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We need only focus on your winners which are priced at:-
5/6 Evens 9/4 7/2 7/2 9/2 6/1 13/2 9/1 20/1 22/1
A B C D E F G H I J KWe are going to presume that you covered all 43 selections in £1 8-horse accumulators, meaning your total stake is £145,008,513
With 11 winners you have 165 successful 8-horse accumulators.
The best way of working it out is to calculate the returns from the 11-horse accumulator and then reduce them to 165×8-horse accumulators by dividing by the trebles.
The 11-horse accumulator pays:-
(11x2x13x9x9x11x7x15x10x21x23)/(6x4x2x2x2x2) = £336,549,494.50
Therefore, your total return from your 165 eight-horse accumulators is:-
336,549,494.50/(each of the 165 trebles shown below)
ABC 11.9 AFH 75.6 BEH 67.5 CEK 336.4 DHI 337.5
ABD 16.5 AFI 100.8 BEI 90 CFG 125.1 DHJ 708.75
ABE 16.5 AFJ 211.8 BEJ 189 CFH 134.1 DHK 776.25
ABF 20.2 AFK 231.9 BEK 207 CFI 178.8 DIJ 945
ABG 25.7 AGH 96.3 BFG 77 CFJ 375.4 DIK 1035
ABH 27.5 AGI 128.3 BFH 82.5 CFK 411.1 DJK 2173.5
ABI 36.7 AGJ 269.5 BFI 110 CGH 170.6 EFG 185.625
ABJ 77 AGK 295.2 BFJ 231 CGI 227.5 EFH 247.5
ABK 84.3 AHI 137.5 BFK 253 CGJ 477.8 EFI 519.75
ACD 26.8 AHJ 288.75 BGH 105 CGK 523.3 EFJ 569.25
ACE 26.8 AHK 316.25 BGI 140 CHI 243.8 EFK 236.25
ACF 32.8 AIJ 385 BGJ 294 CHJ 511.9 EGH 315
ACG 41.7 AIK 421.7 BGK 322 CHK 560.6 EGI 661.5
ACH 44.7 AJK 885.5 BHI 150 CIJ 682.5 EGJ 724.5
ACI 59.6 BCD 29.25 BHJ 315 CIK 747.5 EGK 337.5
ACJ 125.1 BCE 29.25 BHK 345 CJK 1569.8 EHI 708.75
ACK 137 BCF 35.75 BIJ 420 DEF 111.375 EHJ 776.25
ADE 37.1 BCG 45.5 BIK 460 DEG 141.75 EHK 945
ADF 45.4 BCH 48.75 BJK 966 DEH 151.875 EIJ 1035
ADG 57.8 BCI 65 CDE 65.8 DEI 202.5 EIK 2173.5
ADH 61.9 BCJ 136.5 CDF 80.4 DEJ 425.25 EJK 337.5
ADI 82.5 BCK 149.5 CDG 102.4 DEK 465.75 FGH 288.75
ADJ 173.25 BDE 40.5 CDH 109.7 DFG 173.25 FGI 385
ADK 189.75 BDF 49.5 CDI 146.3 DFH 185.625 FGJ 808.5
AEF 45.4 BDG 63 CDJ 307.1 DFI 247.5 FGK 885.5
AEG 57.8 BDH 67.5 CDK 336.4 DFJ 519.75 FHI 412.5
AEH 61.9 BDI 90 CEF 80.4 DFK 569.25 FHJ 866.25
AEI 82.5 BDJ 189 CEG 102.4 DGH 236.25 FHK 948.75
AEJ 173.25 BDK 207 CEH 109.7 DGI 315 FIJ 1155
AEK 189.75 BEF 49.5 CEI 146.3 DGJ 661.5 FIK 1265
AFG 70.6 BEG 63 CEJ 307.1 DGK 724.5 FJK 2656.5
GHI 525 GHK 1207.5 GIK 1610 HIJ 1575 HJK 3622.5
GHJ 1102.5 GIJ 1470 GJK 3381 HIK 1725 IJK 4830e.g. Your best accumulator gives you 336,549,494.5/11.9 = 28,281,470
Your worst gives you 336,549,494.5/4830 = 69,678.98
The total of all of your 165 accumulators is £519,718,098 meaning you make a profit of £374,709,585.
Final tip. DON’T RISK ITI could have been a millionaire. LOL
Thank you for all your work DC and Drone, very educational for me. Is there anyway of reducing costs but still have a chance of a massive payout?
Could I have 5 groups of 8, for instance take the trebles from each group and run that up as an accumulator through the 5 groups, just thinking outloud how to reduce stakes and still give a chance of a massive return.
The cheapest tilt at this enormous windmill is of course the 1p accumulator which will set you back precisely 1p, and if succesful would almost certainly guarantee you a hereditary dukedom as it would wipe out the national debt that’s giving Philip Hammond sleepless nights
It might have been upped now but when I pored over bookmakers’ rule books the maximum payout on multiples was generally circa £500,000 and significantly less with the smaller independents
So should you decide to have a bash perming the 43 in some way or other, do bear this in mind as Sod’s Law does tend to be enacted in these circumstances
Maths-wise my grey matter aches, sorry, but thanks for initiating an intriguing thread
on the chessboard / grains of wheat, the other Albert Bartlett once asked “just how much wheat is that?”
his answer: approx 400 times the 1990 worldwide production of wheat:
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