5,040 Spliced Surprise Royal (2 methods)
Donald F Morrison (arr) (no. 7247)23456 M W H 42356 - CCCCCCCCC. 32654 - CCCC.CCCCC 52463 - s CCCC.C.CCCC 64325 - - CCCC.X.YYYY 26345 - YYYYY.YYYY 34265 - - YYYYY.YYYY. 23465 - YYYYYYYYY. Repeat. X = C or Y.
If X is called as C in one part and Y in the other contains 2,520 each Cambridge and Yorkshire, with 3 changes of method and all the work of both methods for every bell.
5,490 (5,016) Spliced Caters and Royal (2 methods)
Donald F Morrison (no. 8582)123456789 5 16 Stedman Caters
213456978 (a)
314256 - 2 ╮
412356 - 2 │
413256 s 2 │A
312456 - 2 │
214356 - 2 ╯
143652789 (b)
M W H Cambridge Surprise Royal
153264 - s
123465 - 3
Repeat, replacing (a) by (c).
(a) = 2.4.s6.s8.10.13.s15.17.21 (21 sixes)
(b) = s5.6.7.8.s12.15.18 (18)
(c) = s2.4.6.8.10.s12.14.16.s18 (18)
Start with a full quick six.
The changes of method from Stedman to Cambridge
are at the end of a quick six, and the change of
method from Cambridge back to Stedman is at the
beginning of a full slow six.
For 5,016 start with a full slow six,
call (a) = 3.4.5.8.s12.13.14 (14 sixes),
and replace the first A block by
213456978 5 16
314256 - 2
312456 s 2
214356 - 2
The 5,490 contains 2,880 Cambridge Surprise Royal and 2,610 Stedman Caters with 3 chanages of method.
The 5,016 contains 2,880 Cambridge and 2,136 Stedman with 3 changes of methods.
In either length if preferred Yorkshire Surprise Royal, Lincolnshire Surprise Royal or Swindon Surprise Royal may be rung instead of Cambridge throughout.
5,060 Spliced Royal (2 methods)
Donald F Morrison (no. 6013)23456 M W H 34256 2 25346 - - 43652 - - 34526 In,V s 65423 s s 42536 s s - 56324 s 2* - 23465 - - 3 65432 - - s 23456 - - - 2* = s -. Ring the first lead as Plain Bob Royal, and the remainder as Cambridge Surprise Royal.
Contains 5040 Cambridge Surprise and 20 Plain Bob, with 1 change of method.
Warning: the unreduced version, without the substitution of one lead of Plain Bob, is false.
5,060 Spliced Royal (2 methods)
Donald F Morrison (no. 6014)23456 M W H 52436 - 24365 s s 2 35642 s 2* - 43652 - 43526 In,V - 35264 s s 2 26543 s s - 64523 2 35426 - - 23456 - 2* = s -. Ring the first lead as Plain Bob Royal, and the remainder as Cambridge.
Contains 5040 Cambridge Surprise and 20 Plain Bob, with 1 change of method, and 92 little bell rollups at the back.
Warning: the unreduced version, without the substitution of one lead of Plain Bob, is false to Cambridge.
If preferred, Lincolnshire Surprise,
5,100 Spliced Royal (2 methods)
Donald F Morrison (no. 4387)23456 M W H 34256 2 52643 - - 46325 - - 56324 s ss 24365 s - ss 64352 s s 45236 - 2 26534 - s 53462 s - - 65432 - 23456 - - - Start with one lead of Pyghtle Little Alliance, then change to Cambridge Surprise for the remainder of the peal.
Contains 14 56s, 12 65s, and 81 little bell rollups including 21 3456s.
Contains 5,080 Cambridge Surprise and 20 Pyghtle Little Alliance, with one change of method.
Cambridge may be replaced throughout by Yorkshire, Lincolnshire, Swindon or Superlative No.2.
5,100 Spliced Royal (2 methods)
Donald F Morrison (no. 4388)23456 M W H 42356 - 53624 - - 46325 - - 24365 - ss 53462 - - 65432 - 42536 - s 53246 s - 64325 - s - 35426 s - 42563 s s - 62543 s 23456 - s 2 Start with one lead of Pyghtle Little Alliance, then change to Cambridge Surprise for the remainder of the peal.
Contains 15 56s, 13 65s, and 86 little bell rollups including 25 2345s and 20 3456s.
Contains 5,080 Cambridge Surprise and 20 Pyghtle Little Alliance, with one change of method.
5,040 Spliced Surprise Royal (2 methods)
Donald F Morrison (no. 473)23456 M W H (56234) 2 - L.LLB.B. 42635 - - BBBBBB.LLLLLLLL. 64235 - LLB. 26435 - LLB. 34562 - - L.B.L 25463 - - L.LB. (62453) - BBL. 34256 - - BBBBBB.LB. Repeat twice.
Contains 2,520 each
5,050 Spliced Royal (2 methods)
Donald F Morrison (no. 182)23456 M W H 42356 - (53624) - - (24536) 2 - 65432 - - (36452) - (54263) - - 32465 s 5 (64523) - - 32546 - - - (42536) s 5 = --s--; round two changes after sW; ring Maypole Alliance with any two leads as Bristol Surprise.
Contains 4,970 Maypole Alliance and 80 Bristol Surprise with from one to four changes of method.
5,050 Spliced Royal (2 methods)
Donald F Morrison (no. 183)23456 M W H 34256 2 (45362) 2 2 23564 - - (53462) - 3 32465 - 2 (64523) - - 32546 - - - (42536) s Round two changes after sW; ring Maypole Alliance, with any 65 full leads as Bristol Surprise.
Contains 2,600 Bristol Surprise and 2,450 Maypole Alliance, with from 1 to 130 changes of method; all the work of both methods for every bell may be had for any number of changes of method.
5,090 Spliced Royal (2 methods)
Donald F Morrison (no. 1154)23456 M W H 42356 - 43526 - 2 (26435) 2 - 53462 - - - 23465 - 4 (63425) s (42536) - 3* Snap finish. Fourth place calls. 4 = - - s -; 3* = - - s. Ring any 66 leads as Bristol Surprise and the remaining 68 leads as Maypole Alliance. One specific possible arrangement is: 23456 M W H Methods 42356 - BMBMBMBB. (54326) - MBMBMBMBM. 35426 - MBMBMBM. 43526 - MBMBMBMB. 53624 - BMBMBMB.M (26435) - - MBMBMBM.B. (34562) - - MBMBMB.M. 53462 - BMBMBMB. 43265 - BMBMBMB.M 24365 - MBMBMBMB. 32465 - BMBMBMBM. 34265 s MBMBMBMB. 23465 - BMBMBMBM. (63425) s MBMBMBMBM. (24536) - - MBMBMB.M. (32546) - BMBMBMBM. (42536) s MBMBMBMB.(B)
Assuming the last two blows are rung as Maypole, contians 2,640 Bristol Surprise and 2,450 Maypole Alliance, with 17 56s and 20 65s; the exact number of little bell rollups depends upon the specific arrangement of methods used. Arrangements are possible with from 1 to 133 changes of method, and all the work arrangements are possible for any number of changes of method.
The specific arrangement given has 120 changes of method, is all the work, and contains 97 little bell rollups.
For a 90th birthday.
5,010 Spliced Royal (2 methods)
Donald F Morrison (no. 1272)23456 M W H 34256 2 25463 s s - (65432) s s 43526 s s - (24536) - 53462 s s - 34265 s 3* (64235) s (42536) - 2* Snap finish. 3* = s - s; 2* = - s. Ring any 64 leads as Bristol Surprise and the remaining 68 leads as Maypole Alliance. One specific possible arrangement: 23456 M W H Methods 42356 - BBBBBBBB. 34256 - MMMMMMMM. (54263) s s MMMMMMM.M. 25463 - BBBBBBB. (65432) s s MMMMMMM.M. (35426) s s BBBBBB.B. 43526 - MMBBBMM. (24536) - MMMMMMMMM. (34562) s s BBBBBB.B. 53462 - MMBBBMM. 23465 s BBBBBBB.B 24365 s MMMMMMMM. 32465 - BBBBBBBB. 34265 s MMMMMMMM. (64235) s BBBBBBBBB. (32546) - - MMMMMM.M. (42536) s BBBBMMMM.(M)
Assuming the final two blows are rung as Maypole, contains 2,560 Bristol Surprise and 2,450 Maypole Alliance.
Contains 19 56s and 17 65s, up to 94 little bell rollups, and from 1 to 129 changes of method, with all the work possible for any number of changes of method. The exact number of little rollups and the number of changes of method depend upon the arrangement of methods chosen.
The given specific possible arrangement contains 94 little bell rollups, 19 changes of method, and is all the work.
Especially suitable length for a tenth anniversary.
5,010 Spliced Royal (2 methods)
Donald F Morrison (no. 1271)23456 M W H 65432 - - - 42356 - - 3* (54326) - 43265 s s 2 42365 2* 2 (62534) - s (42536) s ss Snap finish. 3* = s - s; 2* = - s. Start with two leads of Bastow Little Bob, the second of which is bobbed; then ring the remainder Bristol Surprise.
Contains 5,002 Bristol Surprise and 8 Bastow Little Bob with 1 change of method, 20 56s and 18 65s.
Especially suitable length for a tenth anniversary.
5,021 Spliced Caters and Royal (2 methods)
Donald F Morrison (no. 8208)Stedman Bristol 231456789 15 V B F H 124365798 a 134265798 5 153624789 b 1325768490 - ╮ 1325967480 - │A 1465382790 - - ╯ 134279658 c 145362789 d 1234586790 A 124358967 e 134258967 5 165432789 f 1246583790 A 124365879 g 134265879 5 Round at hand three blows later. Ordinary Stedman start, but changes into Stedman from Bristol are at the beginning of a slow six. Bristol is rung with fourth place bobs. 5 = - - s - -. a = s2.4.s7.s10.11.12.16 (16 sixes) b = 4.7.s8.10.11.13.14.17.18.19.s20 (20 sixes) c = s2.s5.8.12.14.s16.s18.20 (20 sixes) d = 2.3.4.5.6.s7.10.12.13.14.s16.17.20 (20 sixes) e = 4.5.6.9.11.s13.14 (14 sixes) f = s2.3.6.7.s9.11.13.14.16 (18 sixes) g = 3.5.6.10.13.14.s17 (18 sixes)
Contains 2,381 Stedman Caters and 2,640 Bristol Surprise Royal, with 6 changes of method.
