A Collection of Grandsire Compositions

234567	2	3
436572	–	s	A
637524	–	s
374526	s	–
742563	–	–
426537	–	–
362547		2A
264573	–	s
467532	–	s
672534	s	–
724536	s	–
423567	–	[s]¹

6 part.

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

Not atw.

Collection Reference: 72 Page: 17

5040 Grandsire Triples

Composed by Thomas Thurstans

234567	1	2	3
324765	s	–	s
247365	s		–
473265	s		–
372465	s		s
274365	s		s
743265	s		–
432765	s		–
237465	s		s
734265	s		s
342765	s		–
427365	s		–
273465	s		–
374265	s		s
742365	s		–
423765	s		–
327465	s		s
724365	s		s
243765	s		–
437265	s		–
732465	s		s
234765	s		s
347265	s		–
472365	s		–
723465	s		–

5 part.

Not atw.

Collection Reference: 73 Page: 18

5040 Grandsire Triples

Composed by Charles D P Davies

234567	1	2	3	4	5	6	7	8
254637	–		2						(5,4)
542637				–
532467	–					–		–	(12)
346257	–	2	2
463257				–
325467		–			–	–			(9)
432657	s	–	–	s		–	–		(7)
534627					–	–			(9)
267453	–					–			(6)

5 part.

Collection Reference: 74 Page: 18

5040 Grandsire Triples Op. 2

Composed by Charles D P Davies

234567	1	2	3	4	5	6	7
346257	–					–	–	(7)
645237				a
532467				b
263547				c
564237		–		–
423567		–	2
654327	–			–	–			(5)
456327				s
546327	–	–	s					(3)
275634		–						(2)

5 part.

a = 4-6.8 (4,8)

b = 3.3.4.8.9 (4,12)

c = 1.2.4.5.8.10 (11)

Collection Reference: 75 Page: 19

5040 Grandsire Triples

Composed by John E David

234567	1	2	5
236547		a
324567		b
236745		c
436572		d
347562		e
346572		f
437562		e
365472		g
635472		h
372654		i
732654		h
426357	–	s	–

5 part.

a = s1.2.3.s4.s5.6

b = s1.2.s3.s4.s5.6

c = 1.s2.3.s4.5.s6

d = s1.s2.s4.5.6

e = s1.s2.3.s4.5.s6

f = s1.s2.3.s4.5.6

g = s1.s2.4.s5.s6

h = 1.s2.3.4.s5.s6

i = 1.s2.4.s5.s6

Collection Reference: 76 Page: 19

5040 Grandsire Triples

Composed by Gabriel Lindoff

234567	1	2	3	4	5	6
623574				a
375264				b
572364				c
735624				d
375624	–	–	s				(3)
562734	s			–		–	(7)
273564		–			–	–	(9)
275634	–		–	2			(4,4)

5 part.

a = 1.3.s4.5.6.s7 (1,11)

b = 1.5.7.s8.s9.11.13 (14)

c = 3.4.8.s9.10.s11 (11)

d = 5.s6.7.s8 (8)

Collection Reference: 77 Page: 19

5040 Grandsire Triples

Composed by Joseph J Parker

234567	1	2	3	4	5	6	7
324567	–		2	–		s		(5,7)
562347	–	s		–				(8)
543267	–			–				(6)
346257			–
463257				–
236457		2			–		–	(5,8)
635427			–
624537	–			–				(6)
462537	–	–
263547			–
632547				–
246375			–					(3)

5 part.

Collection Reference: 78 Page: 20

5040 Grandsire Triples

Composed by John F Penning

234567	1	2	3	4	5	6	7
632547					–	–		(9)
235647				a
563427	–	3		–				(4,5,4)
325467				b
453627	–	3	–					(4,5,4)
536427	–					s	–	(7)
267345	–	s						(2)

5 part.

a = 2.4-6 (4,9)

b = 3.4.8.10.11 (15)

Collection Reference: 79 Page: 20

5040 Grandsire Triples

Composed by William Shipway

234567	1	2	3	4	5	6	7
524367					–			(9)
342567	–	–		–				(8)
426357	–					–	–	(7)
645237					–		–	(8)
425637		–	–
542637	–	–
243657			–
245367				–	–		–	(4,8)
452367				–
652437	–					–		(8)
456237		x		–

5 part; x = 5.1 Bob.

