Cudgel (The): Difference between revisions
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{{Abctune | {{Abctune | ||
|f_tune_title=Cudgel (The) | |f_tune_title=Cudgel (The) | ||
|f_aka=Cummilum, Dusty Miller (The), Honeymoon (The) | |f_aka=Cudgell (The), Cummilum, Dusty Miller (The), Honeymoon (The) | ||
|f_country=Scotland | |f_country=Scotland | ||
|f_genre=Scottish | |f_genre=Scottish | ||
|f_rhythm=Slip/Hop Jig | |f_rhythm=Country Dance, Slip/Hop Jig | ||
|f_key=G | |||
|f_accidental=1 sharp | |||
|f_mode=Ionian (Major) | |||
|f_structure=AABB | |||
|f_book_title=Selection of Scotch English Irish and Foreign Airs vol. 3 | |||
|f_collector=James Aird | |||
|f_year=1788 | |||
|f_page=No. 442, p. 172 | |||
|f_theme_code_index=11H3 11H4 | |||
}} | }} | ||
< | <!-- REPLACE THE ABC CODE BETWEEN THE <PRE> </PRE> TAGS --> | ||
</ | |||
---- | ---- | ||
<pre> | |||
X:1 | |||
T:Cudgell, The | |||
M:9/8 | |||
L:1/8 | |||
R:Country Dance | |||
B:James Aird – Selection of Scotch, English, Irish and Foreign Airs, vol. 3 (Glasgow, 1788, No. 442, p. 172) | |||
N:”Humbly dedicated to the Volunteers and Defensive Bands of Great Britain and Ireland” | |||
Z:AK/Fiddler’s Companion | |||
K:G | |||
GBd gdc B>AB|GBd gdB Tc2 B/A/| | |||
GBd g>ag/f/ gdB|c>dc A<=FA Tc2A:| | |||
|:ded TB.G.G TB.G.G|ded TB.G.G Tc2A| | |||
ded TBGG TBGB|cdc (A=F).A Tc2A| | |||
Ded TBGG TBGG|ded TBGB c2 B/A/| | |||
GBd g>ag/f/ gdB|cdc TA=FA c2A:|] | |||
</pre> | </pre> | ||
---- | ---- | ||
< | [[ANNOTATION:{{PAGENAME}}|Tune annotations]] | ||
< | <!-- REPLACE THE ABC CODE BETWEEN THE <PRE> </PRE> TAGS --> | ||
</ |
Revision as of 04:58, 20 January 2013
X:1 T:Cudgell, The M:9/8 L:1/8 R:Country Dance B:James Aird – Selection of Scotch, English, Irish and Foreign Airs, vol. 3 (Glasgow, 1788, No. 442, p. 172) N:”Humbly dedicated to the Volunteers and Defensive Bands of Great Britain and Ireland” Z:AK/Fiddler’s Companion K:G GBd gdc B>AB|GBd gdB Tc2 B/A/| GBd g>ag/f/ gdB|c>dc A<=FA Tc2A:| |:ded TB.G.G TB.G.G|ded TB.G.G Tc2A| ded TBGG TBGB|cdc (A=F).A Tc2A| Ded TBGG TBGG|ded TBGB c2 B/A/| GBd g>ag/f/ gdB|cdc TA=FA c2A:|]