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Minimize the absolute difference of the sum of two dijoint sets in which terms are in the powers of $p$.
Given $n(n>=1)$ integers $k_1,k_2 \cdots k_n(k_i>=0)$, and an integer
$p>=1$, Johny picks $p^{k_i}$ from $i-th$ category for each category , and he wants to
divide them into two disjoint sets,...
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