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Combinatorics Algorithm
#8
First you divide all highest numbers to all groups, then you divide all lowest numbers to each group. That should give a good answer. This is a global algorithm, there could be better answers, but take a look:

LONGs: 8, 6
INTs: 5, 4, 3, 2

My algo: 5 + 2 = 7 and 4 + 3 = 7
One-of-a-time algo: 5 + 3 = 8, 4 + 2 = 6

But take a look: average of my algo is 7, the one of a time algo is 7 as well. Smile
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Messages In This Thread
Combinatorics Algorithm - by Agamemnus - 12-21-2003, 09:00 PM
challenge specifics: - by Meg - 12-22-2003, 03:28 AM
Combinatorics Algorithm - by Agamemnus - 12-22-2003, 06:21 AM
Combinatorics Algorithm - by Agamemnus - 12-29-2003, 04:25 AM
Combinatorics Algorithm - by Rhiannon - 12-29-2003, 04:48 AM
Combinatorics Algorithm - by Neo - 12-29-2003, 05:42 PM
Combinatorics Algorithm - by Agamemnus - 12-31-2003, 01:07 AM
Combinatorics Algorithm - by Neo - 12-31-2003, 06:42 PM
Combinatorics Algorithm - by Agamemnus - 12-31-2003, 11:09 PM
Combinatorics Algorithm - by SCM - 01-02-2004, 06:54 AM
Combinatorics Algorithm - by Agamemnus - 01-02-2004, 07:29 PM
Combinatorics Algorithm - by qbiscool - 03-09-2004, 08:39 AM
Combinatorics Algorithm - by na_th_an - 03-09-2004, 02:39 PM
Combinatorics Algorithm - by SCM - 03-26-2004, 08:05 AM
Combinatorics Algorithm - by Agamemnus - 03-28-2004, 12:23 AM

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