Question

Problem 1
of 1
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A set of points over a straight line is
defined as correlative to some K if the
absolute difference between any two
points is a multiple of K. Given N (2 <= N
<= 100000) points and some integer K
(1 <=K<= 1000). Your task is to find the
largest set which is correlative to K. You
can assume that only one largest set
exists. N and K will be in the first line of
the input. N lines will follow, each one
with a single integer, representing the
location of one of the points. Print the
size of the largest set of points which is
correlative to K, in the first line of the
input. Remaining lines will contain the
points of the set one perline in
increasing order
Case 1:
For the input provided as followers​

Answer 1

Answer:

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Explanation: