Reel (203): Difference between revisions
(Created page with "{{Abctune |f_tune_title=Reel (202) |f_aka=Grandy |f_composer=Grandy Fagnan |f_country=Canada |f_genre=Metis |f_rhythm=Reel (single/double) |f_time_signature=2/2 |f_key=D |f_accidental=2 sharps |f_mode=Ionian (Major) |f_history=CANADA(Western Canada) |f_structure=AB }} <!-- THIS IS FOR SEARCH ENGINE OPTIMIZATION --> <!-- ************ DON'T TOUCH ************* --> {{#seo: |keywords=fiddle tune finder, find recordings, irish fiddle tunes, original folk music, abc music f...") |
No edit summary |
||
| Line 1: | Line 1: | ||
{{Abctune | {{Abctune | ||
|f_tune_title=Reel (202) | |f_tune_title=Reel (202) | ||
|f_aka=Grandy | |f_aka=Grandy's Modal Reel | ||
|f_composer=Grandy Fagnan | |f_composer=Grandy Fagnan | ||
|f_country=Canada | |f_country=Canada | ||
| Line 12: | Line 12: | ||
|f_history=CANADA(Western Canada) | |f_history=CANADA(Western Canada) | ||
|f_structure=AB | |f_structure=AB | ||
|f_theme_code_index=515L2 5115 | |||
|f_score=1 | |||
|f_player=Anne Lederman & Ian Bell | |||
|f_album=Old Man's Table | |||
|f_label=Falcon Productions FP 003 | |||
|f_recording_date=2015 | |||
}} | }} | ||
<!-- THIS IS FOR SEARCH ENGINE OPTIMIZATION --> | <!-- THIS IS FOR SEARCH ENGINE OPTIMIZATION --> | ||
Revision as of 20:41, 28 August 2024
X:2 T:Untitled T:Reel [202] N:"D Reel #1" at the Grandy Project site. S:Grandy Fagnan (c.1902-1986, Camperville, Manitoba) M:C| L:1/8 R:March or Reel N:ADae or standard tuning (fiddle) D:https://grandyproject.ca/tunes/ D:Falcon Productions FP 003, Anne Lederman & Ian Bell - "Old Man's D:Table" (2015, as "Grandy's Modal Reel") D:https://www.youtube.com/watch?v=ssuU3nJs4l4 Z:Transcribed by Andrew Kuntz K:D E-G||SADD2 A,2E-G|ADD^C DEAG|ADDC A,A,AG|ADD^C DEAG| ADAD A,A,AD| (E/G/E)=C2 J[e2e2]EG|ADDD A,2(EG)|ADD^C DEAG| ADAF A,2 AF|A,B,=C2 J[e2e2]E-G|ADD-E A,2(EG)|ADD^C DEAG| ADAF A,A,AF|A,B,=C2 J[e2e2]E-G|ADD^C D2||ec-| ded-c A2de|fd e2 [Be]-[c2e2]d|[e2e2]cd efe(B|cB)A2 D2 E-G|ADDC D2 (d/e/c| d)ed-c A2de|fd e2 [Be]-[c2e2]d|[e2e2]d2 aefd|=ce ^c2 E-DFG| ADD^C D2 (d/e/c| d)ed-c A2de|fd e2 [Be]-[c2e2]d|[e2e2]cd efe(B|cB)A2 D2 E-GS||