Revision as of 04:02, 15 January 2014

Moran's Hornpipe Click on the tune title to see or modify Moran's Hornpipe's annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Special:Browse/:Moran's Hornpipe Query the Archive
Theme code Index	3213 5451H
Also known as	Gallagher's Fancy, Leitrim Fancy (1) (The), Moran's Fancy
Composer/Core Source
Region	Ireland
Genre/Style	Irish
Meter/Rhythm	Hornpipe/Clog
Key/Tonic of	D
Accidental	2 sharps
Mode	Ionian (Major)
Time signature	4/4
History
Structure	AABB
Editor/Compiler	Francis O'Neill
Book/Manuscript title	Book:Waifs and Strays of Gaelic Melody
Tune and/or Page number
Year of publication/Date of MS	1922
Artist	Biography:Michael Gallagher
Title of recording	Moran's Hornpipes
Record label/Catalogue nr.	Gennett 5451 (78 RPM)
Year recorded	1924
Media
Score ()

Tune annotations

X: 2
T: Moran's
R: hornpipe
M: 4/4
L: 1/8
Z: Nigel Gatherer
K: Dmaj
A>G | F>GE>F D>EF>G | A>BG>B A2 d>e | f2 (3ef^g a>fe>c | d>BA>F G2
A>G | (3FGF (3EFE D>EF>G | A>BG>B A2 d>e | f2 (3ef^g a>fe>c | d2 d>c d2 :|
ze | f>ef>^g a>=ge>g | f>ef>^g a2 e>^g | a>=ge>c d>fe>c | d>cA>F G2
a>g | f>ef>^g a>=ge>g | f>ef>^g a2 (3ef^g | a>=ge>c d>fe>c | d2 (3edc d2 :|

Tune annotations

@@ Line 5: / Line 5: @@
 |f_genre=Irish
 |f_rhythm=Hornpipe/Clog
-|f_time_signature=2/2
+|f_time_signature=4/4
+|f_key=D
+|f_accidental=2 sharps
+|f_mode=Ionian (Major)
+|f_structure=AABB
 |f_book_title=Waifs and Strays of Gaelic Melody
 |f_collector=Francis O'Neill
 |f_year=1922
+|f_theme_code_index=3213 5451H
 |f_player=Michael Gallagher
 |f_album=Moran's Hornpipes
 |f_label=Gennett 5451 (78 RPM),
 |f_recording_date=1924
 }}
@@ Line 18: / Line 23: @@
 ----
 <pre>
-X:0
+X: 2
-T: No Score
+T: Moran's
-C: The Traditional Tune Archive
+R: hornpipe
-M:
+M: 4/4
-K:
+L: 1/8
-x
+Z: Nigel Gatherer
+K: Dmaj
+A>G | F>GE>F D>EF>G | A>BG>B A2 d>e | f2 (3ef^g a>fe>c | d>BA>F G2
+A>G | (3FGF (3EFE D>EF>G | A>BG>B A2 d>e | f2 (3ef^g a>fe>c | d2 d>c d2 :|
+ze | f>ef>^g a>=ge>g | f>ef>^g a2 e>^g | a>=ge>c d>fe>c | d>cA>F G2
+a>g | f>ef>^g a>=ge>g | f>ef>^g a2 (3ef^g | a>=ge>c d>fe>c | d2 (3edc d2 :|
 </pre>
 ----