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annotate Morris/WinsterProcessional.abc @ 987:5aaf3d2643b4

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Remember to add Winster Processional for commit this time.
author Jim Hague <jim.hague@acm.org>
date Fri, 09 Aug 2019 19:59:11 +0100
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Ignore whitespace changes - Everywhere: Within whitespace: At end of lines:
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987
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
Jim Hague <jim.hague@acm.org>
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1 X:1
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
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2 T:Winster Processional
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
Jim Hague <jim.hague@acm.org>
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3 T:The Morris March
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
Jim Hague <jim.hague@acm.org>
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4 P: (A2.B2)
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
Jim Hague <jim.hague@acm.org>
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5 N: Dottes: Keep repeating as long as necessary.
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
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6 M:C|
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
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7 S:Bacon (MDT)
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
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8 A:Winster
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
Jim Hague <jim.hague@acm.org>
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9 O:English
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
Jim Hague <jim.hague@acm.org>
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10 R:Reel
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
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11 L:1/8
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
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12 Q:150
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
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13 K:G
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
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14 P: A
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
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15 "G" g2d2 "D7" d2ef | "G" g2d2 "D7" d2ef | "G" g2d2 "D7" d2c2 | "G" B4 G2z2
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
Jim Hague <jim.hague@acm.org>
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16 P: B
5aaf3d2643b4 Remember to add Winster Processional for commit this time.
Jim Hague <jim.hague@acm.org>
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17 "C" c2e2 e2dc | "G" B2d2 d2cB | "D7" A2B2 c2d2 | "G" B4 G2z2