Don Morrison's Peal Compositions of Spliced Royal
|
|
Don Morrison's Peal Compositions of Spliced Royal |
||
|
|
||
| ringing.org > Don Morrison's Peal Compositions > Royal > Spliced | |||
| Previous: Alliance Royal | |||
| Next: Shipping Forecast | |||
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.
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.
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 Bristol and London No.3, with 41 changes of method and all the work of every method for every bell, 18 56s, and 9 65s.
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.
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.
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.
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.
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.
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.
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.
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 Kent and 1,120 Oxford, with 56 changes of method, all at the half-lead.
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.
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.
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.
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.
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) AContains 2,897 Grandsire Caters and 2,120 Grandsire Royal.
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.
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.
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.
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.
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.
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.
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 front234567890 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.
| |
| |
| ringing.org > Don Morrison's Peal Compositions > Royal > Spliced | |
| Previous: Alliance Royal | |
| Next: Shipping Forecast | |
| Please send any comments or corrections regarding this page to webmaster@ringing.org. | |