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Don Morrison's Peal Compositions of Spliced Royal
 
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Cambridge Surprise Royal
see:
    5,060 Spliced Royal (2 methods) by Donald F Morrison
    5,060 Spliced Royal (2 methods) by Donald F Morrison
    5,100 Spliced Royal (2 methods) by Donald F Morrison
    5,100 Spliced Royal (2 methods) by Donald F Morrison


Lincolnshire Surprise Royal
see:
    5,060 Spliced Royal (2 methods) by Donald F Morrison
    5,100 Spliced Royal (2 methods) by Donald F Morrison


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.
(printable version)


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.
(printable version)


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 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.
Rung at Westminster (Abbey) on 29th April 2011, conducted by David P Hilling.
(printable version)


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.
(printable version)


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, Swindon or Superlative No.2 me be rung instead of Cambridge throughout.
(printable version)


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.
Rung at Amersham on 2nd October 2010, conducted by J Alan Ainsworth.
(printable version)


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.
(printable version)


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.
(printable version)


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.
Published in The Ringing World (2002, page 290).
(printable version)


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.
Published in The Ringing World (2002, page 290).
(printable version)


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.
(printable version)


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.
(printable version)


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.
(printable version)


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 Kent and 1,200 Oxford with 60 changes of method, all at the half-lead.
For handbells.
Rung on handbells at Hollybush on 15th June 2005, conducted by Bernard H Taylor.
(printable version)


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 Kent and 1,120 Oxford, with 56 changes of method, all at the half-lead.
For handbells.
(printable version)


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.
(printable version)


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.
Rung on handbells at Coventry on 28th March 2007, conducted by John R Fisher.
(printable version)


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.
(printable version)


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.
(printable version)


5,017 Spliced Plain 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.
(printable version)


Superlative No.2 Surprise Royal
see:
    5,060 Spliced Royal (2 methods) by Donald F Morrison
    5,100 Spliced Royal (2 methods) by Donald F Morrison


Swindon Surprise Royal
see:
    5,060 Spliced Royal (2 methods) by Donald F Morrison
    5,100 Spliced Royal (2 methods) by Donald F Morrison


Yorkshire Surprise Royal
see:
    5,100 Spliced Royal (2 methods) by Donald F Morrison


5,040 Spliced 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.
(printable version)


5,040 Spliced 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.
(printable version)


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.
Rung at Slough on 27th July 2003, conducted by Michael J Trimm.
(printable version)


5,200 (5,080) Spliced Surprise Royal (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.
Rung at Burnley on 23rd November 2008, conducted by Peter C Randall.
(printable version)


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.
(printable version)


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.
(printable version)


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.
Four method arrangment rung at Slough on 19th May 2010, conducted by Roger Baldwin.
Five method arrangment rung at Egham on 25th April 2009, conducted by Richard A Pearce.
Eight method arrangment rung at Egham on 27th August 2011, conducted by W John Couperthwaite.
Nine method arrangment rung at Thatcham on 22nd March 2011, conducted by W John Couperthwaite.
Ten method arrangment rung at Thatcham on 12th April 2011, conducted by W John Couperthwaite.
Eleven method arrangment rung at Thatcham on 10th May 2011, conducted by W John Couperthwaite.
Fourteen method arrangement rung at Duffield on 24th February 2007, conducted by Matthew J L Durham.
(printable version)


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.
 
(printable version)


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.
(printable version)


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.
 
(printable version)


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