Collection Reference: 80 Page: 21

5040 Grandsire Triples

Composed by Joseph J Parker

234567	1	2	3	4
654237			a
653247	–	s	–		(3)
564237	–	s	s		(3)
532467	–			–	(6)
436527		–		–
356427		–	–
543267	–		–		(5)
623547			a
263547	–	–	s		(3)
245367	–			–	(6)
365247			b
342567	–			–	(6)
456327		–		s
534267	–		–		(5)
236547		–		[–]¹
356247		–	–
526347		–	–
235467	–		–		(5)

4 part.

a = 2.5.6.s8 (8)

b = 2.5.6.8 (8)

¹ Replace bracketed calls with s4 in parts 2 and 4.

Collection Reference: 81 Page: 21

5040 Grandsire Triples

Composed by Revd Edward Bankes James

234567	1	2	3	4	5	6	7
425637		s	s					(5)
542637	–	–
365247	–			–	–			(5)
426357		–						(5)
245367				a
546327			–
436527		–	–
634527				s
356427				b
263547				c
325467				d
342657	–		–	s
465327				e
652437	–					–	–	(7)
324567				f
532647	–		–	–
362547		–	–
652347		–	–
376452	s							(1)

3 part.

a = 1.3.5.8 (8)

b = s1.s2.3.s4.6 (8)

c = 3.4.8.9.12.13 (16)

d = 1.2.s2.s3.5.6.9.10.12 (4,12)

e = s1.4.5.7 (7)

f = s3.4.5.s6.7.s10 (10)

Collection Reference: 82 Page: 22

5040 Grandsire Triples

Composed by Brian D Price

234567	1	2	3	4	5	6
654372	s	–				–
732465	–					–
267354		–		–	s	s
342765		–		–
625734			s	s	s	–
375246	s	–				–
426537	–					–
764352		–		–	–
653274	–		–
534672		s	s	s	–	s
476352	–				–	–
327546					–
726543	–		–	s	–	s
537624		–		–
274653			s	s	s	–
564732	s	–				–
372456	–					–
253764		–		–	s	s
742356		–		–
526374			s	s	s	–

3 part.

Collection Reference: 83 Page: 22

5040 Grandsire Triples Op. no 3

Composed by Edward W Martin

234567	1	2	3	4	5	6
465327	–				–	–
273564					–	–
362547			–	s	–	–
423675	s				s	s
745263			–		–	–
532746			–
463257		–	–			–
254376	–				–
723654		–
256347	–	–		–		–
375426					–
624753	–	–			–
437562	–	–
725643	–	–
243765	–	–			–	–
654273				[			(9)
(654273)				–		–]¹
634725			–			–
752463	–		–	–
267345	–			–		–
526374	–						(5)

3 part.

¹ Replace bracketed calls with s4–5–6s7–9 in part 1.

Collection Reference: 84 Page: 22

5040 Grandsire Triples Op. no 4

Composed by Edward W Martin

234567	1	2	3	4	5	6
572436		–		–
534276	–			–
736425	–	–		–	–
354267				–
374625			–			–
236457			–	–		–
547623	–					–
435267		–	–
572643	–	–
346725	–	–			–
625347	–	s	s		–
743625				–	–
245367	–	–		–	–
652473		–		–	s	–
523647	–	s			–	–
472356		–	–			–
365247	–		–	–
237465			–	–
754362	–		–	[			(9)
(754362)				–		–]¹
357246					–		(5)

3 part.

¹ Replace bracketed calls with s4–5–6s7–9 in part 1.

Collection Reference: 85 Page: 23

5040 Grandsire Triples Op. no 13

Composed by Edward W Martin

234567
254376	a
346572	b
376524	c
347526	d
427536	e
573624	f
672534	g
732645	h
562473	i
526374	j

3 part.

a = 1.3.4.8

b = 1.4.6.8

c = 1.3.7.8.10.11

d = 1.5.6.11.12

e = 4.5.7.8.10.11

f = 4.s7.s8.9.11

g = 1.2.7.8

h = 1.3.5.8

i = s1.s2.s3.4.s5.8.9.11

j = 1.6.7.12

Collection Reference: 86 Page: 23

5040 Grandsire Triples Op. no 14

Composed by Edward W Martin

234567
425367	a
253467	b
365274	c
735426	d
375624	e
572364	f
362745	g
647253	h
426573	i
357246	j

