RingingOrg (Caters)

24 entries shown from 677:

Composed by Robin E H Woolley
123456789 6 8 15
213465978 a
142365 s A
431265 s
324165 s
231465 b
124365 A
125347698 c
513247 A
152347 s s
(213547698) A
Start with rounds as the last row of a quick six.

a = s1.3.4.8.12.s13 (14)
b = s6.s8.15.16.16.16
c = 4.s6.s8.10.12.14.16
RingingOrg No: 13840
Composed by Robin E H Woolley
123456789 6 8 15
213465978 a
142365 s A
431265 s
324165 s
231465 b
124365 A
235147698 c
521347 A
253147 s s
(321547698) A
Start with rounds as the last row of a quick six.

a = s1.3.4.8.12.s13 (14)
b = s6.s8.15.16.16.16
c = 4.s6.s8.10.s12.s14.16
RingingOrg No: 13841
Composed by Daniel W Brady
231456789 1 2 4 5 7 9 12 15 16
214356978 a
413256 ss 2
312456 2 A
314256 s 2
412356 ss 2
214653
213456798 s
314256 2 B
312456 A
214356 2
413256879 2
412356 A
213456 2
213465 s s s
214365879 B

a = s1.s4.5.9.11.13.14 (1,14)
RingingOrg No: 13863
Composed by Daniel W Brady
231456789 12 15  
617238495 a  
671238 [ss]1 s––  
(621738495) ss s (18,17)
6 part.

a = 1.6.7.9-12.15.15 (1,18,18)
1 Omit in part 2.
RingingOrg No: 13864
Composed by Daniel W Brady
231456789 2 4 5 6 7 10 12 16  
231498765 a   A
231465978 b  
231456879 c  
231497568 d  
231498756 e  
231459876 f  
342156789 g  
342159876 A  
413256789 g  
413259876 A  
124356789 g  
124359876 A  
(431256789) s s s[ss]1 s (14,18,17)
2 part.

a = 1.s3.4.6.s8.9-13 (1)
b = 1.3-5.7-9.s12.13
c = 3.4.s8.9.s12.13
d = s2.3.4.6.9.11.12
e = 1-4.7-9.s12.13
f = 1.s3.4.6.7.9.11.12.14
g = 2.s4.5.7.10
1 Omit in part 2.
RingingOrg No: 13865
Composed by Richard I Allton
231456789 6 8 12 13 15 16  
243165987 a  
324156978 b  
213456 s  
142356 s  
431256 s  
231465789 c  
243165879 –s  
412365 s  
314265 s s  
134265879 s (18,1)

a = 1.s3.4.6.s8.11.14.15.s17.s20.21 (1,22)
b = s2.5.s6.s9.10.12.s15.16.18.21 (24)
c = s7.8.9.12.13.s15.18
RingingOrg No: 13964
Composed by Andrew J Rawlinson
231456789
(918234567) a
9 part.

a = 1-5.s9.14.15.18.s20.21-24 (1,23)
RingingOrg No: 13966
Composed by Daniel W Brady
231456789 1 4 7 10  
231498765 a  
(342156789) [s –]1 (13)
8 part.

a = s1.s3.4.6-13 (1,14)
1 Replace bracketed calls with s1–4s6–7–10 in parts 4 and 8.
Not atw.
RingingOrg No: 13979
Composed by Robert M Kilby
231456789
(524316897) a
15 part.

a = s2.4.5.s10.13.14 (1,13)
Not atw.
RingingOrg No: 14057
Composed by Robert M Kilby
231456789
524316897 a B
412536789 2B
345126879 b C A
231456798 B
524316978 C
153246789 B
(231456789) 2A

a = s2.4.5.s10.13.14 (1)
b = 2.4.5.s10.13.14
Not atw.
RingingOrg No: 14058
Composed by Richard I Allton
231456789 5 6 8 16
135792468 a
342156978 b
413256 s
124356 s
231456 s
324165 c
235164
123465789 d
321465879 e
412365 2f
134265879 g

a = 1.3-5.7.8.s10.14.17.18.s20 (1,20)
b = 4.10.11.s13.14.16
c = 1.2.6-9.s12.15
d = 5-8.12.13.15.18
e = s5.s7.s9.13.s15 (16)
f = 3.4.s9.18.19 (20)
g = 3.4.s9.18.19 (20,1)
RingingOrg No: 14060
Composed by John Hyden
231456789
514263879 a
315264978 b
312465879 c
215463879 2b A
214365978 c
214365879 3A

a = s1.3.4.s7.8.10.14.17.18 (1,18)
b = 3.4.6.8.11.s13
c = 3.4.6.9.11.s13
Not atw.
RingingOrg No: 14067
Composed by John Hyden
231456789
415362879 a
215364978 b
214563879 c A
213465879 4A
215463978 d
214365879 5A

