Is Your Graith in Order: Difference between revisions
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{fg}a>gTf>e Td>efd|(3efg (3fga {f}e>F TE>F| D/D/D D>d {B}A>FD:| | {fg}a>gTf>e Td>efd|(3efg (3fga {f}e>F TE>F| D/D/D D>d {B}A>FD:| | ||
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X:1 | |||
T:Is Your Graith in Order | |||
M:C | |||
L:1/16 | |||
R:Strathspey | |||
B:Davies Caledonian Repository (c. 1829, p. 83) | |||
F: https://deriv.nls.uk/dcn23/1038/3103/103831035.23.pdf | |||
Z:AK/Fiddler’s Companion | |||
K:D | |||
F2|DDD2 (A3B) A3FE2F2|DDD2 (A3B) A3FA2B2|A3FA2B2 A3FE2F2| | |||
DDD2 (A3B) A3Bd2e2|f3dg3f e3FE3F|DDD2 (A3B) A2F2D2:| | |||
|:g2 f3dd3f g3fe3g|f2d2d3f agfe d3g|f3dd2f2 g3fe2(fg)| | |||
a3gf2e2 d3ef2d2|(efg2) (fga2) e3FE3F|DDD2 (d3B) A2F2D2:| | |||
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|:g|f>dd>f g>feg|fdd>f a/g/f/e/ d>g|f>dd>f g>f (ef/g/)| | |:g|f>dd>f g>feg|fdd>f a/g/f/e/ d>g|f>dd>f g>f (ef/g/)| | ||
a>gfe d>efd|(e/f/g) (f/g/a) e>FE>F|D/D/D d>B AFD:|] | a>gfe d>efd|(e/f/g) (f/g/a) e>FE>F|D/D/D d>B AFD:|] | ||
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Latest revision as of 21:25, 16 June 2023
X: 1 T:Is your Graith in Order T:Whipman's Rant, The M:C L:1/8 Q:"Slowish" B:Gow - Complete Repository Part First (Edinburgh, 1799), p. 4 F:https://hms.scot/prints/copy/10/ Z:AK/Fiddler's Companion K:D F|D/D/D A>B {B}A>FEF|D/D/D A>B A>F AB |A>FAB {B}A>FTE>F| D/D/D A>B A>BTd>e|f>d{ef}g>f {f}e>F TE>F|D/D/D A>B {B}AFD:| g|f>dTd>f Tg>feg|f>dd>f a/g/f/e/ d>g|Tf>ddf Tg>f ef/g/| {fg}a>gTf>e Td>efd|(3efg (3fga {f}e>F TE>F| D/D/D D>d {B}A>FD:|
X:1
T:Is Your Graith in Order
M:C
L:1/16
R:Strathspey
B:Davies Caledonian Repository (c. 1829, p. 83)
F: https://deriv.nls.uk/dcn23/1038/3103/103831035.23.pdf
Z:AK/Fiddler’s Companion
K:D
F2|DDD2 (A3B) A3FE2F2|DDD2 (A3B) A3FA2B2|A3FA2B2 A3FE2F2|
DDD2 (A3B) A3Bd2e2|f3dg3f e3FE3F|DDD2 (A3B) A2F2D2:|
|:g2 f3dd3f g3fe3g|f2d2d3f agfe d3g|f3dd2f2 g3fe2(fg)|
a3gf2e2 d3ef2d2|(efg2) (fga2) e3FE3F|DDD2 (d3B) A2F2D2:|
X:1
T:Is Your Graith in Order
M:C
L:1/8
R:Strathspey
B:Manson – Hamilton’s Universal Tune Book, vol. 2 (1846, p. 49)
Z:AK/Fiddler’s Companion
K:D
F|D/D/D (A>B) A>FEF|D/D/D (A>B) A>FAB|A>FAB A>FEF|
D/D/D A>B A>Bde|f>dg>f e>FE>F|D/D/D A>B AFD:|
|:g|f>dd>f g>feg|fdd>f a/g/f/e/ d>g|f>dd>f g>f (ef/g/)|
a>gfe d>efd|(e/f/g) (f/g/a) e>FE>F|D/D/D d>B AFD:|]