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{{Abctune
{{Abctune
|f_tune_title=Far Awa' Wedding (1) (The)
|f_tune_title=Far Awa' Wedding (1) (The)
|f_aka=Faraway Wedding (1) (The),
|f_aka=Faraway Wedding (1) (The),
|f_country=Scotland
|f_country=England, Scotland
|f_genre=Scottish
|f_genre=Northumbrian/Borders, Scottish
|f_rhythm=Slip/Hop Jig
|f_rhythm=Slip/Hop Jig
|f_time_signature=9/8
|f_time_signature=9/8
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|f_accidental=2 sharps
|f_accidental=2 sharps
|f_mode=Mixolydian
|f_mode=Mixolydian
|f_history=<b>England</b>/North East
|f_structure=AAB
|f_structure=AAB
|f_book_title=Complete Repository Part 2
|f_book_title=Complete Repository Part 2
Revision as of 23:51, 22 April 2011
Faraway Wedding (1) (The) Click on the tune title to see or modify Faraway Wedding (1) (The)'s annotations. If the link is red you can create them using the form provided. Browse Properties <br/>Special:Browse/:Faraway Wedding (1) (The) Query the Archive
Theme code Index
111 312
Also known as
Faraway Wedding (1) (The)
Composer/Core Source
Region
England, Scotland
Genre/Style
Northumbrian/Borders, Scottish
Meter/Rhythm
Slip/Hop Jig
Key/Tonic of
A
Accidental
2 sharps
Mode
Mixolydian
Time signature
9/8
History
England /North East"England/North East" 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
Editor/Compiler
Biography:Niel & Nathaniel Gow
Book/Manuscript title
Book:Complete Repository Part 2
Tune and/or Page number
p. 27
Year of publication/Date of MS
1802
Artist
Title of recording
Record label/Catalogue nr.
Year recorded
Media
Score ( )
X:1
T:Far Awa' Wedding [1], The
M:9/8
L:1/8
R:Jig
S:Gow - 2nd Repository (1802)
Z:AK/Fiddler's Companion
K:A
e|:A3(A A)EA AEA|c2(A A)EA B=GB|c2A AEA AEA|B=GB Bge dBG:|
cAA a2e c(AA)|cAA a2f =g(BB)|cAA a2e cAc|B=GB Bge gdB|
cAA a2e c(AA)|cAA =g3 {fg}gBB|cAA a2e cAc|B=GB Bge gdB||
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