Durham March: Difference between revisions

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{{Abctune
{{Abctune
|f_tune_title=Durham March
|f_tune_title=Durham March
|f_country=United States
|f_country=Scotland
|f_genre=Military
|f_genre=Military
|f_rhythm=March/Marche
|f_rhythm=March/Marche
Line 9: Line 9:
|f_mode=Ionian (Major)
|f_mode=Ionian (Major)
|f_structure=AABB
|f_structure=AABB
|f_book_title=55 Marches for the Militia
|f_collector=James Oswald
|f_year=c. 1759
|f_page=pp. 8-9
|f_theme_code_index=51H51H 6551H
|f_theme_code_index=51H51H 6551H
|f_score=1
|f_score=1

Latest revision as of 01:57, 14 February 2022


Durham March  Click on the tune title to see or modify Durham March's annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Special:Browse/:Durham March
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 Theme code Index    51H51H 6551H
 Also known as    
 Composer/Core Source    
 Region    Scotland
 Genre/Style    Military
 Meter/Rhythm    March/Marche
 Key/Tonic of    G
 Accidental    1 sharp
 Mode    Ionian (Major)
 Time signature    4/4
 History    
 Structure    AABB
 Editor/Compiler    Biography:James Oswald
 Book/Manuscript title    Book:55 Marches for the Militia
 Tune and/or Page number    pp. 8-9
 Year of publication/Date of MS    c. 1759
 Artist    
 Title of recording    
 Record label/Catalogue nr.    
 Year recorded    
 Media    
 Score   (1)   



X:1 T:Durham March M:C L:1/8 R:March B:A. Robinson Jr. - ”Massachusetts collection of martial musick: containing a B:plain, easy and concise introduction to the grounds of martial musick” B:(Exeter, 1820, pp. 63-64) B: https://archive.org/details/massachusettscol00exet/page/64/mode/2up Z:AK/Fiddler’s Companion K:G V:1 Bc|d2 g>d d2 g>d|e2 d>d d2 g>f|f>e e>d d>c c>B|A2 D>D D2 B>c| d2 g>d d2 g>d|e2 d>e d2 c>B|A>e d>c B2A2|G2 G>G G2:| |:(3DGB|A2 G>G G2 (3GBd|c2 B>B B2 (3gfe|d2 (3edc B2 (3dcB|A>G A>B A2 (3EGB| A2 G>G G2 (3GBd|c2 B>B B2 (3gfe|d>d (3edc B2A2|G2 G>G G2:| V:2 z2|B2 B>B B2B2|c2 B>B B2 e>d|d>c c>B B>A A>G|F2 D>D D2 G>A| B2 B>B B2B2|c2 B>B B2 A>G|F>G B>A G2F2|G2 G>G G2:| |:z2|F2 z4 (3DGB|A2 G>G G2 (3edc|B2 (3cBA G2 (3BAG|F>E F>G F2 z2| F2 z4 (3DGB|A2 G>G G2 (3edc|B>B (3cBA G2F2|G2 G>G G2:|