Determine the Winner in the Asymmetric Game

In the asymmetric game Identity V, players are divided into two teams: Hunter and Survivor. In the standard mode, a match consists of one hunter and four survivors. The outcome of the match depends on the number \(K\) of survivors who successfully escape:

• If \(K > 2\), the survivors win (Survivor Win).
• If \(K = 2\), the game is a tie (Tie).
• If \(K < 2\), the hunter wins (Hunter Win).

Given the number of survivors who escaped in a game, determine the winning side (or if it is a tie).

inputFormat

The input consists of a single integer \(K\) representing the number of survivors that escaped.

\(1 \leq K \leq 4\)

outputFormat

Output a single string: Survivor Win if \(K > 2\), Tie if \(K = 2\), and Hunter Win if \(K < 2\).

sample

3

Survivor Win