Souvenir Clog: Difference between revisions

Find traditional instrumental music
(Created page with "{{Abctune |f_tune_title=Souvenir Clog |f_composer=B.F. Dietrich |f_country=United States |f_genre=Contra |f_rhythm=Hornpipe/Clog |f_time_signature=4/4 |f_key=B |f_accidental=2...")
 
No edit summary
 
Line 41: Line 41:
Z:AK/Fiddler’s Companion
Z:AK/Fiddler’s Companion
K:Bb
K:Bb
(F>.E) | D>.F)(B>.F) d>BF>D | E>GB>G e>BG>E | F>Ac>A e>cA>c | B>df>d b>gd>B |  
(F>.E) | (D>.F)(B>.F) d>BF>D | E>GB>G e>BG>E | F>Ac>A e>cA>c | B>df>d b>gd>B |  
D>FB>F d>BF>D | E>BG>B e>GB>E | F>Ac>e a>ge>A | B>Bd>f b2 :|  
D>FB>F d>BF>D | E>BG>B e>GB>E | F>Ac>e a>ge>A | B>Bd>f b2 :|  
|| (b>.a) | (g>.e)B>e (3ggg b>g | f>dB>d f>=e_f>c | A>F=E>F (3_bbb A>g | (3fbf (3dfd (3BdB (3FBF |  
|| (b>.a) | (g>.e)B>e (3ggg b>g | f>dB>d f>=e_f>c | A>F=E>F (3_bbb A>g | (3fbf (3dfd (3BdB (3FBF |  

Latest revision as of 18:32, 8 September 2021


Souvenir Clog  Click on the tune title to see or modify Souvenir Clog's annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Special:Browse/:Souvenir Clog
Query the Archive
Query the Archive
 Theme code Index    3L13H5L 4L146L
 Also known as    
 Composer/Core Source    Biography:B.F. Dietrich
 Region    United States
 Genre/Style    Contra
 Meter/Rhythm    Hornpipe/Clog
 Key/Tonic of    B
 Accidental    2 flats
 Mode    Ionian (Major)
 Time signature    4/4
 History    USA(New England)
 Structure    AAB
 Editor/Compiler    Biography:William Bradbury Ryan
 Book/Manuscript title    Book:Ryan's Mammoth Collection
 Tune and/or Page number    p. 158
 Year of publication/Date of MS    1883
 Artist    
 Title of recording    
 Record label/Catalogue nr.    
 Year recorded    
 Media    
 Score   (1)   



X:1 T:Souvenir M:C L:1/8 R:(Lancashire) Clog S:Ryan’s Mammoth Collection (1883) Z:AK/Fiddler’s Companion K:Bb (F>.E) | (D>.F)(B>.F) d>BF>D | E>GB>G e>BG>E | F>Ac>A e>cA>c | B>df>d b>gd>B | D>FB>F d>BF>D | E>BG>B e>GB>E | F>Ac>e a>ge>A | B>Bd>f b2 :| || (b>.a) | (g>.e)B>e (3ggg b>g | f>dB>d f>=e_f>c | A>F=E>F (3_bbb A>g | (3fbf (3dfd (3BdB (3FBF | G>Be>G F>Bd>F | E>Gc>E D>FB>F | (3G^FG (3AGA (3BAB (3cBc | (3dBF (3BFD B,2 ||