Aldivalloch: Difference between revisions

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|f_structure=AABBCCDD
|f_structure=AABBCCDD
|f_book_title=Collection of Strathspey Reels
|f_book_title=Collection of Strathspey Reels
|f_collector=Alexander "King" McGlashan,  
|f_collector=Alexander "King" McGlashan,
|f_year=c. 1780/81
|f_year=c. 1780/81
|f_page=p. 24
|f_page=p. 24
|f_theme_code_index=5L111 6L242
|f_theme_code_index=5L111 6L242
|f_player=Chris Norman Ensemble  
|f_player=Chris Norman Ensemble
|f_album=The Flower of Port Williams
|f_album=The Flower of Port Williams
|f_label=Dorian 2000
|f_label=Dorian 2000
|f_recording_date=2000
|f_recording_date=2000
|f_annotations=A slow strathspey, although the first two parts can also be played as a reel.
}}
}}
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Revision as of 05:29, 7 March 2010


Aldivalloch  Click on the tune title to see or modify Aldivalloch's annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Special:Browse/:Aldivalloch
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 Theme code Index    5L111 6L242
 Also known as    Aldavaloch, O'er the Muir Amang the Heather
 Composer/Core Source    
 Region    Scotland
 Genre/Style    Scottish
 Meter/Rhythm    Strathspey
 Key/Tonic of    D
 Accidental    2 sharps
 Mode    Ionian (Major)
 Time signature    4/4
 History    
 Structure    AABBCCDD
 Editor/Compiler    Biography:Alexander "King" McGlashan
 Book/Manuscript title    Book:Collection of Strathspey Reels
 Tune and/or Page number    p. 24
 Year of publication/Date of MS    c. 1780/81
 Artist    Biography:Chris Norman Ensemble
 Title of recording    The Flower of Port Williams
 Record label/Catalogue nr.    Dorian 2000
 Year recorded    2000
 Media    
 Score   ()   


<abc float="left"> X:1 T:Aldivalloch M:C L:1/8 Q:80 K:D (A,<D) D>E ~D>EDA,|(B,E) E>F {F}G>FED|! (FA)A>B d>e {de}f>e|{e}d>B (A/2B/2d/2).F/2 E>FED:|! (A2>d2)d2>e2 {c}d2>e2d2A2|(B2>e2)e2>f2{ef}g>fed|! {d}f>edB (Ag) f>e|{e}d>B (A/2B/2d/2).F/2 E>FED:|! A,/2B,/2D/2E/2 D/2A,/2D/2E/2 F/2G/2E/2F/2 (D/2E/2).D/2.A,/2| (B,/2D/2E/2F/2 E/2)(B,/2E/2F/2) (A/2F/2)(d/2F/2) E>D|! (D/2E/2F/2G/2) A>B (A/2D/2)F/2A/2 d>e| (f/2d/2)(e/2B/2) (d/2A/2)(B/2F/2) (E/2F/2G/2).F/2 ED:|! L:1/16 DD/2 (dc/2d) f>d dc/2d/2 Ddfe d2A2| E=GB^d (ed).e.f (ga)(fg) {f}e2=d2|! (fd).e.f (dA).B.d (FA)(EF) (AB).d.e|f>de>B d>AB>F (EFG).F E2D2:|

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