5,088 Spliced Surprise Major (6–10 methods)

Andrew N Tyler
6 methods:
23456  M I/V B  W  H  Part 1    Part 2    Part 3   
43526  -     -     -  R.MR.MEU. R.WM.UEM. U.FW.EMR.
24536           -     WMUFRU.U  WUMFWU.M  FFMWEU.R
32546           -     FEUWER.U  MFMMRE.M  MMWFWE.U
25346     x           EF.UR.WU  RE.WF.MR  RM.EU.FE
53246     x           UW.FW.FW  UF.RW.WR  MR.WF.MU
62345  -           -  W.MEFEEU. W.RMREWM. E.FREWMM.
36245              -  RWMFUEF.  UFEFMWR.  EEFUWER.
23645              -  WFURWER.  MEURUFR.  RUEWFFU. 

7 methods:
23456  M I/V B  W  H  Part 1    Part 2    Part 3   
43526  -     -     -  R.RU.BEM. B.MB.FWM. R.FR.WMR.
24536           -     FBBRWE.U  UBFMEU.M  RWWMFW.E
32546           -     WRUFBR.U  MUWRFR.E  EUMERM.B
25346     x           WM.BF.UF  RF.UB.BR  UB.UM.BE
53246     x           UE.FB.FR  UB.BW.BW  MR.MF.WB
62345  -           -  M.EEUMEU. E.FRMBMW. B.FUEWMM.
36245              -  WEFEUFE.  WEBWFMU.  WEBUBWR.
23645              -  WFUEEWF.  MWRMEWF.  RUFERUR. 

8 methods:
23456  M I/V B  W  H  Part 1    Part 2    Part 3   
43526  -     -     -  R.MB.PUM. F.FB.UEM. M.EF.EWP.
24536           -     FWPMFU.R  RPUWUB.M  PUEWRE.P
32546           -     PFUPBR.R  WUFUBP.E  BWMPBW.M
25346     x           UB.ER.EF  ME.PB.FU  RP.FM.MF
53246     x           ER.PW.BM  UF.PP.FW  RR.WM.EU
62345  -           -  F.EBFEUF. U.UEBWFB. B.PWEBMM.
36245              -  WBWFBRE.  PBEUMMR.  WEMRBWR.
23645              -  UERPWMW.  MPBRRWF.  RPWEUFU. 

9 methods:
23456  M I/V B  W  H  Part 1    Part 2    Part 3   
43526  -     -     -  R.CR.MPC. P.PM.BCM. R.WF.UUR.
24536           -     WRCWFW.P  MBWUWB.P  PWCPWB.E
32546           -     CWUPBF.C  WFRURW.M  PFCBUC.C
25346     x           FF.BE.PC  EB.FR.RF  UR.EB.EP
53246     x           EE.EC.FF  UP.RM.PU  MR.RM.MB
62345  -           -  M.MBFEWB. U.BEMMFM. F.UBERMM.
36245              -  BECCEBR.  UPPCUWU.  CRFUBPW.
23645              -  EWRUPWF.  MEUPBFW.  RCEECUE. 

10 methods:
23456  M I/V B  W  H  Part 1    Part 2    Part 3   
43526  -     -     -  L.PL.UCR. P.LB.CBM. L.CL.FCP.
24536           -     PUPLUF.R  FURFPW.M  WCMCWE.C
32546           -     EWURBL.L  PMRLUP.R  PULURB.L
25346     x           RE.BB.UW  PB.UW.EC  RF.PE.PB
53246     x           CL.WW.LC  UM.EC.PU  BR.BF.WE
62345  -           -  F.FMEPEM. C.WMPFRE. M.RFEEMM.
36245              -  WEBLUPF.  FBFFBBR.  BWUMLUR.
23645              -  FUWRMEL.  MECWRMF.  CMECWCW. 
 

The 6 method arrangement contains 864 each Lindum (M), Uxbridge and Wembley; and 832 each Ealing, Rutland and Watford (F); with 144 changes of method and 113 combination rollups.
The 7 method arrangement contains 736 each Brislington, Ealing, Lindum (M), Uxbridge and Wembley; and 704 each Rutland and Watford (F); with 144 changes of method and 114 combination rollups.
The 8 method arrangement contains 640 each Brislington, Ealing, Lindum (M), Peterborough, Uxbridge, Watford (F), and Wembley; and 608 Rutland; with 146 changes of method and 109 combination rollups.
The 9 method arrangement contains 576 each Brislington, Claybrooke, Ealing, Peterborough, Rutland, and Uxbridge; and 544 each Lindum (M), Watford (F) and Wembley; with 139 changes of method and 99 combination rollups.
The 10 method arrangement contains 512 each Claybrooke, Ealing, Lindum (M), London, Peterborough, Rutland, Uxbridge, Watford(F), and Wembley; and 480 Brislington; with 148 changes of method and 87 combination rollups.
All arrangements contain all the work of each method for every bell.

Published in The Ringing World (2002, page 29).