[r-t] Monkey methods (was Seven Deadly Sins)

Alexander Holroyd holroyd at math.ubc.ca
Thu Nov 3 21:41:02 UTC 2005


How about a method with the same lead ends in a different order so that 
you can have the bob after 10 leads, and get 5280 with a normal treble 
path?

On Thu, 3 Nov 2005, Ben Willetts wrote:

>> Is there a monkey out there who can produce a suitable method
>> on 12 bells with 52 changes per lead, to produce 4567890ET23
>> at the 9th lead and hence a peal of 5148 changes?
>
> 7x7x7.6x2x67x47x3.56x56.70.56.78.56.47x3670x23458E
> x367890x47.56.78.56.70.56x56.3x47x367x2x6.7x7x7.1
>
> Peal is true.  I think the 2nds place method is better than the 12ths place
> one -- be kind, I've never produced a cyclic method before :-) -- but how
> are you supposed to cater for bizarre lead-ends like 13T527496E80 AND normal
> cyclic ones?
>
> Ben
>
>
>
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