A Collection of Grandsire Compositions

120 Grandsire Doubles

2345	1	2	3
4532	s	s	s
5243	e	s	s
5324	s	e	–
2345	s	–	e

s = 3.123 Grandsire Single; e = 3.125 Grandsire Extreme; – = 3.1 Grandsire Bob.

Collection Reference: 1 Page: 3

120 Grandsire Doubles

2345	H
3245	––s

2 part.

Not atw.

Collection Reference: 2 Page: 3

120 Grandsire Doubles

2345	1	3	5
2354	s	–	–

2 part.

Not atw.

Collection Reference: 3 Page: 3

120 Grandsire Doubles

2345	1	2
4325		s
3425	–	s

3 part.

Not atw.

Collection Reference: 4 Page: 3

120 Grandsire Doubles

2345	1	2	3
4532	s	s	s
5243	e	s	s
5324	s	e	–
2345	s	–	e

s = 3.123 Grandsire Single; e = 3.125 Grandsire Extreme; – = 3.1 Grandsire Bob.

Collection Reference: 5 Page: 3

120 Grandsire Doubles

2345	1	2	3
4532	s	s	s
5234	e	–	s
5324	–	e	–
2345	s	–	e

s = 3.123 Grandsire Single; e = 3.125 Grandsire Extreme; – = 3.1 Grandsire Bob.

Collection Reference: 6 Page: 3

120 Grandsire Doubles

2345
2534	a

3 part; – = 3.1 Grandsire Bob; s = 3.123 Grandsire Single; e = 3.125 Grandsire Extreme.

a = 1.s2.3.e4

Collection Reference: 7 Page: 3

120 Grandsire Doubles

2345	1
2534	ssse

3 part; s = 3.123 Grandsire Single; e = 3.125 Grandsire Extreme.

Collection Reference: 8 Page: 3

240 Grandsire Doubles

2345	1	2	3	4	5
2435			s	–		(4)
2435	s		s			(4)
3425		s
3425	–	s–	–		s	(2,2,6)
2345		2

Collection Reference: 9 Page: 3

240 Grandsire Doubles

2345	1	2	3	4	5	6
4325	s		–
2345	–		s	–
3425	s	–	s		s	s	(6)
4325	–	s					(2)
4235	s		s	s	–		(5)
2345	s	s					(3)

Collection Reference: 10 Page: 4

240 Grandsire Doubles

2345	1	2	3	4
2435			s	–	(4)
2435	s		s		(4)
4325	–		s	s	(4)
3425	–	s			(2)
3425	s		s		(4)
3245		–s			(2,2)
2345	–	s			(2)

Collection Reference: 11 Page: 4

240 Grandsire Doubles

2345	1	2
4325		s
3245	s	s	(3)
2435		a
4235	–	s
3425		b
2345		2

a = s1.s2.3.s4.s5.s7.s8 (8)

b = s1.s3.s4.s5 (5)

Collection Reference: 12 Page: 4

240 Grandsire Doubles

2345
4325	a
4325	b
2345	a
2345	c

a = s1.s3.4.s5

b = s1.2.s3.s5.s7.8 (8)

c = s1.2.s3.4 (4)

Not atw.

Collection Reference: 13 Page: 4

240 Grandsire Doubles

Composed by E Maurice Atkins

2345
2435	a
3425	b
4325	c
2345	d

a = s1.s2.3.s4 (5)

b = s1.2.s3.s5.6

c = s1.3.s4.s6.7 (7)

d = s1.s3.4.s5

Collection Reference: 14 Page: 5

240 Grandsire Doubles

Composed by Roger Bailey

2345	1	2	3	4	5	6
2435		s		–		–
2435	–		–		–
5243		s			–
2345	–		–	–		–

Collection Reference: 15 Page: 5

240 Grandsire Doubles

2345	H
3245	–––––s

2 part.

Not atw.

Collection Reference: 16 Page: 5

240 Grandsire Doubles

Composed by Leslie W G Morris

2345
3425	a

3 part.

a = s2.s3.s4.5.s6.s7.s8

Collection Reference: 17 Page: 5

240 Grandsire Doubles

Composed by Brian D Price

2345	1	2	3	4	5
2435	s		s	s	–	(5)
4325	s	s				(3)
3245	–		s	s		(4)

2 part.

Collection Reference: 18 Page: 5

240 Grandsire Doubles

Composed by Brian D Price

2345	2
3425	–
4235	a
3245	s

2 part.

a = 3.s5.6.s7 (8)

Collection Reference: 19 Page: 5

240 Grandsire Doubles

Composed by Albert J Pitman

2345	1	2	3	4	5	6
4235	s	s	s		s	–
3245	s		s	–	s
2345	–	s					(2)
4325	–		s	–			(4)
2345	s		s	–	s

Collection Reference: 20 Page: 6

240 Grandsire Doubles

Composed by Edward W Martin

2345	1	2
5324	–s–s	–	A
(5324)	ss		A
4352		–
2345		A

Not atw.

Collection Reference: 21 Page: 6

720 Grandsire Doubles Op. 2157

Composed by Donald F Morrison

2345	1	2	3	4
3245			s
2345	s			–
3425		[–]¹			(2)

6 part.

¹ Replace bracketed calls with s2 in parts 3 and 6.

Rung by the Suffolk Guild at Holy Innocents, Great Barton, Suffolk on Sunday 28 July 2013, conducted by Alex W Tatlow

Collection Reference: 22 Page: 6

840 Grandsire Doubles

Composed by Gabriel Lindoff

2345	1	3	4	5
3425		–		–	(6)
2435	s	–
3425	–	s	[–]¹

6 part.

¹ Replace bracketed calls with s4 in parts 3 and 6.

Collection Reference: 23 Page: 6

840 Grandsire Doubles

Composed by Gabriel Lindoff

2345	1	2	3	5
2435			–	s
3425	–		–	s
3425	–	[–]¹			(2)

6 part.

¹ Replace bracketed calls with s2 in parts 3 and 6.

Collection Reference: 24 Page: 6