Whaur will bonnie Ann lie i' the cauld nights o' winter O!
X: 1
T: WHAUR WILL BONNIE ANN LIE I' THE CAULD NIGHTS
T:O' WINTER O!
O: Scottish air.
%R: strathspey
B: W. Hamilton "Universal Tune-Book" Vol. 2 Glasgow 1846 p.110 #3
S: http://s3-eu-west-1.amazonaws.com/itma.dl.printmaterial/book_pdfs/hamiltonvol2web.pdf
Z: 2016 John Chambers <jc:trillian.mit.edu>
M: C
L: 1/16
K: A
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cB |\
A2a2a3f (ef)(ed) {d}c4 | B2{f}=g2g3e (de)(d=c) {c}B4 |A2a2a3f (ef)(ed) d3e |
(dc)(BA) (BA)(Bd) c2A2A2 :||: (cd) |(ed)(cB) (AB)(cd) e2e2 {d}c4 |
(d=c)(BA) (=GA)(Bc) d2d2 {c}B4 |(ed)(^cB) (AB)(cd) e3e c3e | (dc)(BA) (GA)(Bd) c2A2A2 :|
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Whaur will bonnie Ann lie i' the cauld nights o' winter O! Click on the tune title to see or modify Whaur will bonnie Ann lie i' the cauld nights o' winter O!'s annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Special:Browse/:Whaur will bonnie Ann lie i' the cauld nights o' winter O!![]() | |
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Theme code Index | 11H53 27b52 |
Also known as | John Peel, Red House, Where will Our Good Man Lay? (1) |
Composer/Core Source | |
Region | Scotland |
Genre/Style | Scottish |
Meter/Rhythm | Air/Lament/Listening Piece, Strathspey |
Key/Tonic of | A |
Accidental | 3 sharps |
Mode | Ionian (Major) |
Time signature | 4/4 |
History | |
Structure | AABB |
Editor/Compiler | Biography:James Manson |
Book/Manuscript title | Book:Hamilton's Universal Tune Book vol. 2 |
Tune and/or Page number | p. 110 |
Year of publication/Date of MS | 1846 |
Artist | |
Title of recording | |
Record label/Catalogue nr. | |
Year recorded | |
Media | |
Score (1) |
X:1
T:Whaur will bonnie Ann lie i’ the cauld nights o’ winter O!
M:C
L:1/8
B:Elias Howe – Musician’s Omnibus Nos. 6 & 7 (Boston, 1880-1882, p. 621)
B: http://ks4.imslp.net/files/imglnks/usimg/c/c7/IMSLP601433-PMLP562790-ONeill_Rare_Medium_M40_M8_v6.7_text.pdf
Z:AK/Fiddler’s Companion
K:A
c/B/|Aaa>g (e/f/)(e/d/) {d}c2|B{f}=gg>e (d/e/)(d/=c/) {c}B2|Aaa>f (e/f/)(e/d/) d>e|
(d/c/)(B/A/) (G/A/)(B/d/) cAA:||:(c/d/)|(e/d/)(c/B/) (A/B/)(c/d/) ee {d}c2|
(d/=c/)(B/A/) (=G/A/)(B/c/) dd {c}B2|(e/d/)(^c/B/) (A/B/)(c/d/) e>e c>e|(d/c/)(B/A/) (G/A/)(B/d/) cAA:|]