3 part.

a = 1.s2.s3.s4.5.s6.s7.s8.s9.s10.s12

b = 1.s2.s3.s4.s5.s6.s8.s9.s10.11.s12

c = s1.s2.s3.4.s5.s6.s7.s8.s9.s12

d = 1.s2.3.4.s5.s6.s7.s8.9.11.s12

e = s1.s2.s3.4.s5.s6.s7.s8.9.s10.s11.s12

f = 1.s2.s3.s4.s5.s6.s8.9.s10.s11.s12

g = s1.s2.4.s5.6.s7.s8.s9.s10.s11

h = 1.2.4.5.s7.8.9.s10.s11.s12

i = s1.s2.s4.5.s6.s7.s8.s9.s10.12

j = 1.3.s5.6.s7.s9.s10.s11.s12

Collection Reference: 87 Page: 23

5040 Grandsire Triples

Composed by Gabriel Lindoff

234567
425367	a
547263	b
547362	c
354267	4d	A
432567	a
247365	b
247563	c
524367	A
725463	e
354762	2b
753462	f
234765	2b
347265	g
732465	a
347562	4b	B
475362	g
543762	a
237564	2b
237465	c
423567	A
724365	e
475263	b
752463	g
274563	a
752364	B
523764	g
357264	a
734562	b
734265	c
527463	3d
754263	a
527364	B
273564	g
472365	e
523467	2b
234567	g

a = s1.2.s3.4.s6

b = 1.2.s3.4.s6

c = 1.2.s3.s4.5.s6

d = 1.s3.4.5.s6

e = 1.s3.s4.s6

f = s1.s3.s4.s6

g = s1.s3.4.5.s6

Not atw.

Collection Reference: 88 Page: 24

5040 Grandsire Triples

Composed by John Holt

234567	1	2	3	4	5	6	7	8
265437	–			–					(6)
362457	–		–		–				(9)
562347	–					–			(8)
256347	–	–
546327					a
452367					–	–		–	(8)
634257	–			–	–				(5)
324657		–	–
264357		–	–
645237	–					–	–		(7)
254637		–	–	–
564237		–	–
624537		–	–
356427	–	2							(4,5)
243657	–			–	–				(5)
365247		–	2
236457					b
623457	–	–
523647	–					–			(8)
263547		–	–
342567	–	2			–				(4,9)
653247	–			–	–				(5)
536247				–
642357			–	–			–		(7)
542637	–					–			(8)
654327		2	–						(5,4)
354267					c
524367		–	–
352647	–		–	–
465327		–							(5)
346257	–		–	–
245367		–		–
435267		–	–
325467		–	–
456237	–				–				(7)
632547			–	–			–		(7)
253467					d
543267					e
423567		–	–
534627					f
432657					g
635427		–		–
246537	–			–	–				(5)
436527					h
532467		–		–
453627		2	–						(5,4)
563427		–	–
526437		–			–				(9)
324567					i
234567	–	–	s						(3)

a = 1.2.2.3.3.4.7 (4,4,7)

b = 2.2.5.6.9.10 (5,13)

c = 1.3.5.6.8 (8)

d = 1.6.8.10.11.14 (14)

e = 2.5.6.9.10 (13)

f = 1.3.5.6.9.10.12 (12)

g = 4-6.8 (4,8)

h = 2.5.9.10.13.14 (17)

i = 1-4.s7 (4,7)

