Samhra Cruaig (An): Difference between revisions
No edit summary |
No edit summary |
||
Line 17: | Line 17: | ||
|f_score=1 | |f_score=1 | ||
}} | }} | ||
<!-- THIS IS FOR SEARCH ENGINE OPTIMIZATION --> | |||
<!-- ************ DON'T TOUCH ************* --> | |||
{{#seo:¬¬¬¬ | |||
|keywords=fiddle tune finder, find recordings, irish fiddle tunes, original folk music, abc music finder, english country dance, old-time music | |||
|description=The semantic index of North American, British and Irish traditional instrumental music with annotations | |||
|image=TUC-160x120.png | |||
|image_alt=Traditional universal music | |||
}} | |||
<!-- ************ PLEASE!!!!! ************* --> | |||
<font face="sans-serif" size="4"> | <font face="sans-serif" size="4"> | ||
<div class="noprint"> | <div class="noprint"> | ||
<!-- SUBSTITUTE THE ABC NOTATION BELOW (BETWEEN THE <SECTION BEGIN /><SECTION END /> TAGS) WITH YOUR OWN NOTATION (IF ANY) --> | |||
[[ANNOTATION:{{PAGENAME}}|{{PAGENAME}}: Annotations]] | [[ANNOTATION:{{PAGENAME}}|{{PAGENAME}}: Annotations]] | ||
</div> | </div> | ||
</font> | </font> | ||
<font face="sans-serif" size="2"> | <font face="sans-serif" size="2"> | ||
---- | ---- | ||
Line 46: | Line 57: | ||
<section begin=X1 /> | <section begin=X1 /> | ||
<section end=X1 /> | <section end=X1 /> | ||
</font> | </font> | ||
<font face="sans-serif" size="4"> | <font face="sans-serif" size="4"> | ||
<div class="noprint"> | <div class="noprint"> |
Revision as of 14:51, 28 October 2022
X:1 T:Samhra Cruaig, An T:The hard summer M:C| L:1/8 R:Slow Air S:James Goodman manuscripts vol. 1 (mid-19th century, p. 243) B:Hugh Shields – Tunes of the Munster Pipers, No. 233 (1998) F:http://goodman.itma.ie/volume-one#?c=0&m=0&s=0&cv=246&z=-2815.4555%2C0%2C13806.911%2C6432 F:at Trinity College Dublin / Irish Traditional Music Archive goodman.itma.ie K:Ador (ed)|c3A A2 (ed)|c3 A A2 (cd)|(efed) (c>d)ef|g2 ec d2 (ed)| (c2 Bc) ABcA|(GF)(EF) G2 ed|c2 BA (GA)(Bc)|A4 A2:| |:(3efg|(a2 ab) c'2 bc'|aged cdef|g3g (a>g)(ed)|c2d2G2 (AB)| .c3.c .d2.d2|(ef)(gb) (abag)|.f2.f2 (g2fg)|efe^c d2 (ed)| =c2 (Bc) A(BcA)|(GFEF) G2 ed|c2 (BA) GABc|A4 A2:|