Fasten the Leggin' (1): Difference between revisions

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{{Abctune
{{Abctune
|f_tune_title=Fasten the Leggin'
|f_tune_title=Fasten the Leggin' (1)
|f_aka=Daingnig an Cos Orrti, Fasten the Leg in Her, Fasten the Leg on Her, Fasten the Wig on Her, Johnny is so Long at the Fair (2), Noonday Feast (The),  
|f_aka=Daingnig an Cos Orrti, Fasten the Leg in Her, Fasten the Leg on Her, Fasten the Wig on Her, Johnny is so Long at the Fair (2), Noonday Feast (The), Port Vincent Hegarty
|f_country=Ireland
|f_country=Ireland
|f_genre=Irish
|f_genre=Irish

Revision as of 15:21, 26 April 2011


Fasten the Leggin' (1)  Click on the tune title to see or modify Fasten the Leggin' (1)'s annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Special:Browse/:Fasten the Leggin' (1)
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 Theme code Index    3311H 2235
 Also known as    Daingnig an Cos Orrti, Fasten the Leg in Her, Fasten the Leg on Her, Fasten the Wig on Her, Johnny is so Long at the Fair (2), Noonday Feast (The), Port Vincent Hegarty
 Composer/Core Source    
 Region    Ireland
 Genre/Style    Irish
 Meter/Rhythm    Jig/Quadrille
 Key/Tonic of    G
 Accidental    1 sharp
 Mode    Ionian (Major)
 Time signature    6/8
 History    
 Structure    AA'BB'
 Editor/Compiler    Biography:William Bradbury Ryan
 Book/Manuscript title    Book:Ryan's Mammoth Collection
 Tune and/or Page number    p. 81
 Year of publication/Date of MS    1883
 Artist    
 Title of recording    
 Record label/Catalogue nr.    
 Year recorded    
 Media    
 Score   ()   



X:1
T:Fasten the Leg in Her [1]
L:1/8
M:6/8
S:O'Neill - Dance Music of Ireland: 1001 Gems (1907), No. 120
Z:AK/Fiddler's Companion
K:G
d/c/|B2B BAB|GBd gdB|A2A AGA|Bee dBA|
B2B BAB|GBd gfg|efg f<ag|fdd d2:|
|:e/f/|gag fgf|ede fdB|ABA AGA|Bee dBA|
gag fgf|ede fdB|def e<ag|fdd d2:||
X:1
T:Fasten the Wig on Her [1]
M:6/8
L:1/8
B:Ryan's Mammoth Collection (1883)
Z:AK/Fiddler's Companion
K:G
B2B (BA).B|def gdB|A2A (AG).A|Bde dBA|
B2B (BA).B|def gfg|(ea).a a2g|1 fdd d2c:|2 fdd def|
|:gag gfe|d2d (dc).B|A2A (AG).A|Bdd def|
g2g (gf).e|d2d d^cd|(ea).a a2g|1 fdd def:|2 fdd d2c||




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