Especially suitable for ringing half muffied at backstroke.
5,090 Spliced Royal (2 methods)
Donald F Morrison (no. 1157)23456 M W H Methods 52436 - LM.L ╮ 25634 2 2 L.ML.MMMMMMMMM.ML. │ 53462 - 2 L.M.ML.L │ 24365 - - L.LM. │A (65243) 2 - L.LLM.M. │ 42356 - - MMMMMM.LLLLLLL.L ╯ 34256 A 25346 - - LM.L. 46352 s - L.M.L (56342) s LM. 45263 2 - s MMMMMM.LLM.M.MMMMMMM. 63524 - s s L.M.L. 53246 s 2 - L.M.ML.L. 62435 s 2* s L.M.ML.L. (42536) - MMMMMMM.MM(M) Snap finish. 2* = s -.
Contains 2,810 Maypole Alliance and 2,280 London No.3 Surprise, with 39 changes of method and all the work of both methods for every bell.
For a 90th birthday.
5,090 Spliced Royal (2 methods)
Donald F Morrison (no. 1155)23456 M W H 42356 - 43526 - 2 25634 - - 34256 2 - 56423 - s s 34625 - - 26543 - - 32465 2 - 2 45263 - s 63254 s - (43256) s Snap finish.
Ring first two leads as Londinium Alliance, the remainder as London No.3 Surprise.
Contains 15 56s, 12 65s, and 134 little bell rollups including 48 3456s.
For a 90th birthday.
5,090 Spliced Royal (2 methods)
Donald F Morrison (no. 1156)23456 M W H 45236 a - - 34256 - 65423 - s - 34526 s s 26543 s a - 54263 - - 24365 - a 65432 - s s 43652 a - - (43256) 2* Snap finish. a = sB,sF,s6ths,sT. 2* = - s.
Ring first two leads as Londinium Alliance, the remainder as London No.3 Surprise.
Contains 48 0987s and 133 little bell rollups including 32 each 23456s and 65432s.
For a 90th birthday.
5,040 Spliced Surprise Royal (2 methods)
Donald F Morrison (no. 349)23456 M W H Methods 64352 - - AA.AAU. 53246 - - UAU.AAAAA.UAU 62345 - - UAU.AAU. 32546 - UUA.AUUU 65243 - - UUA.UAUU. 42356 - - AUU.U.AA Repeat twice.
Contains 2,520 each Anglia and Undine, with 60 changes of method and all the work of both methods for every bell, 21 each 56s and 567890s off the front, and 81 7890s off the front.
5,040 Spliced Treble Bob Royal (2 methods)
Donald F Morrison (no. 2212)23456 M W H 26354 1 2 KK.K(KO)(OK)(KO)(OK)K.K.K 54632 KK(KO)(OK)(KO)(OK)K 32465 KK(KO)(OK)(KO)(OK)K 62534 1 1 2 KK.K(KO)(OK)(KO)(OK)K.KK.K. 34256 KK(KO)(OK)(KO)(OK)K Repeat twice.
Contains all 24 each 56s and 65s.
Contains 3,840
For handbells.
5,040 Spliced Treble Bob Royal (2 methods)
Donald F Morrison (no. 2213)23456 M W H 23564 1 2 KK.K(KO)(OK)(KO)(OK)KK.K. 36524 2 1 KK.K.K(KO)(OK)(KO)(OK)KK. 23645 1 KK.K(KO)(OK)(KO)(OK)K 43526 1 1 2 KK.K(KO)(OK)(KO)(OK)K.KK.K. 32654 1 KK(KO)(OK)(KO)(OK)KK. 53246 1 KK.K(KO)(OK)(KO)(OK)K 24365 1 KK(KO)(OK)(KO)(OK)K.K Repeat.
Contains 3,920
For handbells.
5,040 Spliced Treble Bob Royal (2 methods)
Donald F Morrison (no. 2214)23456 M W H 35264 1 1 KK.K(KO)(OK)(KO)(OK)KK. 54632 1 1 1 KK.K(KO)(OK)(KO)(OK)K.KK. 43265 1 KK(KO)(OK)(KO)(OK)KK. 32654 1 1 KK(KO)(OK)(KO)(OK)K.KK. 62534 2 2 KK.K.K(KO)(OK)(KO)(OK)KK.K. 53246 1 KK(KO)(OK)(KO)(OK)K.K 24365 1 KK(KO)(OK)(KO)(OK)K.K Repeat.
Contains all 24 each 56s and 65s.
Contains 3,920 Kent and 1,120 Oxford, with 56 changes of method, all at the half-lead.
For handbells.
5,040 Spliced Treble Bob Royal (2 methods)
Donald F Morrison (no. 2215)23456 M 6ths 7ths W H 65324 1 2 2 1 KK.KK.K.K(KO)(OK)K.K.KK.K 54326 2 2 2 1 KKK.K.K(KO)(OK)K.K.KK.K.KK. 25463 1 2 2 KK.KK.K.K(KO)(OK)K.K.KK 63542 2 2 KKK.K.K(KO)(OK)K.K.KK 24365 1 2 2 1 KK.KK.K.K(KO)(OK)K.K.KK.K Repeat.
Contains 4,640 Kent and 400 Oxford, with 20 changes of method, all at the half-lead.
For handbells.
5,120 Spliced Treble Bob Royal (2 methods)
Donald F Morrison (no. 2216)23456 M 6ths 7ths W H 63542 2 2 2 KKK.K.K(KO)(OK)K.K.KKK.K. 42356 2 2 KKK.K.K(KO)(OK)K.K.KK 34256 2 2 2 2 KK.K.KK.K.K(KO)(OK)K.K.KK.K.K 53462 1 2 2 KK.KK.K.K(KO)(OK)K.K.KK 24365 2 2 2 KKK.K.K(KO)(OK)K.K.KK.K.K Repeat.
Contains all 24 each 56s and 65s.
Contains 4,720 Kent and 400 Oxford, with 20 changes of method, all at the half-lead.
5,017 Spliced Bob Caters and Royal (2 methods)
Donald F Morrison (no. 946)234567890 1 2 3 4 5 7 42356978 - - Caters 34256 - - - Caters 23456 - - - Caters 42356879 - - s Caters 34256 - - - Caters ╮ 23456 - - - Caters │ 32456978 - - - Caters │A 43256 - - - Caters │ 24356 - - - Caters ╯ 32456879 - - s Caters 43256 - - - Caters 24356 - - - Caters 65284937 - - s Caters ╮ 352649078 s - Royal │ 43562 - - - Royal │ 34265 - - - s Royal │ 42365 - Royal │B 23465 - Royal │ 43265 s Royal │ 32465 - Royal │ 264937580 - Royal ╯ 46325789 s - - Caters 64325978 - - s Caters 42365 - - - Caters 24365879 A 254937680 B 65423978 - s Caters 52463 - - - Caters 35264 - - s Caters 53462 - - s s Caters 43265 - Caters (34265879) A
Contains 2,897 Grandsire Caters and 2,120 Grandsire Royal.
5,040 (5,004) Spliced Bob Caters and Royal (2 methods)
Donald F Morrison (no. 3607)234567890 1 4 7 8 9 423567890 - Royal 62345897 s - s Caters 42365978 s - 3 Caters 62345789 s - Caters 234657890 s 2 Royal Repeat three times, calling s for - half-way and end.
Contains 2,880 Plain Bob Caters and 2,160 Plain Bob Royal, with 8 changes of method.
May be reduced to 5,004 by replacing one course of Plain Bob Royal by a course of Plain Bob Caters (in which case the call at 9 is now at 8; if there is a single at 1 it is retained); contains 3,024 Plain Bob Caters and 1,980 Plain Bob Royal, with from 8 to 10 changes of method, depending upon which course is altered.
5,024 Spliced Royal (2 methods)
Donald F Morrison (no. 8524)23456 M W H 45236 1 1 KKKBBBBKK.KK. 53462 2 2 KK.K.KKBBBBKK.K.K 64235 1 1 KK.KKBBBBKK.K 54326 1 2 1 KK.KKBBBBKK.K.KK. 25463 2 2 2 KK.K.KKBBBBKK.K.KK.K. 52364 2 2 KK.K.KKBBBBKKK.K. 24365 1 2 KK.KKBBBBKKK.K. Repeat.
Contains 4,800 Kent Treble Bob and 224 Bastow Little Bob, with 28 changes of method, all 24 each 56s and 65s, and 374 runs of four or more consecutive bells either at the back (342) or at the front (32).
Especially suitable for handbells: between Middle and Wrong the 5-6 are always either coursing or home.
The 7, 8, 9 and 10 are never slow bells in Kent.
If preferred Kent Little Bob may be rung for Bastow throughout.
5,024 Spliced Royal (2 methods)
Donald F Morrison (no. 8525)23456 M W H 24536 1 2 KKKBBBBKK.KK.K. 35426 2 2 KKKBBBBKK.K.KK.K. 32654 2 1 1 KK.K.KKBBBBKK.KK. 46253 1 1 KK.KKBBBBKKK. 34562 2 1 2 KK.K.KKBBBBKK.KK.K. 54632 2 1 KKKBBBBKK.K.KK. 24365 1 2 1 KK.KKBBBBKK.K.KK. Repeat.
Contains 4,800 Kent Treble Bob and 224 Bastow Little Bob, with 28 changes of method, and 363 runs of four or more consecutive bells either at the back (328) or at the front (35).
Especially suitable for handbells: between Middle and Wrong the 3-4 are always either coursing or home.
The 7, 8, 9 and 10 are never slow bells in Kent.
If preferred Kent Little Bob may be rung for Bastow throughout.
5,024 Spliced Royal (2 methods)
Donald F Morrison (no. 8526)23456 M W H 34256 2 K.K. 43652 2 2 KK.K.KKBBBBKKK.K. 65432 1 1 KKKBBBBKK.KK. 52436 1 2 KK.KKBBBBKKK.K. 65324 2 1 2 KK.K.KKBBBBKK.KK.K. 54326 1 2 KK.KKBBBBKKK.K. 54263 2 2 1 KK.K.KKBBBBKK.K.KK. 24365 1 KK.KKBBBBKK Repeat.
Contains 4,800 Kent Treble Bob and 224 Bastow Little Bob, with 28 changes of method, 18 each 56s and 65s, and 395 runs of four or more consecutive bells either at the back (370) or at the front (25).
The 7, 8, 9 and 10 are never slow bells in Kent.
If preferred Kent Little Bob may be rung for Bastow throughout.
