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Answer: a(n)=f(n+2); f for Fibonacci number Solution a(n) must cover all the qualifying subsets of n-1 integers
i.e, a(n-1) plus
all the qualifying subsets of n-2 elements, where to each of them integer n was added (the integer n-1 is absent!).
a(n)= a(n-1) + a(n-2)
a(1)=2=f(3) so a(n)=f(n+2)
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