Rising Sun (2) (The)
X:1 % T:Rising Sun, The M:C| L:1/8 R:”Stylish Reel” S:Daniel Kelleher S:P.D. Reidy music manuscript collection, London, 1890’s (No. 28) N:”Professor” Patrick Reidy of Castleisland was a dancing N:master engaged by the Gaelic League in London to teach N:dance classes. He introduced “Siege of Ennis” and “Walls N:of Limerick” ceili dances and wrote a treatise on dancing. N:Reidy's source, Daniel Kelleher, was variously said to have been N:from Castleisland, Sliabh Luachra region, County Kerry, or from N:the native-Irish speaking region of Achadh Bolg, Múscraigh, in N:County Cork. Reg Hall (2017) also found a reference to Kelleher N:as one of the soloists who accompanied step dancing exhibitions N:at Gaelic League events in London between 1897 and 1901. According N:to Hall, Kelleher was a young fiddle player active within the N:Gaelic League. His name is attached to thirteen tunes in Reidy’s N:collection. F: http://rarebooks.library.nd.edu/digital/bookreader/MSE_1434-1/#page/1/mode/1up Z:AK/Fiddler’s Companion K:D (dD)DB (AD)FA|(3Bcd eg (fd)ec|(dD)DB (AG)FD|(3EFG FE (DF)Ac| (dD)DB (AD)FA|(3Bcd eg (fd)ec|(dc)dB (AG)FD|(3EFG FE (DF)Ac|| (de)fg (af)ed|(3cBA fa eafa|(de)fg a2 af|(gf)af (gf)ec| (de)fg (af)ed|(3cBA fa (ea)fa|(df)ff (dg)gg|(fe)dc dgfe||
X:1
%
T:Rising Sun [2]
M:C|
L:1/8
R:Reel
S:O’Neill – Dance Music of Ireland: 1001 Gems (1907), No. 608
Z:AK/Fiddler’s Companion
K:D
(fe)| d2 FB A2 FA | (3Bcd e(g fd)Bc | d2 FB (AG)F(D | (3EFG) FE D(gfe) |
d2 FB A2 FA |(3Bcd e(g fdB)c | d(cdB) AGF(D | (3EFG) FE D2 ||
Ac | d(efg) afe(d|(3cBA) eA fAec|d(efg) afe(d|(3cBA) Bc d2 (3ABc|
d(efg) afe(d|(3cBA) eA fAec|dfff dggg|f(gfe) d2||
(3efg|(afb)(f af)df|gfed cd (3efg|(afb)(f af)df|aba(g fd) (3efg|
(af)b(g a)fdf|gf(ed fd)Bc|d2 FG A2 d(e|fa)ef d2||
X:1
%
T:Rising of the Sun [1], The
M:C|
L:1/8
R:Hornpipe
B:Roche - Collection of Traditional Irish Music vol. 2 (1912, No. 221)
Z:AK/Fiddler's Companion
K:D
(3gfe|d2 F>B A2 F>A|((3Bcd e>)g (f>B(3cBA)|d2 F>B A2 F>D|E>GF>E Dgfe|
d2 F>B A2 F>A|((3Bcd e>)g (f>B(3cBA)|~d2-d>B A2 F>A|B>dc>B A2:|
|:A2|d>ef>g a>fe>d|(3cBA eA fA eA|d>ef>g a>fe>d|(3cBA B>Cd3A|
d>ef>g a>fe>d|(3cBA eA fA eA|1 d>ef>g a>ba>g|f>gf>e d2:|
|2 df (3fff dg (3ggg|f>gf>e d>gf>e||