Silver Cluster Reel: Difference between revisions

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|f_country=United States
|f_country=United States
|f_genre=Contra
|f_genre=Contra
|f_rhythm=Reel (single/double)
|f_time_signature=2/4
|f_time_signature=2/4
|f_key=B
|f_key=B
Line 13: Line 14:
|f_year=1883
|f_year=1883
|f_page=p. 27
|f_page=p. 27
|f_theme_code_index=1122 13H4H3H
|f_score=1
|f_score=1
}}
}}

Revision as of 14:48, 8 September 2019


Silver Cluster Reel  Click on the tune title to see or modify Silver Cluster Reel's annotations. If the link is red you can create them using the form provided.Browse Properties <br/>Special:Browse/:Silver Cluster Reel
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 Theme code Index    1122 13H4H3H
 Also known as    Silver Cluster Cacti
 Composer/Core Source    
 Region    United States
 Genre/Style    Contra
 Meter/Rhythm    Reel (single/double)
 Key/Tonic of    B
 Accidental    2 flats
 Mode    Ionian (Major)
 Time signature    2/4
 History    
 Structure    AABB
 Editor/Compiler    Biography:William Bradbury Ryan
 Book/Manuscript title    Book:Ryan's Mammoth Collection
 Tune and/or Page number    p. 27
 Year of publication/Date of MS    1883
 Artist    
 Title of recording    
 Record label/Catalogue nr.    
 Year recorded    
 Media    
 Score   (1)   



X: 1 T: Silver Cluster -- Reel B: Ryan's Mammoth Collection of Fiddle Tunes R: reel M: 2/4 L: 1/16 Z: Contributed 20010522204905 by John Chambers jc:trillian.mit.edu F:http://www.john-chambers.us/~jc/music/book/ryan-cole/Tunes/SilverClusterReel.abc K: Bb ((3uFGA) \ | B3d cBcd | Bdfb (~g2f2) | (ba)gf gfdB | cdcB GBF2 | (B3.d) cBcd | Bdfb (~g2f2) | (ba)gf gfdB | cBGA B2 :| |: "_f"uf2 \ | ("_fz"g3.a) b2ag | (fb)df BdF2 | {d}c=Bcd e2A2 | {c}BABc d2f2| ("_fz"g3.a) b2ag | (fb)df BdF2 | {d}c=Bcd e2A2 | B2{c}BA B2 :|]


X:1 T:Silver Cluster Cacti M:2/4 L:1/8 S: Viola “Mom” Ruth – Pioneer Western Folk Tunes (1948) Z:AK/Fiddler’s Companion K:Bb (3F/G/A/ | B>d c/B/c/d/ | B/d/f/b/ gf | b/a/g/f/ g/f/d/B/ | c/d/c/B/ GF | B>d c/B/c/d/ | B/d/f/b/ gf | b/a/g/f/ g/f/d/B/ | c/B/G/A/ B3 || f | g>a b(a/g/) | f/b/d/f/ B/d/F | c/=B/c/d/ eA | B/A/B/c/ df | g>a b(a/g/) |f/b/d/f/ B/d/F | c/=B/c/d/ eA | B/A/B/c/ B3 ||