The Tortoise and the Hare

Problem Description

A tortoise and a hare start a race at the same starting point of a rectangular track at the same moment. The tortoise advances $3$ metres per minute and never rests; the hare advances $9$ metres per minute, but every $10$ minutes it turns back to check on the tortoise — if it finds that it is currently ahead of the tortoise, it rests by the roadside for $30$ minutes, otherwise it keeps running for the next $10$ minutes. After the race has run for $T$ minutes, decide who is faster between the tortoise and the hare, and output the result as required.

Input Format

The input gives the total race time $T$ (in minutes) on one line.

Output Format

Output the result of the race on one line: if the tortoise wins output @_@, if the hare wins output ^_^, and if it is a tie output -_-; followed by a space, then the distance covered by the winner (if it is a tie, either the tortoise's or the hare's distance is acceptable).

Sample Input

242

Sample Output

@_@ 726

Constraints

$1 \le T \le 10^6$