Wonder Hornpipe (The)

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 Theme code Index    137L2 135L1
 Also known as    Coey's Hornpipe, Miss Ferry's Hornpipe, Southern Shore (The), Tammany Ring, Princess Hornpipe, London Clog (2), Thames (The), George Ross's Hornpipe
 Composer/Core Source    
 Region    England, Ireland, Scotland
 Genre/Style    English, Irish, Scottish
 Meter/Rhythm    Hornpipe/Clog
 Key/Tonic of    B
 Accidental    2 flats
 Mode    Ionian (Major)
 Time signature    4/4
 History    
 Structure    AABB
 Editor/Compiler    Biography:James S. Kerr
 Book/Manuscript title    Book:Merry Melodies vol. 1
 Tune and/or Page number    No. 29, p. 46
 Year of publication/Date of MS    c. 1880
 Artist    
 Title of recording    
 Record label/Catalogue nr.    
 Year recorded    
 Media    
 Score   ()   



X:1 T:Wonder Hornpipe M:C L:1/8 R:Hornpipe S:Kerr - Merry Melodies vol. 1 (c. 1880, No. 29, p. 46) Z:AK/Fiddler’s Companion K:Bb (3FGA|:B>fd>B A>ec>A|B>cd>B F2 BA|G>Bc>d e>dc>B|A>cf>=e g>f_e>c| B>fd>B A>ec>A|B>cd>B F2 BA|G>gf>e d>cB>A|c2B2B2:| |:c>B|A>cf>=e f>dc>B|A>cf>=e f>ag>f|=e>fg>a b>ge>g|f>=ef>g f2 _e2| d>ed>c B>d g2|c>dc>B A>c f2|g>ba>g f>ed>c|B2d2B2:|


X:1 T:Wonder Hornpipe M:C L:1/8 R:Hornpipe S:Honeyman – Strathspey, Reel and Hornpipe Tutor (1898) Z:AK/Fiddler’s Companion K:Bb (3FGA|B>fd>B A>ec>A|B>cd>B F2 B>A|G>=Bc>d e>dc>_B|A>cf>=e g>f_ec| B>fd>B A>ec>A|B>cd>B F2 >A|G>gf>e d>cB>A|c2 (B2 B2):| |:(3dcB|A>cf>=e f>dc>B|A>cf>=e f>ag>f|=e>fg>a b>ge>g|f>=ef>g f2 g>_e| d>ed>c =B>d g2|c>dc>B A>c f2|g>ba>g f>ed>c|B2 b2 B2:|


X:2 T:Wonder Hornpipe, The L:1/8 M:4/4 K:G DEF|GdBG FcAF|(3GFG BG D2GF|EAAB cBAG|(3FED d^ced (3=cBA| GdBG FcAF|(3GFG BG D2GF|Eedc BADF|AGGF G2:|| AG|FAd^c d2AG|FAd^c dfed|(3B^cd ef gece|d^cde d2 =c2| B3A ^GBe2|A3G FAd2|(3efg fe (3ded (3cBA|G2(3AGF G2:||


X:3 T:Wonder Hornpipe, The R:hornpipe S:Mike McHale workshop - East Durham July 2000 Z:Michael Hogan M:4/4 L:1/8 K:G (3DEF|GdBG FG (3AGF|GdBG D2GF|EGAB cBAG|Fd^cd ed(3=cBA| G2BG FGAF|GdBG D2GF|Eedc BAGF|A2GF G2:|| AG|(3FGA de d2AG|(3FGA de dfed|^cdef ge^ce|d3e d3c| B2BA ^GBe2|A2AG (3FGA d2|egfe (3ded (3cBA|G2 FA G2:|