Sir George Clerk of Pennycuik

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Sir George Clerk of Pennycuik  Click on the tune title to see or modify Sir George Clerk of Pennycuik's annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Browse/:Sir George Clerk of Pennycuik
 Theme code Index    3H1H53 4422
 Also known as    Sir George Clark's Strathspey
 Composer/Core Source    Nathaniel Gow
 Region    Scotland
 Genre/Style    Scottish
 Meter/Rhythm    Strathspey
 Key/Tonic of    G
 Accidental    1 sharp
 Mode    Ionian (Major)
 Time signature    4/4
 History    SCOTLAND(Central Scotland)
 Structure    ABC
 Editor/Compiler    Nathaniel Gow
 Book/Manuscript title    The Beauties of Niel Gow Book 1
 Tune and/or Page number    p. 23
 Year of publication/Date of MS    1819
 Artist    
 Title of recording    
 Record label/Catalogue nr.    
 Year recorded    
 Media    
 Score   (1)   



X: 1 T: Sir George Clerk of Pennycuik C: Nathaniel Gow N: Hunter 85, BSFC III-22 and I-1 and IV-4 and I-54 Z: John Chambers <jc:trillian.mit.edu> R: strathspey M: 4/4 L: 1/16 F:http://www.john-chambers.us/~jc/music/abc/by/Gow/George_Clerk_Of_Pennycuik_S.abc K: G ga | "G"b-g3 g4 d-B3 B4 | "C"c-e3 c-e3 "D7"A6 Bc | "G"d-B3 B4 "Em"G-E3 E4 | "Am"c3A B3G "D7"GFED D2 || ga | "G"b-g3 g4 d-B3 B4 | "Am"c-e3 c-e3 "D7"A6 Bc | "G"d-B3 B4 "Em"e-E3 E3G | "D7"GFED D2EF "G"G6 |] dc | "G"B-d3 d4 d-b3 b3a | "C"g-e3 e3d "D7"d6 c2| "G"B-d3 d4 "C"e3Bc4 | "G"d3A B3G "D7"GFED D2 || EF | "G"G-B3 B4 B-d3 d4 | g3d "C"e3d "D7"d8 | "G"d'-b3 b-g3 "C"g-e3 e3c | "G"B3G "D7"A3F "G"G6 |]

X:1 T:Sir George Clark’s Strathspey M:C L:1/8 R:Strathspey S:Ryan’s Mammoth Collection (1883) Z:AK/Fiddler’s Companion K:G (g/>a/) | (b<g) ~g2 (d<B) B2 | (c<e) (c<e) A2 (AB/c/) | (d<B)B2 (G<E)E2 | (c>.A)(B>.G) (G/F/E/D/) (Dg/a/) | (b<g)~g2 (d<B)B2 | (c<e)(c<e) A2 (AB/c/) | (d<B)B2 (e<E) (EF/G/) | (G/F/E/D/) (E>.F) G2G || (d/>c/) | (B<d)~d2 (d<b) (b>.a) | (g<e) (e>.d) d2 (d>.c) | (B<d)~d2 (e<B) c2 | (d>.A) (B>.G) (G/F/E/D/) (DE/F/) | (G<B)B2 (B>d)d2 | g>de>d d2 (7d/e/f/g/a/b/c'/ | (d'<b) (b<g) (g<e) (e<c) | (B<G) {B}(A>F) G2G ||