Fly By Night (2)

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Fly By Night (2)  Click on the tune title to see or modify Fly By Night (2)'s annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Browse/:Fly By Night (2)
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 Theme code Index    1L3L5L1 375#4
 Also known as    Best Shot, Lancashire Clog Hornpipe
 Composer/Core Source    
 Region    United States
 Genre/Style    Contra
 Meter/Rhythm    Hornpipe/Clog
 Key/Tonic of    B
 Accidental    2 flats
 Mode    Ionian (Major)
 Time signature    4/4
 Structure    AA'BB'
 Editor/Compiler    William Bradbury Ryan
 Book/Manuscript title    Ryan's Mammoth Collection
 Tune and/or Page number    p. 160
 Year of publication/Date of MS    1883
 Title of recording    
 Record label/Catalogue nr.    
 Year recorded    
 Score   (1)   

X:1 T:Lancashire Clog Hornpipe M:2/4 L:1/8 R:Hornpipe B:George H. Coes - Coes Album of Jigs and Reels for the Violin (1876, p. 75) Z:AK/Fiddler’s Companion K:Bb SB,/F/D/B/ F/d/B/f/|d/b/a/g/ ^f/g/e/c/|A/c/F/c/ A/c/g/f/|_e/c/A/F/ =E/F/_E/C/| B,/F/D/B/ F/d/B/f/|d/b/a/g/ ^f/g/e/c/|A/c/F/c/ A/c/g/f/|1 e/F/G/A/ B/G/F/D/:|2 e/F/G/A/ B/B/A/B/|| d/c/=B/c/ _b/c/B/c/|d/c/=B/c/ a/c/B/c/|g/c/=B/c/ =e/c/b/c/|(3b/a/g/ (3f/=e/d/ c/c/=B/c/| d/c/=B/c/ _b/c/B/c/|d/c/=B/c/ a/c/B/c/|d/c/=e/c/ g/c/e/g/|f/=e/_e/c/ A/F/_E/C/!D.C.!||

X: 1 T: Fly By Night [2] M: 4/4 L: 1/8 Q: 325 S: Luke O'Malley vol 1 (from Andy McGann / Larry Redican) Z: Transcribed by Bill Black R: Hornpipe K: Bb B,FDB FdBf | dbag ^fgec | (3AcA FA cege | ecAF =EF_EC | B,FDB FdBf | dbag ^fgec | (3AcA FA cegf |1 ecGA B2 DC :|2 ecGA B2 AB || dc=Bc bc=Bc | dc=Bc ac=Bc | dc=Bc gc=Bc | (3bag (3f=ed c2 =Bc | dc=Bc bc=Bc | dc=Bc ac=Bc | c2 bg =ecBG | F=EFG (3FGF (3_EDC ||

X:1 T:Fly by Night Clog M:C| L:1/8 S:White's Unique Collection (1896), No. 147 Z:AK/Fiddler's Companion R:Clog K:Bb (B,>.F)(D>.B) F>dB.f | d>ba>g ^f>ge>c | A>cF>c A>cg>f | e>cA>F =E>F_E>C | B,>FD>B F>dB>f | d>ba>g ^f>ge>c | A>cF>c A>cg>f |1 e>FG>A Bz z2 :|2 e>Fg>A Bz || (AB) | (d>c)(=B>c) b>cB>c | d>c=B>c a>cB>c | d>c=B>c g>cB>c | (3bag (3f=ed c2 (=B>.c) | d>c=B>c _bc>B>c | d>c=B>c a>cB>c | c>c=e>c g>cd>e | f>=e_e>c A>FE>C ||