They asked me to solve the maximum subarray problem on pen and paper.
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An integer whose base-ten representation consists of only zero and one is called a "zero-one". given an arbitrary integer N, find the smallest "zero-one" integer S which is the multiple of N. (It is mathematically guaranteed that every N has such an S). Constraint: 0 < N < 100,000 Sample Input: 4 Sample Output: 100
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