Bedfordshire March

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Bedfordshire March  Click on the tune title to see or modify Bedfordshire March's annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Browse/:Bedfordshire March
 Theme code Index    5H5H5H4H 3H3H3H2H
 Also known as    Jove in His Chair, Major Reed's March, Odd Fellows' March (The)
 Composer/Core Source    
 Region    England
 Genre/Style    English, Military
 Meter/Rhythm    March/Marche
 Key/Tonic of    D
 Accidental    2 sharps
 Mode    Ionian (Major)
 Time signature    4/4
 Structure    AABB
 Editor/Compiler    Charles and Samuel Thompson
 Book/Manuscript title    The Compleat Tutor for the Fife
 Tune and/or Page number    p. 31
 Year of publication/Date of MS    1760
 Title of recording    
 Record label/Catalogue nr.    
 Year recorded    
 Score   (1)   

X:1 T:Bedfordshire March, The M:C L:1/8 R:March B:Thompson - The Compleat Tutor for the Fife (1760, p. 31) Z:AK/Fiddler's Companion K:G d2 d>d d2c2|B2 B>B B2A2|(G3 A/B/) (A3 B/c/)|B2 B>B B2 A>B| c2B2d2 cB|(c3d/e/) d2c2|(3BAB (3cBA G2 TA2|G>GG>G G4:| d2 A>A A2B2|A>GAc>B A2B2|c2B2 A2G2|A2 A>A A2 B>c| d2 Bc d2 ec|d2 Bc d2 ec|d>Bc>A (3BAG (3dcB|TB2 A>A A2D2| G2 (3GAB A2 (3ABc|B2 (3Bcd c2 (3cde|(3dgf (3gdc B2TA2|G2 G>G G4:|]

X:1 T:Bedfordshire March M:C L:1/8 R:March S:Longman & Broderip's Entire New and Compleat Instructions for the Fife (London, 1780) Z:AK/Fiddler's Companion K:D a2 a>a a2g2| f2f>f f2e2|(d3e/f/) (e3f/g/)|f2 f>f f2 e>f| g2f2a2gf|(g3a/b/)a2g2|(3fef (3gfe !trill!d2!trill!e2|d2 d>d (d2d2):| |:a2e>e e2f2|e>d e>f e2f2| g2f2e2d2|e2e>e e2f>g|a2 fg a2 bg| a2 fg a2bg|a>f g>e(3fed (3agf|f2 e>ee2A2|d2(3def e2(3efg| f2(3fga g2(3gab|(3ad'c' (3d'ag !trill!f2!trill!e2|d2d>d(d2d2):||

X:1 T:Bedfordshire March M:C L:1/8 R:March S:John Rook music manuscript collection (1840, p. 48) N:Rook was a multi-instrumentalist from Waverton, near Wigton, Cumbria Z:AK/Fiddler’s Companion K:G d2 d>d d2c2|B2 B>B B2A2|G2 A>B A2 B>c|B2 B>B B2 A>B| c2 B>d c>B|c2 d>e d2c2|(3BAB (3cBA G2A2|G2 G>G G2:| d2 A>A A2B2|A>GA>B A2B2|c2B2A2G2|A2 A>A A2 B>c| d2 B>c d2 e>c|d2 B>c d2 e>c|d>Bc>A (3BAG (3dcB|B2 A>A A2D2| G2 (3GAB A2 (3ABc|B2 (3Bcd c2 (3cde|(3dgf (3gdc B2A2|G2 G>G G2||