Kiss Me Sweetly
X:1 T:Kiss Me Sweetly M:C| L:1/8 R:Reel B:Robert Bremener - A Collection of Scots Reels or Country Dances (London, 1757, p. 4) Z:AK/Fiddler's Companion K:C g|(a/g/f/e/ c)g egcg|(a/g/f/e/ c)g eddg|(a/g/f/e/ c)g egde|cAGE C/C/C C:| |:F|(EG)(cG) (AG)(cG)|(EG)(cG) dDDF|EGcG EG ga|gede c/c/c c:|]
X:2 T:Kiss Her Sweetly [2] M:C| L:1/8 R:Reel N:Strains reversed from most versions S:William Vicker's music manuscript collection (Northumberland, 1770) K:C EGcG AGcG|EGce dDDF|EGcG AGga|egde c/c/c c2:| |:{a}gecg egce|acec d/d/d da|{a}gf/e/ cg eccG|AB/c/ GE C/C/C C2:|]
X:3 T:Kiss Me Sweetly M:2/4 L:1/8 R:Country Dance Tune B:Aird – Selection of Scotch, English, Irish and Foreign Airs, vol. 1 (1782, No. 97, p. 34) Z:AK/Fiddler’s Companion K:G d|(e/d/c/B/) Gd|BdGd|e/d/c/B/ Gd|BAAd| (e/d/c/B/) Gd|BdAB|GEDB,|G,/G,/G, G,:|] |:D|(B,D)(GD) |(ED)(GD)|B,DGD|AA,A,D| B,DGD|ED de|dBAB|G/G/G G:|]
X:1 T:Kiss me sweetly M:C L:1/8 R:Reel B:Robert Mackintosh – “A Fourth Collection of New Strathspey Reels, also some Famous old Reels” (1804, p. 14) N:Dedicated to the Dutchess [sic] of Manchester N:Robert “Red Rob” Mackintosh (c. 1745-1808) was a Scottish violinist and N:composer active in Edinburgh at the end of the 18th century. Originally from N:Tullymet, near Pitlochry, Perthshire. He moved to London in the last decade N:of his life. Z:AK/Fiddler’s Companion K:C g|(a/g/f/e/) cg egcg|(a/g/f/e/) cg eddg|(a/g/f/e/) cg egde|cAGE C/C/C C:| G|EGcG AGcG|EGcE d(DDF)|EGcG EGca|gede c/c/c (cG)| EGcG AGcG|EGcE d(DDF)|EGAF GBca|gede c/c/c c||
X:4 T:Kiss Me Sweetly M:C L:1/8 Q:"Allegro" R:Reel B:Thomas Wilson - Companion to the Ball Room (1816, p. 51) Z:AK/Fiddler's Companion K:C g|a/g/f/e/ cg egcg|a/g/f/e/ cg eddg|a/g/f/e/ cg egde|cAGE C/C/C C:| |:F|E/F/G cG AGcG|E/F/G cE dDDF|E/F/G cG EGcg|fede c/c/c c:|]
X:4 T:Kiss Me Sweetly M:C| L:1/8 R:Reel S:MacDonald - Skye Collection (1887) Z:AK/Fiddler's Companion K:C g|(a/g/f/e/) (cg) egcg|(a/g/f/e/) (cg) eddg|(a/g/f/e/) (cg) egde|c>AGE C/C/C C:| F|(E/F/G) (cG) AGcG|(E/F/G) (ce) dDDF|(EF/G/) (cG) EGca|gede c/c/c (cG)| (E/F/G) (cG) AGcG|(E/F/G) (ce) eDDF|(E/F/G) (cG) EGca|gede c/c/c c||