Sandmount (The): Difference between revisions

Find traditional instrumental music
(Created page with "{{Abctune |f_tune_title=Sandmount (The) |f_aka=Mick Hand's Reel, Sandpiper (The), Sandymount Reel |f_country=Ireland |f_genre=Irish |f_rhythm=Reel (single/double) |f_time_sign...")
 
No edit summary
Line 13: Line 13:
|f_collector=Brian & Eithne Vallely
|f_collector=Brian & Eithne Vallely
|f_year=1976
|f_year=1976
|f_page=p. 29
|f_page=No. 29, p. 17
|f_theme_code_index=5111 5L4L5L4L
|f_theme_code_index=5111 5L4L5L4L
|f_player=De Danann
|f_player=De Danann

Revision as of 01:56, 26 July 2018


Sandmount (The)  Click on the tune title to see or modify Sandmount (The)'s annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Special:Browse/:Sandmount (The)
Query the Archive
Query the Archive
 Theme code Index    5111 5L4L5L4L
 Also known as    Mick Hand's Reel, Sandpiper (The), Sandymount Reel
 Composer/Core Source    
 Region    Ireland
 Genre/Style    Irish
 Meter/Rhythm    Reel (single/double)
 Key/Tonic of    A
 Accidental    1 sharp
 Mode    Dorian
 Time signature    2/2, 4/4
 History    
 Structure    AAB
 Editor/Compiler    Biography:Brian & Eithne Vallely
 Book/Manuscript title    Book:Learn to Play Tin Whistle with the Armagh Pipers Club vol. 2
 Tune and/or Page number    No. 29, p. 17
 Year of publication/Date of MS    1976
 Artist    Biography:De Danann
 Title of recording    Selected Jigs Reels and Songs
 Record label/Catalogue nr.    Shanachie 79001
 Year recorded    1978
 Media    
 Score   ()   



X:1 T:Sandmount Reel, The T:Mick Hand's R:reel D:De Danann: Selected Jigs & Reels D:Mary Bergin: Feadoga Stain D:Dervish: Harmony Hill Z:id:hn-reel-377 M:C| K:Ador eAAG ~A3G|EGDG EGDG|EAAG A2 (3Bcd|egfa gedg:| eaag a2ba|gede gedg|eaag a2ga|bagb ~a3g| eaag a2ba|gedB dega|bgaf gefd|~e3d e2ag||


X: 1 T:Sandmount Z: id:dc-reel-303 M:C L:1/8 F:http://www.john-chambers.us/~jc/music/abc/mirror/atrilcoral.com/s.abc K:A Dorian g|eAA2 ABAG|EGDG EGDG|eAA2 ABcd|egfa ged:|! g|eaa^g a3=g|gede gedg|eaa^g ae=ga|bagb a3g|! eaa^g a3=g|gedB dega|bggf g2fg|egdg eaa|]!