[r-t] Long length Cambridge Major

Philip Earis Earisp at rsc.org
Tue Jun 12 11:43:52 UTC 2012


Andrew and Graham - many thanks indeed - utterly magnificent. Top use of brain power against naïve brute force....really nice application and a perfect solution. I've actually now selected a minor tweaked version of your compositions to simplify, so that 5678 are home at the part-ends (seems logical), and to maximise the 5678 music accordingly.  

The resulting arrangement is very simple, in that the homes only occur whenever 6 and 7 are at the back. And the non-atw property (like both your comps) is interesting too.

How best to credit it?!...

Many thanks again.


10368 Cambridge Surprise Major
 234567   W  F  H
 647532   -  -   
 237546   -  -  -
 476532   -  -   
 362574   -  -   
 724563   -  -   
 364527   -  -  -
 247563   -  -   
 673542   -  -   
 243576   -  -  -
 736542   -  -   
 246537   -  -  -
 367542   -  -   
 472563   -  -   
 623574   -  -   
 473526   -  -  -
 236574   -  -   
 764532   -  -   
 342567   -  -   
3 part

            Odd     Even      Total
xxxx5678 =    3  +    12    =    15
xxxx8765 =   12  +     3    =    15
5678xxxx =    9  +     0    =     9
8765xxxx =    0  +     9    =     9




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