5,000 Spliced Royal (2 methods)
Donald F Morrison (no. 8527)23456 M W H 42356 1 K. 54326 1 KKKBBBBKK.K 45623 2 2 KK.K.KKBBBBKKK.K. 43526 2 1 KK.K.KKBBBBKKK. 25634 1 1 KK.KKBBBBKK.K 54632 1 2 KK.KKBBBBKKK.K. 62345 1 1 2 KK.KKBBBBKK.KK.K. 45236 1 2 2 KK.KKBBBBKK.K.KK.K. 34256 1 KKKBBBBKK.K 43652 2 2 KK.K.KKBBBBKKK.K. 56342 2 2 KKKBBBBKK.K.KK.K. 34562 1 1 KKKBBBBKK.KK. 32465 2 1 KK.K.KKBBBBKKK. 25463 1 2 KK.KKBBBBKKK.K. 63254 2 1 KK.K.KKBBBBKK.K 23456 1 KK.KKBBBBKK
Contains 4,760 Kent Treble Bob and 240 Bastow Little Bob, with 30 changes of method, all 24 56s, 14 65s, and 393 runs of four or more consecutive bells either at the back (368) or at the front (25).
The 7, 8, 9 and 10 are never slow bells in Kent.
If preferred Kent Little Bob may be rung for Bastow throughout.
5,008 Spliced Royal (2 methods)
Donald F Morrison (no. 8535)23456 M W H 42356 1 K. 53246 2 2 KKKKKKKKK.K.KK.K. 46325 1 2 2 KK.KKBBBBKK.K.KK.K. 25463 2 1 KK.K.KKBBBBKK.K 63542 1 2 2 KK.KKBBBBKK.K.KK.K. 53462 2 1 KKKBBBBKK.K.KK. 24365 1 1 KK.KKKKKKKKK. Repeat.
Especially suitable for handbells: between Middle and Wrong the 3-4 are always coursing and the 5-6 are always either coursing or home.
Contains 4,880 Kent Treble Bob and 128 Bastow Little Bob, with 16 changes of method.
If preferred Kent Little Bob may be rung for Bastow throughout.
5,040 Spliced Treble Dodging Royal (3 methods)
Donald F Morrison (no. 350)23456 M W H Methods 52436 - MTAAT.T 56234 2 - MA.AM.MTTMA. 43265 - - [-] T.MTMA.T. Repeat five times, omitting [-] from alternate parts.
Contains 1,920 Triton Delight, 1,680 Meall nan Eun Surprise, 1,440 Anglia Surprise, with 95 changes of method, 21 each 56s, 65s, 567890s off the front and 657890s off the front, and 60 7890s off the front.
London No.3 Surprise may be rung for Triton Delight throughout, reducing the number of 7890s off the front to 48.
5,040 Spliced Surprise Royal (4 methods)
Donald F Morrison (no. 3564a)23456 M W H 45236 - - BBBBBBBBB.L. 24536 - LCL. 52436 - LLLLLLLLL. 43526 - - YL.L. 53624 - L.YYYYY 26435 - - YYYY.C.CYCC 43265 - - CL.YCCC. 24365 3 - CBYBB.CBCCC.CCYBB.YL. Repeat.
Contains 1,360 London No.3, 1,280 Cambridge and 1,200 each Bristol and Yorkshire, with 45 changes of method and all the work of every method for every bell.
5,040 Spliced Surprise Royal (3–4 methods)
Donald F Morrison (no. 6913)23456 M W H 3 methods 4 methods (54632) - - YCCY.Y. NYYN.Y. 24365 - 2 [-] BCBBC.B.BYBBCC.YYCY. BCBBC.Y.CBBBCN.YNCN. Repeat five times, omitting [-] from alternate parts
The three method arrangement contains 1,680 each Bristol, Cambridge and Yorkshire, with 78 changes of method, 18 each 56s and 65s, 108 0987s off the front, 62 little bell rollups at the back and 35 little bell rollups at the front.
The four method arrangement contains 1,440 Bristol and 1,200 each Cambridge, Lincolnshire (N) and Yorkshire, with 96 changes of method, 18 each 56s and 65s, 12 7890s off the front, 120 0987s off the front, 71 little bell rollups at the back and 26 little bell rollups at the front.
5,040 Spliced Surprise Royal (3–4 methods)
Donald F Morrison (no. 6912)23456 W M H 3 methods 4 methods 64235 - - - YCCYY.CYLCC.LC. NCYNY.CCLCY.LN. 36245 - YL.L NL.L 24365 - [-] YL.YCCY. NL.YCYN. Repeat five times, omitting [-] from alternate parts
The three method arrangement contains 1,920 each Cambridge and Yorkshire and 1,200 London No.3, with 90 changes of method, 18 each 56s and 65s, 6 each 098765s off the front, 098756s off the front and 7890s off the front, 72 0987s off the front, 46 little bell rollups at the back, 27 little bell rollups at the front, and back rounds.
The four method arrangement contains 1,440 Lincolnshire (N) and 1,200 each Cambridge, London No.3 and Yorkshire, with 102 changes of method, 18 each 56s
and 65s, 36 7890s off the fornt, 6 each 098765s off the front and 098756s off the front, 24 0987s off the front, 46 little bell rollups at the back, 29 little bell rollups at the front, and back rounds.
5,040 Spliced Surprise Royal (4 methods)
Donald F Morrison (no. 8216)23456 M W H 54632 - - YYYY.Y.YYYY 23645 - - - NNNC.Y.CCNY. 43625 s NNNNN.L 62345 s - LLLLLLLL.CCCC. 34256 s s - CCCY.C.CCCC. 54263 s s YYYY.Y.YCCC 24365 - NNNN.NNNNN Repeat.
Contains 1,440 each Cambridge, Lincolnshire (N) and Yorkshire and 720 London No.3, with 29 changes of method and all the work of every method for every bell, and 246 runs of four or more consecutive bells either at the back (165) or at the front (81).
Especially suitable for handbells, both the 3-4 and 5-6 pairs coursing in both courses of London.
5,040 Spliced Surprise Royal (4 methods)
Donald F Morrison (no. 8216a)23456 M W H 54632 - - NYYN.Y.NYCN 23645 - - - CCNC.Y.NCNY. 43625 s YNCYN.L 62345 s - LLLLLLLL.CCYN. 34256 s s - YNCN.Y.CNCY. 54263 s s NCCN.C.YNCC 24365 - YCYN.YNYCY Repeat.
Contains 1,440 each Cambridge, Lincolnshire (N) and Yorkshire and 720 London No.3, with 97 changes of method and all the work of every method for every bell, and 278 runs of four or more consecutive bells either at the back (180) or at the front (98), and, in the last course, back rounds.
Especially suitable for handbells, both the 3-4 and 5-6 pairs coursing in both courses of London.
5,000 Spliced Surprise Royal (4 methods)
Donald F Morrison (no. 1387)23456 M W H Methods 64352 - - L.CSBBSC. 34562 2 - SL.CLSBBCB.L. 53462 - CSLSCS. (65432) - CBBSCC. 24536 - - CSLSB.SL. 52436 - LLB. 45236 - CSLSBSCL. 32654 - - SBCSLB.B.L 53624 - LS.L 46325 - - L.CL. 52364 - - - L.B.L. 43265 - - SBCSLB.SCLCSLSB. 24365 - LCSBBSB. 32465 - LCSLCBSB. (64523) - - L.S. 35426 - - CLCBBC.LB. 42356 - - CL.SLCBCB. 34256 - LCBCSLCS. 23456 - BBCCBS.
Contains 1,280 London No.3 and 1,240 each Bristol, Cambridge and Superlative No.2, with 109 changes of method and all the work of every method for every bell, and 96 little bell rollups.
5,040 Spliced Treble Dodging Royal (4 methods)
Donald F Morrison (no. 351)23456 M W H Methods (52436) - MTAAT. 42635 - UM.AUA 56234 - - UUA.TU. 43265 - - [-] T.MTMA.T. Repeat five times, omitting [-] from alternate parts.
Contains 1,440 each Anglia Surprise and Triton Delight, 1,200 Undine Surprise, and 960 Meall Nan Eun Surprise, with 113 changes of method, all 24 each 56s and 65s, 21 each 567890s off the front and 657890s off the front, and 66 7890s off the front.
London No.3 Surprise may be rung for Triton Delight throughout, reducing the number of 7890s off the front to 60.
5,200 (5,080) Spliced Surprise Royal (4–5 methods)
Donald F Morrison (no. 3564)23456 M W H 45236 - - BBBBBBBBB.L. 24536 - LSL. 52436 - (LLLLLLLL)L. 43526 - - SL.L. 53624 - L.SSSSS 26435 - - SSSS.Y.CYCC 43265 - - CL.YCCC. 24365 3 - YYYY.CBCCC.CCSBB.YYYYY. Repeat.
Contains 1,280 London No.3, 1,040 Cambridge and 960 each Bristol, Superlative No.2 and Yorkshire, with 41 changes of method and all the work of every method for every bell.
Reduce to 5,080 by in one part replacing the parenthesized leads by CSSYY; contains 1,080 Cambridge, 1,040 each Superlative No.2 and Yorkshire and 960 each Bristol and London No.3, with 45 changes of method and all the work of every method for every bell.
For four methods ring as the five method 5,200, replacing all leads of Superlative by Yorkshire. Contains 1,920 Yorkshire, 1,280 London No.3, 1,040 Cambridge and 960 Bristol, with 39 changes of method and all the work of every method for every bell. Do not make this same substitution in the reduction to 5,080, however, as it is false.
5,040 Spliced Surprise Royal (5 methods)
Donald F Morrison (no. 3563)23456 M W H (52436) - YL. 42635 - YBSC.B 56234 - - CYLCBS.LB. 43265 - - [-] L.C.YSCS. Repeat five times, omitting [-] from alternate parts.
Contains 1,200 Cambridge and 960 each Bristol, London No.3, Superlative No.2 and Yorkshire, with 125 changes of method, 21 each 56s and 65s, and 9 each 098765s off the front and 098756s off the front.
5,120 Spliced Surprise Royal (5 methods)
Donald F Morrison (no. 3564b)23456 M W H 45236 - - BBBBBBBBB.L. 24536 - LYL. 52436 - LLLLLLLLL. 43526 - - YL.L. 53624 - L.NNNNN 26435 - - NNNN.C.CYCC 43265 - - CL.YCCC. 24365 3 - YYYY.CLL.CCLCCC.YYYYY. Repeat.
