O but Ye be Merry: Difference between revisions
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{{Abctune | {{Abctune | ||
|f_tune_title=O but Ye be Merry | |f_tune_title=O but Ye be Merry | ||
|f_aka=O She's Comical | |||
|f_country=Scotland | |f_country=Scotland | ||
|f_genre=Scottish | |f_genre=Scottish | ||
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B/g/g d/g/g BGGB|A/a/A/a/ A/a/A/a/ B/a/B/a/ B/a/B/a/|c/a/c/a/ c/a/c/a/ cAAB| | B/g/g d/g/g BGGB|A/a/A/a/ A/a/A/a/ B/a/B/a/ B/a/B/a/|c/a/c/a/ c/a/c/a/ cAAB| | ||
d/f/d/f/ d/f/d/f/ c/f/c/e/ c/e/c/e/|B/g/B/g/ d/g/d/g/ BGG|| | d/f/d/f/ d/f/d/f/ c/f/c/e/ c/e/c/e/|B/g/B/g/ d/g/d/g/ BGG|| | ||
</pre> | |||
<pre> | |||
X:1 | |||
T:O but ye be Merry | |||
M:C| | |||
L:1/8 | |||
R:Reel | |||
B:Surenne - Dance Music of Scotland | |||
Z:AK/Fiddler's Companion | |||
K:Amix | |||
B||Oe<ee>=g f2 df|e2 ed cAAC|e<ee=g f2 df|B2 (d/=c/B/A/) B=GGB| | |||
e<ee>=g f2 df|e2 ed cAAc|d2 fd c2 ac|B2 (d/=c/B/A/) B=GG|| | |||
B|eAed {d}c2 A(c/d/)|eAed cAAc|eAed {d}c2 Ac|B2 (d/=c/B/A/) B=GGB| | |||
eAed {d}c2 A(c/d/)|eAed cAAc|dfdf cece|B2 (d/=c/B/A/) B=GGBO|| | |||
</pre> | </pre> | ||
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Revision as of 14:02, 13 September 2014
Tune annotations
X:1 T:O but ye be Merry M:C| L:1/8 R:Reel S:McGlashan - Reels (c. 1786) Z:AK/Fiddler's Companion K:Amix B|e/e/e eg f2 df|e2 ed cAAc|e/e/e eg f2 df|B2 cA BGGB| e/e/e eg f2 df|e2 ed cAAc|d2fd c2ec|B2gd BGG|| B|eAed c2 Ac/d/|eAed cAAc|eAed c2Ac|Bgdg BGGB| eAed c2 Ac/d/|eAed cAAc|dfdf cece|Bgdg BGG|| B|A/A/A a2 c/c/c a2|A/A/A a2 cAAc|A/A/A a2 c/c/c a2|B/B/B g2 BGGB| A/A/A a2 c/c/c a2|A/A/a a2 cAAc|dfdf cece|Bgdg BGG|| f/g/|a>bae c2 Af/g/|a>bae cAAf/g/|a>bae c2 Ac|g>agd BGGg| a>bae cAfg|a>bae cAAc|dfdf cece|Bgdg BGG|| AaAa BaBa|caca cAAB|AaAa caca|Bgdg BGGB| AaAa BaBa|caca cAAc|dfdf cece|Bgdg BGGB| A/a/a A/a/a B/a/a B/a/a|c/a/a A/a/a cAAB|A/a/a A/a/a c/a/a c/a/a| B/g/g d/g/g BGGB|A/a/A/a/ A/a/A/a/ B/a/B/a/ B/a/B/a/|c/a/c/a/ c/a/c/a/ cAAB| d/f/d/f/ d/f/d/f/ c/f/c/e/ c/e/c/e/|B/g/B/g/ d/g/d/g/ BGG||
X:1 T:O but ye be Merry M:C| L:1/8 R:Reel B:Surenne - Dance Music of Scotland Z:AK/Fiddler's Companion K:Amix B||Oe<ee>=g f2 df|e2 ed cAAC|e<ee=g f2 df|B2 (d/=c/B/A/) B=GGB| e<ee>=g f2 df|e2 ed cAAc|d2 fd c2 ac|B2 (d/=c/B/A/) B=GG|| B|eAed {d}c2 A(c/d/)|eAed cAAc|eAed {d}c2 Ac|B2 (d/=c/B/A/) B=GGB| eAed {d}c2 A(c/d/)|eAed cAAc|dfdf cece|B2 (d/=c/B/A/) B=GGBO||