Will You Go to Flanders?: Difference between revisions

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|f_accidental=1 sharp
|f_accidental=1 sharp
|f_mode=Ionian (Major)
|f_mode=Ionian (Major)
|f_structure=AABB, AABBCCDD,
|f_book_title=Scots Tunes Book 2
|f_book_title=Scots Tunes Book 2
|f_collector=William McGibbon
|f_collector=William McGibbon
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|f_page=p. 30
|f_page=p. 30
|f_theme_code_index=5553 6661H
|f_theme_code_index=5553 6661H
|f_score=0
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d'2(c'b) c'2(ba) |{c'}b2(ag) {b}a2(gf) |{a}g2 (fe) (de)dB | d6 (bc') |  
d'2(c'b) c'2(ba) |{c'}b2(ag) {b}a2(gf) |{a}g2 (fe) (de)dB | d6 (bc') |  
(d'c')(ba) (gf)(ed) | T(ede)f g(edc) | B4 TA4{G/A/} | G8 :|]
(d'c')(ba) (gf)(ed) | T(ede)f g(edc) | B4 TA4{G/A/} | G8 :|]
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f2F2 fagf|{f}e4 {d}c4|d2 d/e/f c2A2|c4 d3e|
f2F2 fagf|{f}e4 {d}c4|d2 d/e/f c2A2|c4 d3e|
f2e2Td2c2|d4 {de}f4|c2 BA BAGA|F6||
f2e2Td2c2|d4 {de}f4|c2 BA BAGA|F6||
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Z:AK/Fiddler’s Companion
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G|Gddd (e2{ef}g2)|(d<B) T(A>G) G3 {de}f|(gfg)a Tf2 (e>d)|
G|Gddd (e2{ef}g2)|(d<B) T(A>G) G3 {de}f|(gfg)a Tf2 (e>d)|(e>f)T(e>d) d3 (e/f/)|
(e>f)T(e>d) d3 (e/f/)|(gf)ga Tf2 (e>d)|eg {e}dB d2 (ef)|(gf)(ed) e2 {ef}g2|
(gf)ga Tf2 (e>d)|eg {e}dB d2 (ef)|(gf)(ed) e2 {ef}g2|(d<B) T(A>G) G3:|
(d<B) T(A>G) G3::G|G2 A(B/d/) (e2{ef}g2)|E2 {d}c(B/A/)G3d|
|:G|G2 A(B/d/) (e2{ef}g2)|E2 {d}c(B/A/)G3d|g b2 (a/g/) Tf2 Te>d|B2 Te>d d3G|
g b2 (a/g/) Tf2 Te>d|B2 Te>d d3G|g3 (3b/a/g f3 (3a/g/f/|
g3 (3b/a/g f3 (3a/g/f/|eg {e}dB d3G|g3 (3f/e/d/ e2 {ef}g2|(d<B) T(A>G) G3:|]
eg {e}dB d3G|g3 (3f/e/d/ e2 {ef}g2|(d<B) T(A>G) G3:|]
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__NOTITLE__

Latest revision as of 00:47, 17 September 2023


Will You Go to Flanders?  Click on the tune title to see or modify Will You Go to Flanders?'s annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Special:Browse/:Will You Go to Flanders?
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 Theme code Index    5553 6661H
 Also known as    Harp that once through Tara's halls (The), Gramachree, Gradh no chroidhe, Molly Asthore, Little Molly O!, Harp that Once (The), Will you to Flanders?
 Composer/Core Source    
 Region    Scotland
 Genre/Style    Scottish
 Meter/Rhythm    Air/Lament/Listening Piece, Reel (single/double)
 Key/Tonic of    G
 Accidental    1 sharp
 Mode    Ionian (Major)
 Time signature    2/2
 History    
 Structure    AABB, AABBCCDD
 Editor/Compiler    William McGibbon
 Book/Manuscript title    Book:Scots Tunes Book 2
 Tune and/or Page number    p. 30
 Year of publication/Date of MS    c. 1746
 Artist    
 Title of recording    
 Record label/Catalogue nr.    
 Year recorded    
 Media    
 Score   (0)   




X:1 T:Will you go to Flanders? M:C| L:1/8 Q:"Lively" S:McGibbon – Scots Tunes, Book 2 (c. 1746) Z:AK/Fiddler’s Companion K:G d3ed2B2 | e4 (ef)g2 |{e}d2 (cB) TA3G | G6(d/e/f) | g2G2g(bag) | Tf4e2d2 | (e2fg) Te3d | d6 ef | g2d2b2(ag) | f2d2a2(gf) | e2B2g2B2 | d6 ef | g2g2(gfed) | Te4(efg2) | d2(cB) TA3G | G8 :| |: d(GBd) (edB)d | edef g2(fe) | d2(cB) (cB)(AB) | G6ba | g2(g/a/b)a2g2 | f2(f/g/a)g2f2 | e2(e/f/g) Te3d | d6 (ef) | g2G2 g(bag) | f2F2f(agf) | edef T(gfg)B | d6ef | g2(ba) (gf)(ed) | (ede)f g2(fe) | d2(cB) cBAB | G8 :| |: GABc d2 T(cB) | cdef g2fe | d(gfe) (dc)(BA) | G6ef | gdga g(bag) | fdfg f(agf) | edef (gf)T(e>d) | d6 ef | gdbd gdbd | fdad fdad | eBgB eBgB | d6 ef | g(bag) Tf2(ed) | T(ede)f g2 T(fe) | d(gfe) (dcBA) | G8 :| |: dBGB dBGB | ecGc ecGc | dBGc (B2TA2) | G6 ef | gdBd gdBd | afdf afdf | (ba)(gf) Te3d | d6(bc') | d'2(c'b) c'2(ba) |{c'}b2(ag) {b}a2(gf) |{a}g2 (fe) (de)dB | d6 (bc') | (d'c')(ba) (gf)(ed) | T(ede)f g(edc) | B4 TA4{G/A/} | G8 :|]


X:2 T:Will You Go to Flanders M:C| L:1/8 R:Air B:Moffat – Minstrelsy of Ireland (Appendix, p. 342) N:Transcribed from McGibbon’s “Scots Tunes, bk.ii.," 1746, p. 2 Z:AK/Fiddler’s Companion K:F AB|c3d c2A2|c4 d3 e/f/|c2A2 BAGA|{G}F6 c/d/e| f2F2 fagf|{f}e4 {d}c4|d2 d/e/f Td3c|c6 de| f2F2 fagf|{f}e4 {d}c4|d2 d/e/f c2A2|c4 d3e| f2e2Td2c2|d4 {de}f4|c2 BA BAGA|F6||


X:1 T:Will you to Flanders M:C L:1/8 R:Air Q:"Slow" B:James Oswald – Caledonian Pocket Companion, vol. 1 (1760, p. 36) Z:AK/Fiddler’s Companion K:G G|Gddd (e2{ef}g2)|(d<B) T(A>G) G3 {de}f|(gfg)a Tf2 (e>d)|(e>f)T(e>d) d3 (e/f/)| (gf)ga Tf2 (e>d)|eg {e}dB d2 (ef)|(gf)(ed) e2 {ef}g2|(d<B) T(A>G) G3:| |:G|G2 A(B/d/) (e2{ef}g2)|E2 {d}c(B/A/)G3d|g b2 (a/g/) Tf2 Te>d|B2 Te>d d3G| g3 (3b/a/g f3 (3a/g/f/|eg {e}dB d3G|g3 (3f/e/d/ e2 {ef}g2|(d<B) T(A>G) G3:|]