#AT1762. F - Substring 2
F - Substring 2
F - Substring 2
Score : $600$ points
Problem Statement
Given are strings $S$ and $T$ consisting of 0
and 1
.
We will change some of the characters in $T$ so that $T$ becomes a substring of $S$.
How many characters do we need to change at least?
What is a substring?
is said to be a substring of when some contiguous part of matches .
For example, 000
is a substring of 10001
, while 11
is not.
Constraints
- Each of $S$ and $T$ consists of
0
and1
. - $1 ≤ |T| ≤ |S| ≤ 10^6$
Input
Input is given from Standard Input in the following format:
Output
Print the answer.
0001
101
1
Changing $T$ to 001
makes it match the $2$-nd through $4$-th characters of $S$.
0101010
1010101
7
10101000010011011110
0010011111
1