There are N heaps of sweets (numbered 1 through N); for each valid i, the i-th of them contains exactly ik sweets. You aim to partition these heaps between you and your friend in such a way that each heap is given to exactly one of you without being split among you. The distribution should be as fair as possible. Formally, let's denote the total number of sweets you get by A and the total number of sweets your friend gets by B; your goal is to minimise JA-BJ. Develop a python code to find the smallest possible value of |A-B|. Sample Input: 1 4 Sample Output: 0001

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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There are N heaps of sweets (numbered 1 through N); for each valid i, the i-th of
them contains exactly ik sweets. You aim to partition these heaps between you and
your friend in such a way that each heap is given to exactly one of you without
being split among you.
The distribution should be as fair as possible. Formally, let's denote the total
number of sweets you get by A and the total number of sweets your friend gets by
B; your goal is to minimise JA-BJ.
Develop a python code to find the smallest possible value of JA-BJ.
Sample Input:
2
1
4
Sample Output:
2
0001
Transcribed Image Text:There are N heaps of sweets (numbered 1 through N); for each valid i, the i-th of them contains exactly ik sweets. You aim to partition these heaps between you and your friend in such a way that each heap is given to exactly one of you without being split among you. The distribution should be as fair as possible. Formally, let's denote the total number of sweets you get by A and the total number of sweets your friend gets by B; your goal is to minimise JA-BJ. Develop a python code to find the smallest possible value of JA-BJ. Sample Input: 2 1 4 Sample Output: 2 0001
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