Game Time with Minutes

Source: beecrowd

Version: Phuoc Hung OJ Extended

Problem Statement

A game runs on a 24-hour clock and may end on the following day. Its duration is from one minute to 24 hours; identical starting and ending times mean 24 hours. Output its hours and minutes.

Input

One line contains four integers $h_s,m_s,h_e,m_e$: starting hour/minute and ending hour/minute.

Output

Print exactly O JOGO DUROU H HORA(S) E M MINUTO(S), where $H,M$ are the duration in hours and minutes.

Subtasks

Subtask 1 (20 points): Hours are in [0,23], minutes in [0,59], and the ending timestamp is strictly later. Subtask 2 (30 points): Hours are in [0,23], minutes in [0,59], and the ending timestamp is strictly earlier. Subtask 3 (50 points): Hours are in [0,23], minutes in [0,59], including equal timestamps.

Examples

Example 1

Input

7 10 8 9

Output

O JOGO DUROU 0 HORA(S) E 59 MINUTO(S)

Explanation

07:10 and 08:09 are 430 and 489 minutes; the difference is 59 minutes.

Example 2

Input

7 7 7 7

Output

O JOGO DUROU 24 HORA(S) E 0 MINUTO(S)

Explanation

Identical timestamps represent 1440 minutes, which is 24 hours.