Collection Reference: 89 Page: 25

5040 Grandsire Triples

Composed by Joseph J Parker

234567	1	2	3	4	5	6	7	8
265437	s	–	–	s			–		(9)
563427			–
432657	–				–				(7)
235647			–
352647				–
326547					–			–	(8)
536247					–				(9)
436527	–					–			(8)
632547			–
263547	–	–
253467	–		2						(5,4)
532467				–
452367					–				(9)
463257	–			–					(6)
365247			–
653247				–
364527					–		–		(8)
462537			–
624537				–
564237					–				(9)
524367	–		2						(5,4)
245367				–
325467					–				(9)
236457	–		–		–			–	(8)
426357					–				(9)
526437	–					–			(8)
623457			–
523647	–					–			(8)
324657			–
243657				–
542637			2
425637				–
456237					–			–	(8)
246537					–				(9)
346257	–					–			(8)
645237			–
453627	–					–	–		(7)
534627				–
546327					–			–	(8)
356427					–				(9)
256347	–					–			(8)
654327			–
254637	–					–			(8)
342567			–	–		–			(7)
423567				–
543267					–				(9)
562347	–			–					(6)
264357			–
642357				–
362457					–				(9)
635427	–		–		–			–	(8)
465327					–				(9)
435267	–		2						(5,4)
354267				–
234567					–				(9)

Collection Reference: 90 Page: 26

5040 Grandsire Triples

Composed by John F Penning

234567	1	2	3	4	5	6	7	8
423567					a
563427					b
356427	–	–
635427	–	–
524367	–				–	–			(6)
426357			–
236457		–	–
623457	–	–
354267			–	–			–		(7)
324657					c
523647	–		–		–				(9)
352647	–	–
235647	–	–
432657			2
243657	–	–
435267					d
532467					e
542637					f
654327	–		–	–
246537			–	–		–			(7)
462537				–
624537					g
562347	–		–	–
645237					h
326547	–			–	–				(5)
263547				–
456237					i
543267					j
362457			–	–			–		(7)
625347	–					–	–		(7)
264357					–	–		–	(8)
564237					k
325467	–			–	–				(5)
253467				–
642357	–			–	–				(5)
245367			–
452367				–
345627	–		–	–
634257					l
256347					m
425637					n
254637				–
653247		–		–
342567			–	–			–		(7)
265437					o
652437				–
346257	–			–	–				(5)
463257				–
365247			–
536247	–	–
364527					d
436527	–	–
234567			2

a = s1.2.3.s4.5 (7)

b = 1.2.4.5.8 (12)

c = 1.4.6.9 (9)

d = 1.2.4.6 (7)

e = 1.2.4.7 (7)

f = 1.3-6.8 (4,8)

g = 1.3-5.7.8.11 (4,11)

h = 3.4.6.7 (11)

i = 1.3-5 (4,9)

j = 1.3.5.8 (8)

k = 3.3.4.6.7.11 (4,15)

l = 3.4.6.7.9.10.12 (13)

m = 1.2.4.6.7.9.10.12 (13)

n = 3.4.6.7.10 (10)

o = 1.6.8.10 (11)

Collection Reference: 91 Page: 37

5040 Grandsire Triples

Composed by John F Penning

234567	1	2	3	4	5	6	7	8
354267		–	–
342567					a
452367		–	–
524367				–
326547		–		–
624537			–
246537				–
643527			–
542637		–		–
536247					b
523647	–	2	–
426357					c
365247	–				–				(7)
465327	–					–			(8)
546327	–	–
534627	–	2	–
236457					c
325467					–	–		–	(8)
245367					d
346257					e
352647	–			–					(6)
254637			–
463257		–	2
623457		–	–
532467					f
436527		–		–
632547			–
563427		2	–						(5,4)
635427				–
543267					g
435267				–
562347					h
625347				–
425637	–					–			(8)
642357		2	–						(5,4)
432657		–	–
324657				–
235647					–	–		–	(8)
634257		–		–
423567					i
652437		–							(5)
265437	–	–
526437	–	–
345627	–			–	–				(5)
264357		–							(5)
645237	–					–	–		(7)
253467			–	–					(8)
243657					j
234567				q

q = 7.14567 Single.

a = 1.5.7.8 (11)

b = 2.2.2.5.6.9.10 (5,5,13)

c = 2.2.2.5.6.8 (5,5,8)

d = 1.6.8.9.12.13.15 (15)

e = 1.6.8.9 (12)

f = 2.5.6.9.11 (12)

g = 1.6.8.10.11.14 (14)

h = 1.6.8.10 (11)

i = 1.3.5.6 (9)

j = 1.5.7.8.q11 (12)

