Camstronnan's Rant: Difference between revisions
(Created page with "{{Abctune |f_tune_title=Camstronnan's Rant |f_aka=Camstroden's Rant, Camstrodden's Rant, Card and Spin, Jack in the West, Mr. McPhadden's Favorite |f_country=Scotland |f_genre=Sc...") |
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|f_tune_title=Camstronnan's Rant | |f_tune_title=Camstronnan's Rant | ||
|f_aka=Camstroden's Rant, Camstrodden's Rant, Card and Spin, Jack in the West, Mr. McPhadden's Favorite | |f_aka=Camstroden's Rant, Camstrodden's Rant, Card and Spin, Jack in the West, Mr. McPhadden's Favorite | ||
|f_country=Scotland | |f_country=Scotland, Ireland | ||
|f_genre=Scottish | |f_genre=Irish, Scottish | ||
|f_rhythm=Country Dance, Slip/Hop Jig | |f_rhythm=Country Dance, Slip/Hop Jig | ||
|f_time_signature=9/8 | |f_time_signature=9/8 | ||
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|f_mode=Mixolydian | |f_mode=Mixolydian | ||
|f_structure=AABB | |f_structure=AABB | ||
|f_book_title= | |f_book_title=Hibernia Collection (The) | ||
|f_collector= | |f_collector=Patrick O'Flannagan | ||
|f_year= | |f_year=1860 | ||
|f_page= | |f_page=p. 4 | ||
|f_theme_code_index=113 7b64 | |f_theme_code_index=113 7b64 | ||
}} | }} | ||
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<pre> | <pre> | ||
X:1 | X:1 | ||
T:Camstroden's Rant | |||
M:9/8 | |||
L:1/8 | |||
B:O'Flannagan - The Hibernia Collection (Boston, 1860, p. 4) | |||
N:This is one of Elias Howe's publications | |||
Z:AK/Fiddler's Companion | |||
K:D | |||
D2d D2E F3|=C2c B2A GEC|D2d D2E F3|D2d cBc d3:| | |||
d2e f2g e3|c2d e2f gfe|age gfe d3|A2d c2B AFD:|| | |||
</pre> | |||
<pre> | |||
X:2 | |||
T:Camstronnan's Rant | T:Camstronnan's Rant | ||
M:9/8 | M:9/8 |
Revision as of 15:58, 13 February 2012
X:1 T:Camstroden's Rant M:9/8 L:1/8 B:O'Flannagan - The Hibernia Collection (Boston, 1860, p. 4) N:This is one of Elias Howe's publications Z:AK/Fiddler's Companion K:D D2d D2E F3|=C2c B2A GEC|D2d D2E F3|D2d cBc d3:| d2e f2g e3|c2d e2f gfe|age gfe d3|A2d c2B AFD:||
X:2 T:Camstronnan's Rant M:9/8 L:1/8 R:Country Dance Tune K:D d || D2d D2E F2F | =C2c B2A GEC | D2d D2E F3 | D2d cBc d2 :| d |: d2e f2g e2e | c2d e2f gfe | agf gfe d3 | A2d =c2B AFD :||