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A squared word is a word of the form xx, i.e., consisting of a sequence of letters repeated twice. Some examples of squared words in English are the words: couscous, murmur (= a low, continuous sound), tartar (= hardened dental plaque) and hotshots. We would like to find out, for a given word, how many letters should be removed from the word for it to become a squared word (however, not necessarily a correct English word).
The first line of the standard input contains an integer n (1 ≤ n ≤ 1000), denoting the length of the word. The second line contains a word consisting of n lower case English letters.
The first and only line of the standard output should contain a single integer - the minimal number of letters that should be removed from the word for it to become a squared word. We assume that the empty word is a correct squared word.
If we remove the letters
p, we obtain a squared word
tachtach. In Polish, this word represents a (not really well known) kind of a coach.