Collection Reference: 92 Page: 28

5040 Grandsire Triples

Composed by Revd E Geoffrey Benson

234567	1	2	3	4	5	6	7	8	9
326547					a
453627	–			–	–					(5)
563427					–				–	(13)
632547					b
263547	–	–
534627	–				–					(7)
432657			–
235647			–
352647				–
254637			–
542637				–
425637				–
456237					–			–		(8)
324657	–			–	–					(5)
243657				–
345627			–
526437			–	–			–			(7)
246537					–				–	(13)
346257	–					–				(8)
634257	–	–
463257	–	–
365247			–
564237			–
354267					c
523647	–		–							(5)
435267			–	–		–				(7)
356427	–					–	–			(7)
652437			–
546327	–		–							(5)
362457			–	–						(8)
236457	–	–
635427			–
532467			–
325467				–
253467				–
642357	–			–	–					(5)
245367			–
452367				–
524367				–
543267					–			–		(8)
423567					–				–	(13)
623457	–					–				(8)
462537					d
624537				–
645237					–			–		(8)
265437					e
426357	–		–	–
625347			–
256347				–
536247					–				–	(13)
364527					b
436527	–	–
562347	–				–					(7)
264357			–
465327			–
654327				–
342567			–	–						(8)
653247	–			–	–					(5)
234567			–	–						(8)

a = s1.2.3.s4.6.8.11 (11)

b = 1.2.4.6 (7)

c = 1.5.7.9.10.13 (13)

d = 1.4.6.8 (9)

e = 1.3.5.7.8 (12)

Collection Reference: 93 Page: 29

5040 Grandsire Triples

Composed by Charles D P Davies

234567	1	2	3	4	5	6	7	8
354267		–	–
543267				–
423567		–	–
253467		–	–
542637	–		–						(5)
346257					a
435267					–	–		–	(8)
236457		–		–
254637	–			–					(6)
453627			–
534627				–
632547		–		–
245367			–	–			–		(7)
563427					b
426357					c
365247	–				–				(7)
564237			–
645237				–
532467			–	–			–		(7)
562347	–					–		–	(12)
462537	–					–			(8)
642357		2			–	–			(5,9)
653247	–			–					(6)
523647		–	–
263547		–	–
325467		2							(5,5)
625347	–					–			(8)
425637	–					–			(8)
546327		2							(5,5)
235647	–			–	–				(5)
623457		2	–						(5,4)
452367					d
326547	–				–				(7)
624537			–
465327		2							(5,5)
265437	–					–			(8)
526437	–	–
634257	–	4	–						(4,5,5,4)
324657		–	–
524367					e
246537	–					–	–		(7)
643527			–
342567					f
654327		–							(5)
536247	–		–						(5)
324567		–		s
234567	–	–	s						(3)

a = 2.2.2.5.6.8 (5,5,8)

b = 1.6.8.10 (11)

c = 4-6.9 (4,13)

d = 1.3.5.6.9.13 (17)

e = 4.4-6.9.10.13.15 (4,4,16)

f = 4-6.8 (4,8)

Collection Reference: 94 Page: 30

5040 Grandsire Triples

Composed by Philip H D Jones

234567	1	2	3	4	5	6	7	8	9	10	11
634257	s	–	–	s					–			(11)
435267			–
524367				–	–				–			(4,13)
463257	–				–	–						(6)
345627					–		–					(8)
453627				–
326547			–	–			–					(7)
426357	–					–						(8)
365247			–	–								(8)
623457	–		–									(5)
563427			2	–				–		–	–	(4,15)
532467	–	–		–	–		–					(7)
246537					–				–		–	(12)
564237	–	–		–								(8)
243657	–				–							(7)
543267	–					–						(8)
645237			2
264357		2	–									(5,4)
642357				–
245367			–
452367				–
526437	–					–	–					(7)
425637				–	–							(4,9)
546327	–			–		–						(10)
462537	–					–	–					(7)
624537				–
423567			–
342567	–	–
654327	–		–	–	–							(4,9)
465327	–	–
562347			–
632547		–	–
263547	–	–
542637			2	–								(4,8)
254637	–	–
436527			–	–			–					(7)
625347	–				–	–						(6)
536247				–	–				–			(4,13)
253467	–		–	–
456237		–		–
432657	–			–								(6)
235647			–
653247				2	–							(4,4,9)
362457	–			–		–						(10)
236457	–	–
635427			–
356427				–
234567			2	–			–					(4,7)

Collection Reference: 95 Page: 31