[r-t] Double Cambridge cyclic bob Minor

[Alexander Holroyd]

If I've got it right, one can get a maximum of 40 mutually true leads, 
giving a maximum possible length of 480 in whole leads (one would still 
have to join them all together to achieve even this):

23465 24356 24653 25346 25634 26354 32456 32546 32645 34562 34625 34652 
35642 36254 42365 42536 43265 43562 45263 45362 46253 46325 52436 52634 
53246 53462 54236 54623 56234 56324 56432 62453 62534 62543 63245 63425 
63524 64523 65342 65423

Ander


On Wed, 18 May 2011, Richard Smith wrote:

> First work out the false lead heads for the method.  For Double Cambridge 
> they are:
>
>  123456
>  135426
>  136452
>  152436
>  162453
>  164352