Tingu and Pingu are just another characters who likes to play meaningless games. This time they are playing "Who will last long?". In this game Tingu always choose even and Pingu always choose odd. They randomly pick a number and subtract any even number if its Tingu's chance else odd number. The game continues in the same way till the number becomes zero. First person who can not play his turn i.e. can not subtract any natural number from the remaining number loses. Both plays optimally and alternatively. Find out who wins the game if Tingu always plays first.
INPUT FORMAT :
First and only line of input will contain an integer N, denoting the number picked at random.
OUTPUT FORMAT :
Your output should contain 1 line, printing the name of winner i.e, either "Tingu" or "Pingu".
CONSTRAINTS :
1≤ N ≤1013
Initially, Number picked = 3
Tingu takes out 2 from it, remaining number = 1
Pingu takes out 1 from it, remaining number = 0
Since Pingu was the last one to play, Pingu wins.
