**Problem Statement:**

Vihan and Rupika were getting bored of the regular stuff they do at IIT. So, they devised a game to play with numbers. In this game they will have to start with initial number 0 and reach a goal number N. They increment the current number turn by turn using certain rules. Whosoever makes the current number equal to the goal number N wins.

The rules to increment the current number are-

- In his/her turn, each player will first choose any combination of the digits of the current number and then increment each of these chosen digits by 1.
- But one cannot choose and increment a digit whose value is 9.
- Moreover one cannot choose a digit say ‘d’ to increment if the corresponding digit in the goal number N is equal to d. for example if current number is 1234 and goal number is 5634 then the tens digit ‘3’ cannot be incremented.
- Vihan takes the first turn.

Assume that both Vihan and Rupika are infinitely intelligent and play most optimally.

Also the current number is treated as if it were a number with the number of digits same as that of the goal number. For eg if N=333 then the starting number would be 000.

0

**Input format**

First line gives the number of test cases T. (T <= 1,00,000)

Next T lines describe the test cases. Each line gives the goal Number N.

**Ouput format**

Print the winner’s name in a single line for each test case– Vihan or Rupika

**Sample Input-**

3

2

34

55

**Ouput-**

Rupika

Vihan

Vihan