Spliced Surprise Minor Compositions

Abbreviations

Allendale (Ad), Alnwick (Ak), Annable's London (Ab), Bacup (Bc), Bamborough (Bm), Berwick (Bk), Beverley (Bv), Bourne (Bo), Cambridge (Cm), Canterbury (Ct), Carlisle (Cl), Chester (Ch), Coldstream (Co), Cunecastre (Cu), Durham (Du), Hexham (He), Hull (Hu), Ipswich (Ip), Kelso (Ke), Lightfoot (Lf), Lincoln (Li), London (Lo), Morpeth (Mo), Munden (Mu), Netherseale (Ne), Newcastle (Nw), Norfolk (Nf), Northumberland (Nb), Norwich (No), Primrose (Pr), Rossendale (Ro), Sandiacre (Sa), Stamford (St), Surfleet (Su), Warkworth (Wk), Wearmouth (Wm), Wells (We), Westminster (Ws), Whitley (Wh), Wooler (Wo), York (Yo).

1,440 in 23 methods

by John S Warboys

  23456  Mo Ct
- 42356  Ct Mo
- 34256  Cl Cl
- 45623  Cl Nb Sa Nb Cl
- 64523  Nw Nw Nw
- 35642  Nw Ak Nw Ak Nw
- 63542  Nw Nw Nw
- 25634  Ch Mu Ch Mu Ch
- 62534  Wh Wo Nb
s 26345  Cm Cm
- 53264  Du Du Yo Du Yo
- 25364  Ip Hu Pr Ip
- 25643  Cm Pr Bo Nf Nf
- 43625  Cm
- 32564  Ip Bo Ip
- 32645  Cm Cm
- 56324  Bv Bk He Su Bv
- 24356  Nf Ip Bo
s 23456

See above for methods.

1,440 in 5-13 methods

by John S Warboys

Block A

 23456 Ab Wk Bc Wk
-64235 Ab Ab
-26435 Wk Bc Wk
-63542 Ab
 42356

Block B

 23456 Ab Wk
-35642 Wk Ne Bm Ab Wk
-42635 Wk Ne Bm
-42356

Block C

 23456 Ab 
-56423 Wk Bc Wk Ab Ab
-56234 Wk Bc Wk Ab Ab
-56342 Wk
-35642 Wk Ne Bm Ab Wk
-42635 Wk
-64235 Ab Ab Wk Bc Wk
-64352 Ab Ab Wk Bc Wk
-64523 Ne Bm
 23456

Block D

 23456 Cm Bv Cm
-23564 Bv Bv
-45236 Cm Bv Cm
-45362 Bv Bv
 34256

Block E

 23456 Pr Bk Bv Cm
-23564 Bv Bk Pr Cm Bv
-64523 Bv
-42356

Block F

 23456 Ip Hu Bk Ip
-23564 Bv Bk Bo Nf Ip
-64523 Bv
-42356

Ring any one of 3A, 3B or C, followed by any one of 3D, 3E or 3F. Any lead of Beverley may be rung as Surfleet, and any lead of Berwick as Hexham.

See above for methods.

2,880 in 19 methods

(arr from JSW by PABS)

Block G

 23456 Cm Bv Cm
-23564 Yo Du Du Yo
-45236 Yo
-45362 Su Cm
 34256

Block H

 24356 Nb Ch Cl Nb
-24563 Ak Ak Ak
-35246 Nw Nw
-35462 Sa
 43256

Block J

 23456 Nf
-64235 Bk Pr Pr Pr
-26435 Bk
-63542 He Hu Pr Nf
 42356

Call 3G finishing with a single; 3H finishing with a single; 3J; 3A.

See above for methods.

Ring this and the 2,160 for a 5,040 in 34 methods.

Alternatively, interchange the split-tenors courses between Block A above, and Block "c" of the 2,160 - each block of 720 then contains either 5 or 6 methods.

5,040 in 41 methods

by John S Warboys

  23456  Cl
- 23564  Wo Wh Nb Ch Ch
- 64523  Wo Ak Sa
- 56423  Ak
  34256  Cl
- 34562  Wo Nw Cl Mo Wo
- 62534  Wo Ak Sa
- 56234  Ak
  42356  Cl
- 42563  Wo Wh Nb Mu Mu
- 63542  Wo Ak Sa
- 56342  Ak
  23456

  23456  Mo Sa Mo Wo         )
- 35642  Wo Nw Cl Ct Sa      )  Repeat twice, calling single
- 42635  Cl                  )  for last bob, giving 32456
- 42356                      )

  32456  Yo
- 32564  Bv Bk Bo Nf Nf
- 64532  Du Hu
- 25643  Hu Bk Nf Nf Bv
- 25436  Nf He Hu He Nf
- 25364  Pr Bo
- 43256  Yo Cm Du Bo Bo
- 24356  Ip Bo Ip Su Su
s 23456

  23456  Li Cu Cu Co
- 23564  We
- 45236  Ke Cu Ke Lo
- 45362  We
  34256  Co Cu Cu Li
- 34562  We
- 25346  Ke Cu Ke Lo
- 25463  Lo
  42356  Li Cu Cu Co
- 42563  We
- 35426  Ke Cu Ke Lo
- 35264  We
s 24356

  24356  No No               )
- 63245  Bc St               )  Repeat twice, giving 24356
- 26345  Bc St Ab            )
- 64532  Bc St Bc            )
  32456                      )

  24356  Ab Ro Ne Ad         )
- 45632  Wk Lf Ws Ro Wk      )  Repeat twice, giving 24356
- 32645  Ws                  )
- 32456                      )

  24356  Ad Lf               )
- 56324  Wk                  )  Repeat twice, calling single at
- 35624  Wm Bm Bc No No      )  end, giving 23456
- 24635  Wk Lf               )
  43256                      )

See above for methods.

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This page created by Philip Saddleton

Last updated 8 May 2000