Annotation:Port Athol (2): Difference between revisions
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'''PORT ATHOL [2].''' AKA and see "[[Hawk of Ballyshannon (The)]]," "[[Mr. Creagh's Irish Tune]]," "[[Mrs. O'Donnel]]," "[[O'Moore's Fair Daughter]]," "[[Seabhan na hÉirne]]." Scottish, Air (whole time). G Minor. Standard tuning (fiddle). AABB. Originally composed for a patron by early 17th century Ulster-born harper Rory Dall O'Cahan, who traveled into Scotland and long toured, playing to the great families of that country. Francis O’Neill says he was born c. 1646, though he is also recorded as having died around 1650. Atholl is in central Perthshire. | |f_annotation= | ||
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|f_printed_sources='''PORT ATHOL [2].''' AKA and see "[[Hawk of Ballyshannon (The)]]," "[[Mr. Creagh's Irish Tune]]," "[[Mrs. O'Donnel]]," "[[O'Moore's Fair Daughter]]," "[[Seabhan na hÉirne]]." Scottish, Air (whole time). G Minor. Standard tuning (fiddle). AABB. Originally composed for a patron by early 17th century Ulster-born harper Rory Dall O'Cahan, who traveled into Scotland and long toured, playing to the great families of that country. Francis O’Neill says he was born c. 1646, though he is also recorded as having died around 1650. Atholl is in central Perthshire. | |||
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(Forde mss: Port Atholl; The Native Music of Ireland (1841): Conchabhar ua Raghallaigh.) | (Forde mss: Port Atholl; The Native Music of Ireland (1841): Conchabhar ua Raghallaigh.) | ||
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Revision as of 00:46, 23 November 2023
X:1 T:Port Athol [2] M:C L:1/8 R:Air Q:"Slow" B:Oswald – Caledonian Pocket Companion, Book 8 (1760, p. 11) Z:AK/Fiddler’s Companion K:Gmin TB>A|G2G2TB3c|d2 g>a g3f|g2 (g/a/)b fdTcB|{Bc}d2 f>g f2 Td>c| TB2 TA>G G3B|F>GFD F2 Td>c|B>c (d/c/B/G/) FG Bc|d2 d2 (e/d/c) (d/c/B)| c2c2Tc2 (Bc)|Td2c2c2 (B>c)|d2g2 (gf)(df)|g3a g2 (g/a/b)| {g}f2 ed d2 (cd)|B>c (d/c/B/G/) F2 T(d>c)|TB2G2 (GF)(DF)|{F}G4 G2:| |:(B>c)|d2 c>d B2 g>a|{ga}b3g fdT(cB)|{Bc}d2 F2 FGBD|{E}F3G F2 Tf>e| {e}d2 TcB {B}f3d|{d}g2f2 b3a|(gf)(dc) B2 (B/c/d)|{d}c3 d c2 (B/c/d/e/)| f2 (=e/f/g) f2 (=e/f/)g|(fd)(cd) B2 c/d/f|g2 (ba) (gf)(df)|{f}g3 a g2 (g/a/b)| {g}f2d2 Td2 c>d|B>c (d/c/B/G/) F2 Td>c|{c}B2G2 (GF)(DF)|{F}G3A G2:|]