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Problem A
Car Game

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Traveling by car can sometimes be very boring. The natural cure for this boredom is to play a word game. In the following example the winner is he or she who has won the most rounds when the car stops. Each round starts with someone reading out loud the three letters on the license plate of an oncoming car. Whoever is first to say a word containing those letters in the same order wins the round. On the last road trip you failed miserably in this game, but this time you will be more prepared.

Task

For each set of three letters find the first word in a dictionary that contains these letters in the same order.

Input

The first line of input contains two positive integers $N \leq 5\, 000$ and $M \leq 10\, 000$, the number of words in the dictionary and the number of license plates to be handled. Each of the following $N$ lines contains a word from the dictionary, a string no more than $100$ characters long containing only lower case letters from the English alphabet. This is followed by $M$ lines each containing a string of three uppercase letters from the English alphabet, representing a license plate.

Output

For each license plate in the input you should output one line containing either the first valid word in the dictionary or the sentence “No valid word” if no such word exists.

Sample Input 1	Sample Output 1
5 3 banana car sand uncharacteristically counterrevolutionaries RRR DNA SND	counterrevolutionaries No valid word sand

Problem ACar Game

Task

Input

Output

Problem A
Car Game