ISBN Number

Problem Description

Every officially published book has an ISBN number. An ISBN code consists of $9$ digits, $1$ check digit, and $3$ separators, in the format "x-xxx-xxxxx-x", where the symbol - is the separator (the minus sign on the keyboard) and the last character is the check digit. For example, 0-670-82162-4 is a standard ISBN code. The first digit of the ISBN indicates the publication language of the book (e.g. 0 means English); the three digits after the first - represent the publisher (e.g. 670 represents Viking Press); the five digits after the second separator represent the book's number within the publisher; and the last character is the check digit.

The check digit is computed as follows:

Multiply the first digit by $1$, the second digit by $2$, and so on; take the result modulo $11$, and the remainder is the check digit. If the remainder is $10$, the check digit is the uppercase letter X. For example, the check digit $4$ in ISBN 0-670-82162-4 is obtained as follows: for the $9$ digits 067082162, multiply from left to right by $1, 2, \dots, 9$ respectively and sum them up, i.e. $0\times 1 + 6\times 2 + \cdots + 2\times 9 = 158$, then take $158 \bmod 11 = 4$ as the check digit.

Your task is to write a program to determine whether the check digit of the input ISBN number is correct. If it is correct, output Right; if it is wrong, output what you think is the correct ISBN number.

Input Format

A single line, a character sequence representing an ISBN number of a book (guaranteed to conform to the ISBN format).

Output Format

One line in total. If the check digit of the input ISBN is correct, output Right; otherwise, output the correct ISBN number (including the - separators) in the required format.

Sample Input 1

0-670-82162-4

Sample Output 1

Right

Sample Input 2

0-670-82162-0

Sample Output 2

0-670-82162-4