Contains 1,520
5,040 Spliced Surprise Royal (5 methods)
Donald F Morrison (no. 6914)23456 W M H (42635) - - NL.CBYC. 63425 - - B.YCYN. 26435 - NL.L 43265 - [-] NL.YBBCN. Repeat five times, omitting [-] from alternate parts
Contains 1,200 Lincolnshire (N) and 960 each Bristol, Cambridge, London No.3 and Yorkshire, with 102 changes of method, 18 each 56s and 65s, 12 each 098765s off the front and 098756s off the front, 30 7890s off the front, 72 0987s off the front, 57 little bell rollups at the back, 30 little bell rollups at the front, and back rounds.
5,040 Spliced Surprise Royal (10–11 methods)
Donald F Morrison (no. 1760b)Arrangement A Arrangement B 234567890 Bristol Bristol 352749608 Superlative No.2 Superlative No.2 795038264 Cambridge Dereham - 908674523 King's Norton King's Norton - 906482735 Lincolnshire Lincolnshire 420395678 King's Norton King's Norton 234507986 Bristol Bristol 352748069 Yorkshire Yorkshire 785639204 Pudsey Pudsey 698074523 Wootton Rivers Wootton Rivers - 904263857 London No.3 London No.3 496082735 Anglia Anglia 352708964 London No.3 London No.3 230597486 Rutland Rutland - 902345678 Repeat eight times.
Arrangement A contains 720 each Bristol, King's Norton and London No.3 and 360 each Anglia, Cambridge, Lincolnshire, Pudsey, Rutland, Superlative No.2, Wootton Rivers and Yorkshire, with 125 changes of method and all the work of every method for every bell, with 193 runs of four or more consecutive bells at the back and 124 runs of four or more consecutive bells at the front.
Arrangement B contains 720 each Bristol, King's Norton and London No.3 and 360 each Anglia, Dereham, Lincolnshire, Pudsey, Rutland, Superlative No.2, Wootton Rivers and Yorkshire, with 125 changes of method and all the work of every method for every bell, with 193 runs of four or more consecutive bells at the back and 136 runs of four or more consecutive bells at the front.
Either arrangement may be reduced to 10 methods by ringing Superlative No.2 for Yorkshire throughout.
5,000 Spliced Royal (13 methods)
Donald F Morrison (no. 8188)1234567890 Teazle 2463850719 Bristol Surprise 2684031597 Yorkshire Surprise 2018967453 Alphin Brook Surprise 2190785634 Lincolnshire Surprise 2759314068 London No.3 Surprise 2971503846 Cambridge Surprise 2537496180 Pudsey Surprise - 2346850719 Rutland Surprise - 2563478901 Anglia Surprise 2018947635 Meall nan Eun Surprise 2357694180 Superlative No.2 Surprise - 2564830719 Quakers Friars Surprise - 2345678901 Repeat nine times.
Contains 400 each Alphin Brook Surprise, Anglia Surprise, Bristol Surprise, Cambridge Surprise, Lincolnshire Surprise, London No.3 Surprise, Meall nan Eun Surprise, Pudsey Surprise, Quakers Friars Surprise, Rutland Surprise, Superlative No.2 Surprise and Yorkshire Surprise and 200 Teazle, with 129 changes of method and all the work of every method for every bell, including the treble, and 525 runs of four or more consecutive bells at the back or at the front: 30 each 7890s, etc.; 15 0987s, etc.; 17 7890s, etc., off the front; and 13 0987s, etc., off the front.
If preferred Kenninghall Surprise may be rung instead of Quakers Friars.
5,000 Spliced Royal (13 methods)
Donald F Morrison (no. 8188a)1234567890 Teazle 2463850719 Yorkshire Surprise 2806149375 Pudsey Surprise 2190785634 Alphin Brook Surprise 2971503846 Cambridge Surprise 2537496180 Rutland Surprise 2759314068 Anglia Surprise 2684031597 Lincolnshire Surprise 2018967453 Meall nan Eun Surprise - 2534678901 Bristol Surprise 2365840719 London No.3 Surprise - 2453678901 Quakers Friars Surprise 2739415068 Superlative No.2 Surprise - 2345678901 Repeat nine times.
Contains 400 each Alphin Brook Surprise, Anglia Surprise, Bristol Surprise, Cambridge Surprise, Lincolnshire Surprise, London No.3 Surprise, Meall nan Eun Surprise, Pudsey Surprise, Quakers Friars Surprise, Rutland Surprise, Superlative No.2 Surprise and Yorkshire Surprise and 200 Teazle, with 129 changes of method and all the work of every method for every bell, including the treble, and 476 runs of four or more consecutive bells at the back or at the front: 25 each 7890s, etc.; 17 0987s, etc.; 15 7890s, etc., off the front; and 11 0987s, etc., off the front.
If preferred Kenninghall Surprise may be rung instead of Quakers Friars.
5,000 Spliced Royal (13 methods)
Donald F Morrison (no. 8188b)1234567890 Teazle 2463850719 Cambridge Surprise 2806149375 Anglia Surprise 2759314068 Rutland Surprise 2971503846 Quakers Friars Surprise 2018967453 Meall nan Eun Surprise s 2354768901 Yorkshire Surprise 2785031496 London No.3 Surprise 2573840619 Pudsey Surprise 2807159364 Bristol Surprise 2018976543 Superlative No.2 Surprise 2961403857 Lincolnshire Surprise 2436597180 Alphin Brook Surprise s 2345678901 Repeat nine times. s = 123456.
Contains 400 each Alphin Brook Surprise, Anglia Surprise, Bristol Surprise, Cambridge Surprise, Lincolnshire Surprise, London No.3 Surprise, Meall nan Eun Surprise, Pudsey Surprise, Quakers Friars Surprise, Rutland Surprise, Superlative No.2 Surprise and Yorkshire Surprise and 200 Teazle, with 129 changes of method and all the work of every method for every bell, including the treble, and 623 runs of four or more consecutive bells at the back or at the front: 25 each 7890s, etc.; 27 0987s, etc.; 13 7890s, etc., off the front; and 24 0987s, etc., off the front.
If preferred Kenninghall Surprise may be rung instead of Quakers Friars.
5,000 Spliced Royal (3–13 methods)
Donald F Morrison (no. 8187) 3 methods 4 methods 5 methods
1234567890 Unnamed Little Hybrid 1234567890 Unnamed Little Hybrid 1234567890 Unnamed Little Hybrid
2534678901 Cambridge Surprise 2534678901 Cambridge Surprise 2534678901 Cambridge Surprise
2683051497 Bristol Surprise 2683051497 Cambridge Surprise 2683051497 Cambridge Surprise
2806139574 Bristol Surprise 2018967345 London No.3 Surprise 2018967345 Superlative No.2 Surprise
2018967345 Bristol Surprise 2806139574 Cambridge Surprise 2971405836 London No.3 Surprise
2190784653 Cambridge Surprise 2190784653 Cambridge Surprise 2190784653 Cambridge Surprise
2749513068 Bristol Surprise 2749513068 Bristol Surprise 2749513068 Bristol Surprise
- 2453678901 Bristol Surprise - 2453678901 Cambridge Surprise - 2453678901 Superlative No.2 Surprise
2564830719 Cambridge Surprise 2685041397 Cambridge Surprise 2685041397 Cambridge Surprise
2806159473 Bristol Surprise 2018967534 London No.3 Surprise 2018967534 London No.3 Surprise
2018967534 Bristol Surprise 2806159473 Cambridge Surprise 2806159473 Cambridge Surprise
2190783645 Cambridge Surprise 2190783645 Cambridge Surprise 2190783645 Cambridge Surprise
2739415068 Cambridge Surprise 2739415068 Bristol Surprise 2739415068 Bristol Surprise
- 2345678901 - 2345678901 - 2345678901
Repeat nine times. Repeat nine times. Repeat nine times.
6 methods 7 methods 8 methods
1234567890 Unnamed Little Hybrid 1234567890 Unnamed Little Hybrid 1234567890 Unnamed Little Hybrid
2534678901 Rutland Surprise 2534678901 Pudsey Surprise 2534678901 Anglia Surprise
2457396180 Rutland Surprise 2683051497 London No.3 Surprise 2018967345 Bristol Surprise
2749513068 Bristol Surprise 2365840719 Pudsey Surprise 2190784653 Cambridge Surprise
- 2453678901 Superlative No.2 Surprise 2806139574 Pudsey Surprise 2749513068 Pudsey Surprise
2685041397 London No.3 Surprise 2190784653 Cambridge Surprise - 2453678901 London No.3 Surprise
2564830719 Superlative No.2 Surprise 2749513068 Bristol Surprise 2347596180 Rutland Surprise
2806159473 Cambridge Surprise - 2453678901 Superlative No.2 Surprise 2739415068 Anglia Surprise
2190783645 London No.3 Surprise 2685041397 Rutland Surprise 2685041397 London No.3 Surprise
2018967534 Cambridge Surprise 2564830719 Cambridge Surprise 2564830719 Superlative No.2 Surprise
2971304856 Superlative No.2 Surprise 2806159473 Superlative No.2 Surprise 2806159473 Bristol Surprise
2347596180 Rutland Surprise 2190783645 Cambridge Surprise 2018967534 Bristol Surprise
2739415068 Bristol Surprise 2739415068 Superlative No.2 Surprise 2190783645 Anglia Surprise
- 2345678901 - 2345678901 - 2345678901
Repeat nine times. Repeat nine times. Repeat nine times.
9 methods 10 methods 11 methods 12 methods
1234567890 Unnamed Little Hybrid Unnamed Little Hybrid Unnamed Little Hybrid Unnamed Little Hybrid
2534678901 Pudsey Surprise Pudsey Surprise Pudsey Surprise Pudsey Surprise
2683051497 Cambridge Surprise Cambridge Surprise Cambridge Surprise Cambridge Surprise
2018967345 Alphin Brook Surprise Alphin Brook Surprise Alphin Brook Surprise Alphin Brook Surprise
2190784653 Bristol Surprise Bristol Surprise Bristol Surprise Bristol Surprise
2971405836 Cambridge Surprise Cambridge Surprise Cambridge Surprise Bad Homburg Surprise
2457396180 Superlative No.2 Surprise Superlative No.2 Surprise Superlative No.2 Surprise Superlative No.2 Surprise
2365840719 London No.3 Surprise London No.3 Surprise Tyndall's Park Surprise Tyndall's Park Surprise
- 2453678901 London No.3 Surprise Zummerzet Surprise Zummerzet Surprise Zummerzet Surprise
2347596180 Rutland Surprise Rutland Surprise Rutland Surprise Rutland Surprise
2739415068 Anglia Surprise Anglia Surprise Anglia Surprise Anglia Surprise
2685041397 London No.3 Surprise London No.3 Surprise London No.3 Surprise London No.3 Surprise
2564830719 Rutland Surprise Rutland Surprise Rutland Surprise Rutland Surprise
- 2345678901
Repeat nine times.
