The game is as follows:
Make three piles of matches, the first pile containing three matches
the second containing four matches
the third containing five matches...
Each player can pick any number of matches from any but one of the pile on his/her turn. For example player 1 picks 1 match from pile 1 , player 2 picks 3 from pile 2 etc...
Both the players keep on picking the matches one by one on their turns. The one picking the last match will be the looser
Given that all the players play a perfect game, who amongst the player starting first and second will win the game!!