let me know if you want a hint/soln (sjm1 AT williams.edu)

]]>2008 is not possible I think. Since, the set contain only odd number, cannot be divided using 2008. ]]>

you can do this without actually dividing –ie, you can prove one exists without knowing which one works!

]]>sure //s

]]>Can we hopefully tip our fellow riddle solvers, by saying that I used Fermat’s little theorem in solving this myself?

]]>I don’t believe this logic is correct.

]]>second part : no it’s not true. it’s not divisible. if you consider the ending of 2008, is 8. when 8 is multiplied by any number from 1 to 9, the ending number is again even. but no number in the given set it even. So it’s not divisible

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