13 methods
1234567890 Unnamed Little Hybrid
2534678901 Pudsey Surprise
2683051497 Cambridge Surprise
2018967345 Alphin Brook Surprise
2190784653 Bristol Surprise
2971405836 Bad Homburg Surprise
2457396180 Superlative No.2 Surprise
2365840719 Tyndall's Park Surprise
- 2453678901 Zummerzet Surprise
2347596180 Rutland Surprise
2739415068 Anglia Surprise
2685041397 London No.3 Surprise
2564830719 Friars Gate Surprise
- 2345678901
Repeat nine times.
The three method arrangement contains 2,800 Bristol Surprise, 2,000 Cambridge Surprise and 200 Unnamed Little Hybrid with 79 changes of method.
The four method arrangement contains 3,200 Cambridge Surprise, 800 each Bristol Surprise and London No.3 Surprise and 200 Unnamed Little Hybrid, with 89 changes of method.
The five method arrangement contains 2,400 Cambridge Surprise, 800 each Bristol Surprise, London No.3 Surprise and Superlative No.2 Surprise and 200 Unnamed Little Hybrid, with 109 changes of method.
The six method arrangement contains 1,200 each Rutland Surprise and Superlative No.2 Surprise, 800 each Bristol Surprise, Cambridge Surprise and London No.3 Surprise and 200 Unnamed Little Hybrid, with 119 changes of method.
The seven method arrangement contains 1,200 each Cambridge Surprise, Pudsey Surprise and Superlative No.2 Surprise, 400 each Bristol Surprise, London No.3 Surprise and Rutland Surprise and 200 Unnamed Little Hybrid, with 119 changes of method.
The eight method arrangement contains 1,200 each Anglia Surprise and Bristol Surprise, 800 London No.3 Surprise, 400 each Cambridge Surprise, Pudsey Surprise, Rutland Surprise and Superlative No.2 Surprise and 200 Unnamed Little Hybrid, with 119 changes of method.
The nine method arrangement contains 1,200 London No.3 Surprise, 800 each Cambridge Surprise and Rutland Surprise, 400 each Alphin Brook Surprise, Anglia Surprise, Bristol Surprise, Pudsey Surprise and Superlative No.2 Surprise and 200 Unnamed Little Hybrid, with 119 changes of method.
The ten method arrangement contains 800 each Cambridge Surprise, London No.3 Surprise and Rutland Surprise, 400 each Alphin Brook Surprise, Anglia Surprise, Bristol Surprise, Pudsey Surprise, Superlative No.2 Surprise and Zummerzet Surprise and 200 Unnamed Little Hybrid, with 129 changes of method.
The eleven method arrangement contains 800 each Cambridge Surprise and Rutland Surprise, 400 each Alphin Brook Surprise, Anglia Surprise, Bristol Surprise, London No.3 Surprise, Pudsey Surprise, Superlative No.2 Surprise, Tyndall's Park Surprise and Zummerzet Surprise and 200 Unnamed Little Hybrid, with 129 changes of method.
The twelve method arrangement contains 800 Rutland Surprise, 400 each Alphin Brook Surprise, Anglia Surprise, Bad Homburg Surprise, Bristol Surprise, Cambridge Surprise, London No.3 Surprise, Pudsey Surprise, Superlative No.2 Surprise, Tyndall's Park Surprise and Zummerzet Surprise and 200 Unnamed Little Hybrid, with 129 changes of method.
The thirteen method arrangement contains 400 each Alphin Brook Surprise, Anglia Surprise, Bad Homburg Surprise, Bristol Surprise, Cambridge Surprise, Friars Gate Surprise, London No.3 Surprise, Pudsey Surprise, Rutland Surprise, Superlative No.2 Surprise, Tyndall's Park Surprise and Zummerzet Surprise and 200 Unnamed Little Hybrid, with 129 changes of method.
All eleven arrangements contain all the work of every method for every bell, including the treble.
The Unnamed Little Hybrid method is: x34x4x56x36x78x58x9x7x2x49 lh 2534678901.
5,000 Spliced Royal (13 methods)
Donald F Morrison (no. 8188c)1234567890 Teazle 2463850719 Pudsey Surprise 2806149375 Anglia Surprise 2759314068 Unnamed #1 Delight 2971503846 Kenninghall Surprise 2018967453 Meall nan Eun Surprise s 2354768901 Yorkshire Surprise 2785031496 London No.3 Surprise 2573840619 Unnamed Surprise 2807159364 Bristol Surprise 2018976543 Superlative No.2 Surprise 2961403857 Unnamed #2 Delight 2436597180 Alphin Brook Surprise s 2345678901 Repeat nine times. s = 123456.
Contains 400 each Alphin Brook Surprise, Anglia Surprise, Bristol Surprise, Kenninghall Surprise, London No.3 Surprise, Meall nan Eun Surprise, Pudsey Surprise, Superlative No.2 Surprise, Yorkshire Surprise, Unnamed #1 Delight, Unnamed #2 Delight and Unnamed Surprise, and 200 Teazle, with 129 changes of method and all the work of every method for every bell, including the treble, and is each lead different for the working place bells.
Contains 672 runs of four or more consecutive bells at the back or at the front: 26 each 7890s, etc.; 31 0987s, etc.; 18 7890s, etc., off the front; and 21 0987s, etc., off the front.
If preferred Quakers Friars Surprise may be rung instead of Kenninghall.
Unnamed #1 Delight is: x3x45x2x36x34x1x236x1x34x1,2 [f] fch /BDa2.
Unnamed #2 Delight is: x3x1x256x6x34x5x6x1.78x58.9,2 [b] fch G/BFa2.
Unnamed Surprise is: x3x6x2x36x78x58x36x45x58x3,2 [b] fch /BDOa2.
5,000 Spliced Royal (13 methods)
Donald F Morrison (no. 8188e)1234567890 Teazle 2463850719 Yorkshire Surprise 2806149375 Anglia Surprise 2759314068 London No.3 Surprise 2971503846 Unnamed #1 Surprise 2537496180 Sgurr A'Chaorachain Surprise 2018967453 Meall nan Eun Surprise s 2354768901 Alphin Brook Surprise 2573840619 Dereham Surprise 2807159364 Uppington Surprise 2018976543 Pudsey Surprise 2961403857 Damgate Surprise 2436597180 Unnamed #2 Surprise s 2345678901 Repeat nine times. s = 123456.
Contains 400 each Alphin Brook Surprise, Anglia Surprise, Damgate Surprise, Dereham Surprise, London No.3 Surprise, Meall nan Eun Surprise, Pudsey Surprise, Sgurr A'Chaorachain Surprise, Uppington Surprise, Yorkshire Surprise, Unnamed #1 Surprise and Unnamed #2 Surprise, and 200 Teazle, with 129 changes of method and all the work of every method for every bell, including the treble, and is each lead different for the working place bells.
Contains 798 runs of four or more consecutive bells at the back or at the front: 36 each 7890s, etc.; 27 0987s, etc.; 24 7890s, etc., off the front; and 27 0987s, etc., off the front.
Unnamed #1 Surprise is: x3x6x2x36x78x58x36x45x58x3,2 [b] fch /BDOa2.
Unnamed #2 Surprise is: x34x4x56x36x78x5x56x7x78x7,2 [a] fch /BDa1a2.
5,000 Spliced Royal (13 methods)
Donald F Morrison (no. 8188d)1234567890 Teazle 2463850719 Yorkshire Surprise 2806149375 Anglia Surprise 2759314068 Unnamed #1 Delight 2971503846 Unnamed #1 Surprise 2537496180 Alphin Brook Surprise s 2354768901 Meall nan Eun Surprise 2018976543 Uppington Surprise 2190684735 Sgurr A'Chaorachain Surprise 2573840619 Bad Homburg Surprise 2807159364 Adelie Penguin Surprise 2961403857 Unnamed #2 Delight 2436597180 Unnamed #2 Surprise s 2345678901 Repeat nine times. s = 123456.
Contains 400 each Adelie Penguin Surprise, Alphin Brook Surprise, Anglia Surprise, Bad Homburg Surprise, Meall nan Eun Surprise, Sgurr A'Chaorachain Surprise, Uppington Surprise, Yorkshire Surprise, Unnamed #1 Delight, Unnamed #2 Delight, Unnamed #1 Surprise and Unnamed #2 Surprise, and 200 Teazle, with 129 changes of method and all the work of every method for every bell, including the treble, and is each lead different for the working place bells.
Contains 847 runs of four or more consecutive bells at the back or at the front: 32 each 7890s, etc.; 33 0987s, etc.; 27 7890s, etc., off the front; and 29 0987s, etc., off the front.
If preferred Dereham Surprise may be rung instead of Bad Homburg.
Unnamed #1 Delight is: x3x45x2x36x34x1x236x1x34x1,2 [f] fch /BDa2.
Unnamed #2 Delight is: x3x1x256x6x34x5x6x1.78x58.9,2 [b] fch G/BFa2.
Unnamed #1 Surprise is: x3x6x2x36x78x58x36x45x58x3,2 [b] fch /BDOa2.
Unnamed #2 Surprise is: x34x4x56x36x78x5x56x7x78x7,2 [a] fch /BDa1a2.
5,040 (5,760) Spliced Surprise Royal (3–14 methods)
Donald F Morrison (no. 4068) 3m (5,760) 4m (5,760) 5m (5,760) 6m (5,760)
234567890 Yorkshire Lincolnshire Yorkshire Yorkshire
573920486 Cambridge Cambridge Cambridge Lincolnshire
907856342 Yorkshire Yorkshire Superlative No.2 Superlative No.2
860492735 Cambridge Cambridge Lincolnshire Cambridge
426385079 Yorkshire Yorkshire Superlative No.2 Pudsey
352749608 Cambridge Cambridge Cambridge Cambridge
795038264 Yorkshire Lincolnshire Yorkshire Yorkshire
- 908674523 Cambridge Yorkshire Lincolnshire Superlative No.2
640293857 Rutland Rutland Rutland Rutland
- 906482735 Cambridge Lincolnshire Yorkshire Lincolnshire
420395678 (Yorkshire (Yorkshire (Superlative No.2 (Yorkshire
352748069 Cambridge Cambridge Cambridge Cambridge
785639204 Yorkshire Yorkshire Lincolnshire Yorkshire
698074523 Cambridge) Lincolnshire) Yorkshire) Lincolnshire)
- 904263857 Yorkshire Yorkshire Superlative No.2 Pudsey
230597486 Rutland Rutland Rutland Rutland
- 902345678
Repeat eight times.
