### PROBLEM LINK:

### DIFFICULTY:

SIMPLE

### PREREQUISITES:

Math, Adhoc

### PROBLEM:

Find who wins most number of rounds overall provided that, a player wins a round if that player has a bigger card than another player.

### EXPLANATION:

Make a list of cards each player has by dividing them alternatively one after another.

Considering positions of cards 1, 2, 3, 4 … N(not card number), each odd position card will be given to player 1 and each even position card will be given to player 2. Sort those individual lists and for each card with same index in list, decide who won that round. Keep a count of number of wins of each player.

If count of wins of player 1 is greater than 2 then print 1 else print 2.

If count of both players are same then print draw.

### AUTHOR’S AND TESTER’S SOLUTIONS:

Author’s solution can be found here