a = s1.2.3.6-9.s13.14.16 (1,18)
b = 3.4.6.8.11-13 (14)
c = 3-6.8.s10.14
d = 3-6.8.s10.s14
Not atw.
RingingOrg No: 14068
Composed by John Hyden
231456789 5 6 8 12
235164978 a
314265 s B
123465 2 s A
241365 2 s
432165 2 s
314265789 b
432165 A
235164879 s
314265 s
432165 A
415362978 c
214365879 B

a = 1.2.s4.5.6.8.10.13.16 (1,24)
b = 6.8.s12.16.18
c = 2.s5.8.9
RingingOrg No: 14069
Composed by John Hyden
(235174968) 5 6 8 12
235164978 a
314265 s B
123465 2 s A
241365 2 s
432165 2 s
314265789 b
432165 A
235164879 s
314265 s
432165 A
415362978 c
214365879 B
Start with rounds as the 4th row of a slow six.

a = 2.s5.6.9.13.17.22 (24)
b = 6.8.s12.16.18
c = 2.s5.8.9
RingingOrg No: 14070
Composed by John Hyden
321547698 5 16
214563978 a
415263 2 A
514362
213564 s– 2
312465
312564879 b B
413265 A
214365879 4B
Start at backstroke with rounds as the 3rd row of a quick six.

a = 1.3.4.6.7.12.14.16.17.20 (1,20)
b = 2.s5.s9.16
RingingOrg No: 14076
Composed by John Hyden
231456789 5 6 8 16
341256978 a
423651 s s
234156 b
312654 s s
123456 b
241653 s s
235461879 c
341265 d
145263
423165 d
325164
214365879 e

a = s1.2.s6.8.9 (1,18)
b = s3.5.13.16
c = 2.7.9.s16
d = 3.4.11.s13.14-17
e = 3.4.11.s13.14-17 (18,1)
RingingOrg No: 14081
Composed by John Hyden
231456789 1 6 8 15 16  
324156978 s s (1,18)
213456 s   A
142356 s  
413256798 s s s  
(231456798) A  
2 part.
RingingOrg No: 14082
Composed by John Hyden
231456789 16
514362978 a
513264 –s––s A
514362879 b B
513264 A
413265978 c
412563 A
214365 2B
215463879 b
214365879 A

a = 1.2.4-7.11 (1,12)
b = 3-6.8.s10.14 (16)
c = 3.4.6.8.11-13 (14)
RingingOrg No: 14083
Composed by Julian O Howes
231456789 5 16
231456978 a
134256 2 A
432156 2
431256 s 2
132456 2
234156 2
231456879 b
234156 A
231497568 c
234197 A
231459876 d
234159 A
231654789 e
132456
(231456789) s

a = s3.4-6.9.11.12.s14 (1,14)
b = 2.4-6.s10.s12 (16)
c = s3.4.s6.8.10.12.14.17
d = 2.s8.15.18
e = 1.9-11.13 (16)
RingingOrg No: 14138
231456789 1 5 16
214365798 a
213465978 s –s A
314265 s–s
412365 s–s
412365789 b
214365879 A
(231456789) c

a = s2.4.6.7.s10.12.13.16 (1,16)
b = 3-6.8 (16)
c = s1.4.6.7.s10.12 (16)
RingingOrg No: 14166
Composed by John Hyden
(214365879) 1 6 15 16  
135462  
341265   A
325164 s–  
213465  
245361 s–  
432165  
415263 s–  
124365  
214365 s  
135462789 s  
214365 A  
135462978  
214365 A  
135462798 s  
214365 A  
(214365879) (1)
Start at backstroke with rounds as the 1st row of a slow six.
RingingOrg No: 14232
Composed by John Hyden
231456789 6 8 16
341652978 a
413256 b A
124653 s s
432651 A
324156 b
214653 s
123654 2A
231456 b
(231456789) c

a = s1.6.8.9.11.13-16 (1,16)
b = s3.5.13.16
c = 3-6.8 (16)
RingingOrg No: 14233
Composed by John Hyden
231456789 6 12 15  
124365978 a  
214365 s 3  
124365789 b  
214365 s 3  
124365879 s s  
214365879 s 3 (18,18,18,1)

a = 1.2.s4.5.6.s9.11 (1,12)
b = 2.s6.s9.s12
RingingOrg No: 14234
Library
Public
Notes
Collection Id
10257
Created on
Mon 08-Aug-16 21:57 by Composition Importer
Modified on
Fri 29-Mar-24 19:45 by Simon A Bond