7m (5,040) 8m (5,040) 9m (5,040)
234567890 Lincolnshire Cambridge 234567890 Bristol
573920486 Cambridge Lincolnshire 352749608 Cambridge
907856342 Bristol Bristol 795038264 Yorkshire
089674523 Yorkshire Yorkshire - 908674523 Superlative No.2
648203957 Bristol Bristol 640293857 London No.3
426385079 Pudsey Pudsey - 906482735 Lincolnshire
352749608 Cambridge Cambridge 420395678 Pudsey
795038264 Bristol Lincolnshire 352748069 Lincolnshire
- 908674523 Superlative No.2 Superlative No.2 785639204 Superlative No.2
640293857 Rutland London No.3 698074523 Yorkshire
- 906482735 Lincolnshire Yorkshire - 904263857 Rutland
420395678 Rutland London No.3 496082735 Anglia
- 904263857 Pudsey Pudsey 352708964 London No.3
230597486 Rutland Rutland 230597486 Rutland
- 902345678 - 902345678
Repeat eight times. Repeat eight times.
10m (5,040) 11m (5,040) 12m (5,040)
234567890 Bristol 234567890 Bristol Bristol
352749608 Cambridge 352749608 Cambridge Cambridge
795038264 Yorkshire 795038264 Yorkshire Yorkshire
- 908674523 Superlative No.2 - 908674523 Lockington Lockington
640293857 London No.3 897056342 Pudsey Pudsey
- 906482735 Lincolnshire - 906482735 Lincolnshire Lincolnshire
420395678 Pudsey 420395678 Superlative No.2 Superlative No.2
352748069 Cambridge 352748069 Pudsey Henleaze
785639204 Superlative No.2 785639204 Superlative No.2 Superlative No.2
698074523 Yorkshire 698074523 Yorkshire Yorkshire
- 904263857 Clyde - 904263857 Clyde Clyde
496082735 Anglia 496082735 Anglia Anglia
352708964 London No.3 352708964 London No.3 London No.3
230597486 Rutland 230597486 Rutland Rutland
- 902345678 - 902345678
Repeat eight times. Repeat eight times.
13m (5,040) 14m (5,040)
234567890 Bristol 234567890 Bristol
352749608 Cambridge 352749608 Meall nan Eun
795038264 Henleaze 089674523 Lockington
089674523 Lockington - 908674523 Yorkshire
- 908674523 Yorkshire 640293857 Superlative No.2
640293857 Superlative No.2 234567089 Henleaze
234567089 Anglia 573829406 Cambridge
897056342 Pudsey 897056342 Pudsey
- 906482735 Lincolnshire - 906482735 Lincolnshire
420395678 Quakers Friars 420395678 Quakers Friars
- 904263857 Clyde - 904263857 Clyde
496082735 Anglia 496082735 Anglia
352708964 London No.3 352708964 London No.3
230597486 Rutland 230597486 Rutland
- 902345678 - 902345678
Repeat eight times. Repeat eight times.
Reduce any of the 5,760s to 5,040 by replacing the four parenthesized leads by one lead of Rutland in six parts.
When reduced to 5,040 the 3 method arrangement contains 2,040 each Cambridge and Yorkshire, and 960 Rutland, with 125 changes of method.
When reduced to 5,040 the 4 method arrangement contains 1,680 Yorkshire, 1,200 each Cambridge and Lincolnshire, and 960 Rutland, with 125 changes of method.
When reduced to 5,040 the 5 method arrangement contains 1,200 each Superlative No.2 and Yorkshire, 960 Rutland, and 840 each Cambridge and Lincolnshire, with 125 changes of method.
When reduced to 5,040 the 6 method arrangement contains 960 each Rutland and Yorkshire, 840 each Cambridge and Lincolnshire, and 720 each Pudsey and Superlative No.2, with 125 changes of method.
The 7 method arrangement contains 1,080 each Bristol and Rutland, 720 each Cambridge, Lincolnshire and Pudsey, and 360 each Superlative No.2 and Yorkshire, with 125 changes of method.
The 8 method arrangement contains 720 each Bristol, Cambridge, Lincolnshire, London No.3, Pudsey and Yorkshire, and 360 each Rutland and Superlative No.2, with 125 changes of method.
The 9 method arrangement contains 720 each Lincolnshire, London No.3, Rutland, Superlative No.2 and Yorkshire, and 360 each Anglia, Bristol, Cambridge and Pudsey, with 125 changes of method.
The 10 method arrangement contains 720 each Cambridge, London No.3, Superlative No.2 and Yorkshire, and 360 each Anglia, Bristol, Clyde, Lincolnshire, Pudsey and Rutland, with 125 changes of method.
The 11 method arrangement contains 720 each Pudsey, Superlative No.2 and Yorkshire, and 360 each Anglia, Bristol, Cambridge, Clyde, Lincolnshire, Lockington, London No.3 and Rutland, with 125 changes of method.
The 12 method arrangement contains 720 each Superlative No.2 and Yorkshire, and 360 each Anglia, Bristol, Cambridge, Clyde, Henleaze, Lincolnshire, Lockington, London No.3, Pudsey and Rutland, with 125 changes of method.
The 13 method arrangement contains 720 Anglia and 360 each Bristol, Cambridge, Clyde, Henleaze, Lincolnshire, Lockington, London No.3, Pudsey, Quakers Friars, Rutland, Superlative No.2 and Yorkshire, with 125 changes of method.
The 14 method arrangement contains 360 each Anglia, Bristol, Cambridge, Clyde, Henleaze, Lincolnshire, Lockington, London No.3, Meall nan Eun, Pudsey, Quakers Friars, Rutland, Superlative No.2 and Yorkshire, with 125 changes of method.
All arrangements, of either length, contain all the work of every method for every bell.
5,040 Spliced Surprise Royal (4–14 methods)
Donald F Morrison (no. 1760)Arrangement A (4 methods) Arrangement B (5 methods) Arrangement C (5 methods) 234567890 Cambridge 234567890 Lincolnshire 234567890 Bristol 573920486 London No.3 573920486 London No.3 352749608 Yorkshire 352749608 Yorkshire 352749608 Cambridge 795038264 Bristol 795038264 Bristol 795038264 Bristol - 908674523 Superlative No.2 - 908674523 London No.3 - 908674523 Yorkshire 640293857 London No.3 897056342 Bristol 640293857 London No.3 - 906482735 Bristol - 906482735 London No.3 - 906482735 London No.3 049263857 Yorkshire 698074523 Cambridge 698074523 Lincolnshire 234507986 Cambridge - 904263857 Bristol - 904263857 Bristol 573826490 London No.3 029345678 Cambridge 029345678 Lincolnshire 352748069 Cambridge 352708964 Yorkshire 352708964 Cambridge 785639204 Superlative No.2 785634290 Bristol 785634290 Bristol 698074523 Cambridge 867459302 Cambridge 867459302 Cambridge - 904263857 London No.3 496082735 Yorkshire 496082735 Yorkshire 496082735 Superlative No.2 - 902345678 - 902345678 - 902345678 Repeat eight times. Repeat eight times. Repeat eight times. Arrangement D (6 methods) Arrangement E (7 methods) Arrangement F (8 methods) 234567890 Lincolnshire 234567890 Rutland 234567890 Bristol 573920486 London No.3 426385079 Superlative No.2 352749608 Lincolnshire 352749608 Cambridge 352749608 Cambridge 795038264 Yorkshire 795038264 Bristol 795038264 London No.3 - 908674523 Rutland - 908674523 Yorkshire 573920486 Lincolnshire 897056342 Pudsey 640293857 London No.3 907856342 Yorkshire - 906482735 Bristol - 906482735 London No.3 860492735 Rutland 049263857 Cambridge 698074523 Superlative No.2 - 908674523 Superlative No.2 234507986 Pudsey - 904263857 Bristol 640293857 London No.3 573826490 London No.3 029345678 Lincolnshire - 906482735 Bristol 352748069 Cambridge 352708964 Cambridge 049263857 Bristol 785639204 Superlative No.2 785634290 Bristol 420395678 Rutland 698074523 Yorkshire 867459302 Yorkshire - 904263857 London No.3 - 904263857 London No.3 496082735 Superlative No.2 496082735 Bristol 496082735 Superlative No.2 - 902345678 - 902345678 - 902345678 Repeat eight times. Repeat eight times. Repeat eight times. Arrangement G (9 methods) Arrangement H (10 methods) Arrangement J (11 methods) 234567890 Anglia 234567890 Bristol 234567890 King's Norton 907856342 Yorkshire 352749608 Superlative No.2 352749608 Superlative No.2 860492735 Pudsey 795038264 Cambridge 795038264 London No.3 426385079 London No.3 - 908674523 King's Norton 573920486 Henleaze 648203957 Anglia - 906482735 Lincolnshire - 908674523 Lincolnshire 573920486 London No.3 420395678 King's Norton 640293857 Rutland 352749608 Cambridge 234507986 Bristol - 906482735 Cambridge 795038264 Bristol 352748069 Yorkshire 420395678 Bristol - 908674523 Rutland 785639204 Superlative No.2 234507986 Anglia 897056342 Superlative No.2 698074523 Pudsey 867950342 Henleaze - 906482735 Lincolnshire - 904263857 London No.3 - 904263857 Pudsey 420395678 Rutland 496082735 Anglia 230597486 Anglia - 904263857 London No.3 352708964 London No.3 867459302 Yorkshire 496082735 Bristol 230597486 Rutland 496082735 Bristol - 902345678 - 902345678 - 902345678 Repeat eight times. Repeat eight times. Repeat eight times. Arrangement K (12 methods) Arrangement L (13 methods) Arrangement M (14 methods) 234567890 Lincolnshire 234567890 King's Norton 234567890 King's Norton 573920486 Superlative No.2 352749608 Quakers Friars 352749608 Quakers Friars 907856342 Anglia 426385079 Anglia 426385079 Meall nan Eun 426385079 Yorkshire 795038264 London No.3 795038264 Yorkshire 352749608 Cambridge 573920486 Henleaze - 908674523 Clyde 795038264 Henleaze - 908674523 Clyde 897056342 Superlative No.2 089674523 Clyde 897056342 Bristol - 906482735 Lincolnshire - 908674523 King's Norton - 906482735 Lincolnshire 420395678 Bristol - 906482735 London No.3 420395678 Pudsey 234507986 Anglia 698074523 Pudsey 352748069 Cambridge 867950342 London No.3 - 904263857 Bristol 785639204 Superlative No.2 785639204 Henleaze 029345678 Henleaze 698074523 Yorkshire 698074523 Cambridge 352708964 Clyde - 904263857 Henleaze - 904263857 Pudsey 230597486 Rutland 230597486 Rutland 230597486 Rutland - 902345678 - 902345678 - 902345678 Repeat eight times. Repeat eight times. Repeat eight times.
