://jc.tzo.net/~jc/music/abc/mirror/tunebook.org.uk/tunebook.abc K:C GA/B/|c>Bc>G E>Gc>e|d>cB>A G>Bd>f|f>ed>c B>Af>d|B>cd>B G>fe>d|! {d}c>Bc>G E>Gc>e|d>cB>A G>Bd>f|e>ge>c d>fd>B|c2c2c2:|! |:e>f|g>ee>c c>ee>g|a>ff>d B>dd>f|g>ee>c a>fd>c|B>cA>B G>fe>d|! c>Bc>G E>Gc>e|f>ed>c B>AG>F|E>ge>c D>fd>B|[c2E2][c2E2][c2E2]:|
X:2
T:Manchester Hornpipe [1]
T:Untitled in MS.
O:Tealby, Lincolnshire
M:C|
L:1/8
S:Joshua Gibbons MS, 1823, Tealby, Lincs., no. JGi.106
R:hornpipe
Z:VMP/R.Greig, 2009
K:F
"qu in MS"c2|fefc Acfa|gfed cega|bagf edbg|efde cbag|
fefc Acfa|gfed cegb|ac'af gbge|f2f2f2:|
|:ab|c'afff2bc'|d'bggg2bc'|d'afa bagf|efde cbag|
fefc Acfa|gfed cegb|ac'af gbge|[fd]2 [fd]2[fd]2:|
X:3
T:Manchester Hornpipe [1]
M:C
L:1/8
R:Hornpipe
S:Honeyman - Strathspey, Reel and Hornpipe Tutor (1898)
Z:AK/Fiddler's Companion
N:"Newcastle Style"
K:D
(3ABc|d>cd>A F>A d>f | e>dc>B A>ce>g | f>ga>f b>g e>d|c>dB>c A>gf>e|
d>cd>A F>A d>f | e>dc>B A>ce>g | f>ga>f b>ge>c|d2 f2 d2||
f>g|a>^ga>f d>f=g>a| b>^ab>g e>fg>^g | a>^ga>f b>ge>d|c>dB>c A>gf>e|
d>cd>A F>Ad>f | e>dc>B A>ce>g | f>ga>f b>ge>c | d2 (d2 d2) |]