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{{Abctune
{{Abctune
|f_tune_title=Hills of Glenorchy (1)
|f_tune_title=Hills of Glenorchy (1)
|f_aka=Hills of Glenurchie, Braes of Glenorchy (2), Jolly Corkonian (The), Pat Burke's
|f_aka=Hills of Glenurchie, Braes of Glenorchy (2), Jolly Corkonian (The), Over the Hills, Paddy McFadden , Pat Burke's
|f_country=Scotland, Canada
|f_country=Scotland, Canada
|f_genre=Cape Breton/PEI, Scottish
|f_genre=Cape Breton/PEI, Scottish
Revision as of 14:08, 8 November 2011
Hills of Glenorchy (1) Click on the tune title to see or modify Hills of Glenorchy (1)'s annotations. If the link is red you can create them using the form provided. Browse Properties <br/>Special:Browse/:Hills of Glenorchy (1) Query the Archive
Theme code Index
5157b 47bL42
Also known as
Hills of Glenurchie , Braes of Glenorchy (2) , Jolly Corkonian (The) , Over the Hills , Paddy McFadden , Pat Burke's
Composer/Core Source
Region
Scotland, Canada
Genre/Style
Cape Breton/PEI, Scottish
Meter/Rhythm
March/Marche
Key/Tonic of
E
Accidental
2 sharps
Mode
Dorian
Time signature
6/4
History
Canada /Maritimes (English)"Canada/Maritimes (English)" is not in the list (IRELAND(Munster), IRELAND(Connaught), IRELAND(Leinster), IRELAND(Ulster), SCOTLAND(Argyll and Bute), SCOTLAND(Perth and Kinross), SCOTLAND(Dumfries and Galloway), SCOTLAND(South Ayrshire), SCOTLAND(North East), SCOTLAND(Highland), ...) of allowed values for the "Has historical geographical allegiances" property.
Structure
AAB, AABB
Editor/Compiler
Nathaniel Gow
Book/Manuscript title
Book:Sixth Collection of Strathspey Reels
Tune and/or Page number
p. 16
Year of publication/Date of MS
1822
Artist
Title of recording
Record label/Catalogue nr.
Year recorded
Media
Score ( )
X:1
T:Hills of Glenorchy [1]
L:1/8
M:6/8
K:Emin
d|B2E EFE|BAB d2B|A2D DED|AFD FAd|
B2E EFE|BAB d2e|dBd AFD|EFE E2:|
|:B|efe edB |efg gfe|ded dAF|d^cd fed|
efe edB|efg fef|dBd AFD|EFE E2:||
X:2
T:Hills of Glenorchy [1], The
M:6/8
L:1/8
R:Jig
N:"Slowly"
B:Gow - Sixth Collection of Strathspey Reels (1822)
K:Emin
d|B2E E>FE|TBAB d2B|AFD DED|AFA d2A|
B2E EFE|TBAB d2e|dBd AFD|EFE E2:||
e|e>fe (eB).e|ef(g g)fe|d>ed dAB|d>e(f f)ed|
e>fe eBe|(ef).g (gf).e|dBd (AF).D|EFE E2e|
~e>fe eBe|(ef).g (gf).e|de(d d)AB|d>ef (fe).d|
efe (ge).g|(f^d).f (eB).e|=DBD (AF).D|E>FE E2||
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