Arrangement A contains 1,440 each Bristol and Cambridge and 1,080 each London No.3 and Yorkshire, with 125 changes of method, 185 runs of four or more consecutive bells at at the back, and 74 runs of four or more consecutive bells at the front
In arrangement A Superlative No.2 may be rung for Yorkshire throughout, in which case it contains 168 runs at the back and 68 runs at the front.
Arrangement B contains 1,080 each Bristol, Cambridge, Lincolnshire and London No.3 and 720 Yorkshire, with 116 changes of method, 184 runs at the back and 121 runs at the front.
Arrangement C contains 1,080 each Bristol, Cambridge, London No.3 and Superlative No.2 and 720 Yorkshire, with 125 changes of method, 218 runs at the back and 97 runs at the front.
Arrangement D contains 1,080 each Bristol and London No.3 and 720 each Cambridge, Lincolnshire, Superlative No.2 and Yorkshire, with 116 changes of method, 185 runs at the back and 115 runs at the front.
Arrangement E contains 1,080 each Bristol, London No.3 and Rutland, 720 Superlative No.2 and 360 each Cambridge, Lincolnshire and Yorkshire, with 116 changes of method, 242 runs at the back and 64 runs at the front.
Arrangement F contains 720 each Bristol, Cambridge, London No.3, Pudsey, Superlative No.2 and Yorkshire and 360 each Lincolnshire and Rutland, with 125 changes of method, 201 runs at the back and 87 runs at the front.
Arrangement G contains 1,080 London No.3, 720 each Anglia, Bristol and Rutland and 360 each Cambridge, Lincolnshire, Pudsey, Superlative No.2 and Yorkshire, with 125 changes of method, 213 runs at the back and 107 runs at the front.
Arrangement H contains 720 each Bristol, King's Norton, London No.3 and Superlative No.2 and 360 each Anglia, Cambridge, Lincolnshire, Pudsey, Rutland and Yorkshire, with 125 changes of method, 205 runs at the back and 130 runs at the front.
Arrangement J contains 720 each Anglia, Bristol and Henleaze and 360 each Cambridge, King's Norton, Lincolnshire, London No.3, Pudsey, Rutland, Superlative No.2 and Yorkshire, with 125 changes of method, 208 runs at the back and 85 runs at the front.
Arrangement K contains 720 each Clyde and Henleaze and 360 each Anglia, Bristol, Cambridge, King's Norton, Lincolnshire, London No.3, Pudsey, Rutland, Superlative No.2 and Yorkshire, with 125 changes of method, 222 runs at the back and 61 runs at the front.
Arrangement L contains 720 Henleaze and 360 each Anglia, Bristol, Cambridge, Clyde, King's Norton, Lincolnshire, London No.3, Pudsey, Quakers Friars, Rutland, Superlative No.2 and Yorkshire, with 125 changes of method, 275 runs at the back and 105 runs at the front.
Arrangement M contains 360 each Anglia, Bristol, Cambridge, Clyde, Henleaze, King's Norton, Lincolnshire, London No.3, Meall nan Eun, Pudsey, Quakers Friars, Rutland, Superlative No.2 and Yorkshire, with 125 changes of method, 244 runs at the back and 177 runs at the front.
All arrangements contain all the work of every method for every bell, and no backstroke 09s.
5,040 Spliced Surprise Royal (14 methods)
Donald F Morrison (no. 8224a)234567890 Uppington 352749608 Meall nan Eun 089674523 Damgate - 860423957 Anglia 573942608 Sgurr A'Chaorachain - 860435279 Bristol s 465879023 Lincolnshire 896243507 London No.3 684952730 Dereham 928360475 Pudsey 302795846 Rutland 239087654 Yorkshire 073524968 Cambridge 547608392 Alphin Brook s 456789023 Repeat eight times. - = 16; s = 123456.
Contains 360 each Alphin Brook, Anglia, Bristol, Cambridge, Damgate, Dereham, Lincolnshire, London No.3, Meall nan Eun, Pudsey, Rutland, Sgurr A'Chaorachain, Uppington and Yorkshire, with 125 changes of method and all the work of every method for every bell.
Contains 474 runs of four or more consecutive bells at the back (283) or at the front (191), including 156 runs of five or more consecutive bells at the back (92) or at the front (64), including 62 runs of six or more consecutive bells at the back (28) or at the front (34).
5,040 Spliced Surprise Royal (14 methods)
Donald F Morrison (no. 8225)234567890 London No.3 - 642385079 Pudsey 354769208 Kenninghall - 643527890 Damgate 574960382 Cambridge 907852436 Uppington - 082396745 Meall nan Eun 456739820 Anglia 209873564 Bristol - 083624957 Sgurr A'Chaorachain 795243608 Dereham 239078564 Alphin Brook 302896745 Yorkshire 860435279 Lincolnshire 456789023 Repeat eight times.
Contains 360 each Alphin Brook, Anglia, Bristol, Cambridge, Damgate, Dereham, Kenninghall, Lincolnshire, London No.3, Meall nan Eun, Pudsey, Sgurr A'Chaorachain, Uppington and Yorkshire, with 125 changes of method and all the work of every method for every bell.
Contains 519 runs of four or more consecutive bells at the back (291) or at the front (228), including 142 runs of five or more consecutive bells at the back (72) or at the front (70), including 58 runs of six or more consecutive bells at the back (32) or at the front (26).
5,040 Spliced Surprise Royal (14 methods)
Donald F Morrison (no. 1761)234567890 King's Norton 352749608 Quakers Friars 426385079 Meall nan Eun 795038264 Bristol - 908674523 Lockington 897056342 Cambridge - 906482735 Superlative No.2 420395678 Portsmouth 867950342 Wimborne 234507986 Inveraray - 904263857 Clyde 496082735 Anglia 352708964 London No.3 230597486 Jacobs Creek - 902345678 Repeat eight times.
Contains 360 each Anglia, Bristol, Cambridge, Clyde, Inveraray, Jacobs Creek, King's Norton, Lockington, London No.3, Meall nan Eun, Portsmouth, Quakers Friars, Superlative No.2 and Wimborne, with 125 changes of method, all the work of every method for every bell and each lead different.
Contains 312 runs of four or more consecutive bells at the back, and 174 runs of four or more consecutive bells at the front, with no backstroke 09s.
5,040 Spliced Surprise Royal (14 methods)
Donald F Morrison (no. 1760a)Arrangement A Arrangement B 234567890 King's Norton King's Norton 352749608 Quakers Friars Quakers Friars 426385079 Meall nan Eun Meall nan Eun 795038264 Yorkshire Dereham - 908674523 Clyde Clyde 897056342 Superlative No.2 Superlative No.2 - 906482735 Lincolnshire Lincolnshire 420395678 Bristol Bristol 234507986 Anglia Anglia 867950342 London No.3 London No.3 785639204 Henleaze Henleaze 698074523 Wootton Rivers Wootton Rivers - 904263857 Pudsey Pudsey 230597486 Rutland Rutland - 902345678 Repeat eight times.
Arrangement A contains 360 each Anglia, Bristol, Clyde, Henleaze, King's Norton, Lincolnshire, London No.3, Meall nan Eun, Pudsey, Quakers Friars, Rutland, Superlative No.2, Wootton Rivers and Yorkshire.
Arrangement B contains 360 each Anglia, Bristol, Clyde, Dereham, Henleaze, King's Norton, Lincolnshire, London No.3, Meall nan Eun, Pudsey, Quakers Friars, Rutland, Superlative No.2 and Wootton Rivers.
Either arrangement contain 125 changes of method, all the work of every method for every bell, 232 runs of four or more consecutive bells at the back, 177 runs of four or more consecutive bells at the front, and no backstroke 09s; arrangement B is each lead different.
5,040 Spliced Surprise Royal (14 methods)
Donald F Morrison (no. 8224)234567890 Alphin Brook 352749608 Meall nan Eun 089674523 Uppington - 860423957 Anglia 573942608 Sgurr A'Chaorachain - 860435279 Bristol s 465879023 Yorkshire 896243507 Damgate 239087654 Unnamed #2 Surprise 302795846 Dereham 750436289 London No.3 073524968 Unnamed #1 Surprise 547608392 Superlative No.2 684952730 Kenninghall s 456789023 Repeat eight times. - = 16; s = 123456.
Contains 360 each Alphin Brook, Anglia, Bristol, Damgate, Dereham, Kenninghall, London No.3 Surprises, Meall nan Eun, Sgurr A'Chaorachain, Superlative No.2, Unnamed #1 Surprise and Unnamed #2 Surprise, Uppington and Yorkshire, with 125 changes of method, all the work of every method for every bell and each lead different.
Contains 529 runs of four or more consecutive bells at the back (305) or at the front (234), including 227 runs of five or more consecutive bells at the back (136) or at the front (91), including 87 runs of six or more consecutive bells at the back (39) or at the front (48).
Especially suitable as a practice peal for 5,000 Spliced Royal (13m).
Unnamed #1 Surprise is: x3x6x2x36x78x58x36x45x58x3,2 [b] fch /BDOa2.
Unnamed #2 Surprise is: x34x4x56x36x78x5x56x7x78x7,2 [a] fch /BDa1a2.
5,040 Spliced Surprise Royal (14 methods)
Donald F Morrison (no. 1762)234567890 King's Norton 352749608 Strangeways 426385079 Meall nan Eun 795038264 Bristol - 908674523 Lockington 897056342 St Cecilia - 906482735 Exelby 352748069 London No.3 234507986 Henleaze 573826490 Essex 867950342 Burnley 420395678 Jennie's Endeavour - 904263857 Wootton Rivers 029345678 Clyde - 902345678 Repeat eight times.
