Moran's Hornpipe: Difference between revisions

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{{Abctune
{{Abctune
|f_tune_title=Moran's Hornpipe
|f_tune_title=Moran's Hornpipe
|f_aka=Gallagher's Fancy, Leitrim Fancy (1) (The), Moran's Fancy
|f_aka=Gallagher's Fancy, Leitrim Fancy (1) (The), Michael Gallagher's Reel, Moran's Fancy
|f_country=Ireland
|f_country=Ireland
|f_genre=Irish
|f_genre=Irish

Revision as of 04:22, 15 January 2014


Moran's Hornpipe  Click on the tune title to see or modify Moran's Hornpipe's annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Special:Browse/:Moran's Hornpipe
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 Theme code Index    3213 5451H
 Also known as    Gallagher's Fancy, Leitrim Fancy (1) (The), Michael Gallagher's Reel, Moran's Fancy
 Composer/Core Source    
 Region    Ireland
 Genre/Style    Irish
 Meter/Rhythm    Hornpipe/Clog
 Key/Tonic of    D
 Accidental    2 sharps
 Mode    Ionian (Major)
 Time signature    4/4
 History    
 Structure    AABB
 Editor/Compiler    Francis O'Neill
 Book/Manuscript title    Book:Waifs and Strays of Gaelic Melody
 Tune and/or Page number    
 Year of publication/Date of MS    1922
 Artist    Biography:Michael Gallagher
 Title of recording    Moran's Hornpipes
 Record label/Catalogue nr.    Gennett 5451 (78 RPM)
 Year recorded    1924
 Media    
 Score   ()   


Tune annotations


X:1
T:Moran's Hornpipe
M:C|
L:1/8
R:Hornpipe
B:O'Brien - Irish Folk Dance Music (1952)
K:D
AG|(3FGF (3EFE DEFG|ABA^G A2 de|fdge agec|(3ded AF GBAG|
(3FGF (3EFE DEFG|ABA^G A2 de|fdge agec|d2 d/f/d/c/ d2:|
ag|f/a/f/e/ fg ageg|f/a/f/e/ fg agef|aged cdec|dBAF (3GAG ag|
f/a/f/e fg ageg|f/a/f/e/ fg agef|aged cdef|d2 d/f/d/c/ d2||
ag|f/a/f/e/ fg ageg|f/a/f/e/ fg agef|aged cdec|dBAF GBAG|
(3FGF (3EFE DEFG|ABA^G A2 de|fdge agec|d2 d/f/d/c/ d2||
X: 2
T: Moran's
R: hornpipe
M: 4/4
L: 1/8
Z: Nigel Gatherer
K: Dmaj
A>G | F>GE>F D>EF>G | A>BG>B A2 d>e | f2 (3ef^g a>fe>c | d>BA>F G2
A>G | (3FGF (3EFE D>EF>G | A>BG>B A2 d>e | f2 (3ef^g a>fe>c | d2 d>c d2 :|
ze | f>ef>^g a>=ge>g | f>ef>^g a2 e>^g | a>=ge>c d>fe>c | d>cA>F G2
a>g | f>ef>^g a>=ge>g | f>ef>^g a2 (3ef^g | a>=ge>c d>fe>c | d2 (3edc d2 :| 

Tune annotations