PLAYGAME - PLAYGAME

Hemlata and Ritu were playing a game from a number of coins. Hemlata was jealous of Ritu. She wanted to win at all cost. A stack consists of n coins. Any player can take either 1, 2 or 5 (anyone number of coins) coins from stack at a time. Both Hemlata and Ritu play their moves alternatively.

Hemlata always starts first. Both play optimally. Your job is to predict the output beforehand. A player who can't take any coin loses the game. A player can take only one of 1, 2, 5 number of coins at a time in a move.

Input

First line contains number of testcases t. 0 < t <= 10^5

An integer n denoting number of coins. 0 <= n <= 10^18

Output

For each testcase printf "Hemlata" if Hemlata wins, else print "Ritu" if Ritu wins (without quotes) in different lines .

Example

Input:
3
1
2
3
Output:
Hemlata
Hemlata
Ritu

Added by:Sandeep Kumar Singh
Date:2017-03-07
Time limit:1s
Source limit:50000B
Memory limit:1536MB
Cluster: Cube (Intel G860)
Languages:All
Resource:gametheory

hide comments
2017-03-08 14:54:05
@mahmud2690 Yes
2017-03-08 14:09:48
O(1) solution tutorial stuff :-)
2017-03-08 07:50:18
Players can take only {1, 2, 5} coins?
2017-03-08 05:26:48
If n equals zero who is supposed to win the game?
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