Contains 360 each Bristol, Burnley, Clyde, Essex, Exelby, Henleaze, Jennie's Endeavour, King's Norton, Lockington, London No.3, Meall nan Eun, St Cecilia, Strangeways and Wootton Rivers, with 125 changes of method, all the work of every method for every bell and each lead different.
Contains 282 runs of four or more consecutive bells at the back, and 235 runs of four or more consecutive bells at the front, with no backstroke 09s.
5,040 Spliced Surprise Royal (2–21 methods)
Donald F Morrison (no. 4127)23456 M W H 2 methods 3 methods 52436 [- YCYCY[.CYCY YCYCN[.CYNY 36425 s - CYCY.Y.CCYC CNCN.Y.NCYC 42365 -] - CYCYC.]YCCY. NYNYC.]YNCN. Repeat five times, omitting [bracketed] calls and leads from parts 2 and 3, and omitting the sM from parts 5 and 6. 23456 M W H 4 methods 5 methods 6 methods 7 methods 52436 - YNCNY.CYCN SNSNY.CYSN RS.R LS.YNSN 36425 s - R.C.NRYCRCN R.C.SRYCRCN YCLYSRS.C.L R.C.SNSN 42365 - - RY.R. RY.R. CL.NRCNLYN. LB.YRCYLCB. Repeat five times. 23456 W M H 8 methods 62435 - s RS.CSRPB.LC 36425 - NR.L 42365 - - NYNYP.SCYB. Repeat five times. 23456 M W H 9 methods 52436 - RS.R 36425 s - ANB.Y.BPBCN 42365 - - LC.YAAPSLA. Repeat five times. 23456 M W H 10 methods (52436) - RS. 36425 s - YCLA.P.NRHBPN 42365 - - LB.YCSAAH. Repeat five times. 23456 M W H 11 methods 12 methods 13 methods 14 methods 52436 - RS.PAN RS.PAN RS.R RS.R 36425 s - Q.B.CYLHBN Q.B.CYLHBN Q.LH.NHGHBN Q.LH.PMGQBA 42365 - - SQ.YCPAAH. SJ.YCPAAH. SQ.YAAPCJA. NJ.YPYASCH. Repeat five times. 23456 M W H 15 methods (52436) - RS. 42365 s 2 - CYJCB.LH.PMGIQ.NPSAYNH. Repeat five times. 23456 M W H 16 methods (52436) - RIBNAJ. 36425 s - CYJHS.P.L 42365 - - ABTMGIQ.R. Repeat five times. 23456 M W H 17 methods 18 methods 19 methods 52436 - RS.NPYC RS.NPYC RS.HPYN 42365 s 2 - J.TIQ.BMGLE.YPSAAH. J.TIQ.BMGLE.YPSAUH. J.TIQ.BMGLE.CUASKU. Repeat five times. 23456 M W H 20 methods 21 methods 52436 - RS.HPYN RS.HPYN 42365 s 2 - J.TIQ.BMGLE.CUADKU. J.TIQ.BMGLE.CXADKU. Repeat five times.
The 2 method version contains 2,560 Cambridge and 2,480 Yorkshire, with 100 changes of method, all the work of both methods for every bell, 18 each 56s and 65s, and 52 0987s off the front.
The 3 method version contains 1,680 each Cambridge, Lincolnshire (N) and Yorkshire, with 125 changes of method, all the work of every method for every bell, 18 each 56s and 65s, 10 7890s off the front, and 28 0987s off the front.
The 4 method version contains 1,440 Cambridge and 1,200 each Lincolnshire (N), Rutland and Yorkshire, with 125 changes of method, 18 each 56s and 65s and 18 7890s off the front, and 36 0987s off the front.
The 5 method version contains 1,200 Rutland and 960 each Cambridge, Lincolnshire (N), Superlative No.2 and Yorkshire, with 125 changes of method, 18 each 56s, 65s and 7890s off the front, 30 0987s off the front, and 9 each 098765s off the front and 098756s off the front.
The 6 method version contains 960 each Cambridge, London No.3 and Rutland and 720 each Lincolnshire (N), Superlative No.2 and Yorkshire, with 125 changes of method, 18 each 56s, 65s and 7890s off the front, and 24 0987s off the front.
The 7 method version contains 960 each Lincolnshire (N) and Superlative No.2, 720 each Cambridge, London No.3 and Yorkshire and 480 each Bristol and Rutland, with 125 changes of method, 15 each 56s and 65s, 18 7890s off the front, and 12 0987s off the front.
The 8 method version contains 720 each Cambridge, Lincolnshire (N), Rutland, Superlative No.2 and Yorkshire and 480 each Bristol, London No.3 and Pudsey, with 125 changes of method, 18 each 56s and 65s, 12 7890s off the front and 24 0987s off the front.
The 9 method version contains 960 Anglia, 720 Bristol and 480 each Cambridge, Lincolnshire (N), London No.3, Pudsey, Rutland, Superlative No.2 and Yorkshire, with 119 changes of method, 18 each 56s, 65s, 567890s off the front and 657890s off the front, 6 7890s off the front, and 48 0987s off the front.
The 10 method version contains 720 Anglia and 480 each Bristol, Cambridge, Henleaze, Lincolnshire (N), London No.3, Pudsey, Rutland, Superlative No.2 and Yorkshire, with 119 changes of method, 21 each 56s and 65s, 18 each 567890s off the front, 657890s off the front and 7890s off the front, and 78 0987s off the front.
The 11 method version contains 720 Anglia, 480 each Bristol, Cambridge, Henleaze, Lincolnshire (N), Pudsey, Quakers Friars, Superlative No.2 and Yorkshire and 240 each London No.3 and Rutland, with 119 changes of method, 21 each 56s and 65s, 18 each 567890s off the front, 657890s off the front and 7890s off the front, and 42 0987s off the front.
The 12 method version contains 720 Anglia, 480 each Bristol, Cambridge, Henleaze, Lincolnshire (N), Pudsey, Superlative No.2 and Yorkshire and 240 each Jacobs Creek, London No.3, Quakers Friars and Rutland, with 119 changes of method, 21 each 56s and 65s, 18 each 567890s off the front, 657890s off the front and 7890s off the front, and 42 0987s off the front.
The 13 method version contains 720 each Anglia and Henleaze, 480 each Lincolnshire (N), Quakers Friars, Rutland and Superlative No.2 and 240 each Bristol, Cambridge, Clyde (G), Jacobs Creek, London No.3, Pudsey and Yorkshire, with 119 changes of method, 18 each 56s, 65s, 567890s off the front and 657890s off the front, 6 7890s off the front, and 30 0987s off the front.
The 14 method version contains 480 each Anglia, Henleaze, Pudsey, Quakers Friars, Rutland, Superlative No.2 and Yorkshire and 240 each Bristol, Cambridge, Clyde (G), Jacobs Creek, Lincolnshire (N), London No.3 and Meall nan Eun, with 125 changes of method, 21 each 56s and 65s, 18 each 567890s off the front and 657890s off the front, 6 7890s off the front, and 36 0987s off the front.
The 15 method verson contains 480 each Cambridge, Henleaze, Lincolnshire (N), Pudsey, Superlative No.2 and Yorkshire and 240 each Anglia, Bristol, Carlisle (I), Clyde (G), Jacobs Creek, London No.3, Meall nan Eun, Quakers Friars and Rutland, with 125 changes of method, 21 each 56s and 65s, 18 each 567890s off the front and 657890s off the front, 24 7890s off the front, and 12 each 8790s off the front and 0987s off the front.
The 16 method version contains 480 each Anglia, Bristol, Carlisle (I), Jacobs Creek and Rutland and 240 each Cambridge, Clyde (G), Henleaze, Lightning (T), Lincolnshire (N), London No.3, Meall nan Eun, Pudsey, Quakers Friars, Superlative No.2 and Yorkshire, with 120 changes of method, 18 each 56s, 65s, 567890s off the front and 657890s off the front, 24 7890s off the front, 12 8790s off the front, and 78 0987s off the front.
The 17 method version contains 480 each Anglia, Pudsey, Superlative No.2 and Yorkshire and 240 each Bristol, Cambridge, Carlisle (I), Clyde (G), Euler, Henleaze, Jacobs Creek, Lightning (T), Lincolnshire (N), London No.3, Meall nan Eun, Quakers Friars and Rutland, with 119 changes of method, 21 each 56s and 65s, 18 each 567890s off the front and 657890s off the front, 6 7890s off the front, and 24 0987s off the front.
The 18 method version contains 480 each Pudsey, Superlative No.2 and Yorkshire and 240 each Anglia, Bristol, Cambridge, Carlisle (I), Clyde (G), Euler, Henleaze, Jacobs Creek, Lightning (T), Lincolnshire (N), London No.3, Meall nan Eun, Quakers Friars, Rutland and Slough (U), with 125 changes of method, 21 each 56s and 65s, 18 each 567890s off the front and 657890s off the front, 6 7890s off the front, and 24 0987s off the front.
The 19 method version contains 480 each Slough (U) and Superlative No.2 and 240 each Anglia, Bristol, Cambridge, Carlisle (I), Clyde (G), Euler, Henleaze, Jacobs Creek, Lightning (T), Lincolnshire (N), London No.3, Meall nan Eun, Pudsey, Quakers Friars, Rutland, York (K) and Yorkshire, with 125 changes of method, 18 each 56s and 65s, 18 each 567890s off the front and 657890s off the front, 12 7890s off the front, and 24 0987s off the front.
The 20 method version contains 480 Slough (U) and 240 each Anglia, Bristol, Cambridge, Carlisle (I), Clyde (G), Euler, Henleaze, Jacobs Creek, Lightning (T), Lincolnshire (N), London No.3, Ludgate (D), Meall nan Eun, Pudsey, Quakers Friars, Rutland, Superlative No.2, York (K) and Yorkshire, with 125 changes of method, 18 each 56s and 65s, 18 each 567890s off the front and 657890s off the front, 12 7890s off the front, and 24 0987s off the front.
The 21 method version contains 240 each Anglia, Bristol, Cambridge, Carlisle (I), Clyde (G), Euler, Henleaze, Jacobs Creek, Lightning (T), Lincolnshire (N), London No.3, Ludgate (D), Meall nan Eun, Pudsey, Quakers Friars, Rutland, Slough (U), Superlative No.2, Xenolite, York (K) and Yorkshire, with 125 changes of method, 18 each 56s and 65s, 18 each 567890s off the front and 657890s off the front, 12 7890s off the front, and 24 0987s off the front.