Melody of Cynwyd (The)

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Melody of Cynwyd (The)  Click on the tune title to see or modify Melody of Cynwyd (The)'s annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Browse/:Melody of Cynwyd (The)
 Theme code Index    3115 6246
 Also known as    Cynwidd, Dargason, Mwynen Cynwyd, Sedany
 Composer/Core Source    
 Region    England
 Genre/Style    Welsh
 Meter/Rhythm    Air/Lament/Listening Piece
 Key/Tonic of    F
 Accidental    1 flat
 Mode    Ionian (Major)
 Time signature    6/8
 History    ENGLAND(Wales)
 Structure    AB
 Editor/Compiler    Edward Jones
 Book/Manuscript title    Musical and Poetical Relicks of the Welsh Bards
 Tune and/or Page number    p. 129
 Year of publication/Date of MS    1784
 Artist    
 Title of recording    
 Record label/Catalogue nr.    
 Year recorded    
 Media    
 Score   (1)   





X:1 T:Mmynen Cynwyd T:Melody of Cynwyde, The M:6/8 L:1/8 R:Air Q:"Tenderly" B:Edward Jones – Musical and Poetical Relicks of the Welsh Bards (1784, p. 129) Z:AK/Fiddler’s Companion K:F c|AFF F2F|FAc cBA|dGG G2G|Bcd dcB| AFF F2F|FAc cBA|BAB Gdc|BAB G2:| |:d2f d2f|d2f dBd|c2f c2f|c2f cAc| dGG G2G|B2c dcB|ecc d=BB|cd_e dcB| AFF F2F|FAc cBA|dGG G2G|B>dc dcB| c3- AFA|d3- BGB|(A>B)c cdB|A>BG F3| {CFA}c3- AFA|d3- BGB|A>Bcc dB|A>BG F2||

X:1 T:Mwynen Cynwyd T:Melody of Cynwyd, The M:6/8 L:1/8 R:Air Q:”Tenderly” O:Welsh B:Edward Jones - ”A choice collection of 51 Welsh airs” (1863, p. 31) N:Edward Jones (1752-1824) advertised himself as "harper to his late Majesty N:King George the Fourth, when Prince of Wales." Z:AK/Fiddler’s Companion K:F c|AFF F2F|FAc cBA|dGG G2G|B>cd dcB|AFF F2F|FAc cBA| BAB Gdc|BAB G2:|z|d2f d2f|d2f dBd|c2f c2f|c2f cAc| dGG G2G|B2c dcB |ecc d=BB|cd_e dcB|AFF F2F|FAc cBA| dGG G2G|B>dc dcB|(c3 AF)A|(d3B)GB|(A>Bc) cdB| A>BG F3|{CFA}(c3 AF)A|(d3 BGB|A>Bcc dB|A>BG F2:|

X:1 T:Cynwidd M:6/8 L:1/8 R:Country Dance Tune S:Howe - 1000 Jigs and Reels (c. 1867) Z:AK/Fiddler's Companion K:F c | A2F F2F | FAc cBA | d2G G2G | Bcd dcB | A2F F2F | FAc cBA | (BAB) (Gc)B | A2F F2 || c | d2f d2B | d2f dBd | c2f c2A | c2f cAF | d2G G2G | B2c dcB | ABc def | ABG F2 ||