## LCC/Moose '18 Contest 3 J2 - Dereck's Procrastination

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Points: 3
Time limit: 1.0s
Memory limit: 64M

Author:
Problem type

Dereck is currently taking an online summer school course, but he has one big problem: he is an avid procrastinator who consistently submits all of his work exactly 0 seconds before it's due.

Being the good friend you are, can you help Dereck by telling him when he should be starting his work?

Given:

• $$N\ (1 \le N \le 400)$$ assignments to do, due at the same time
• The number of hours, $$H\ (1 \le H \le 10\ 000)$$, it takes to complete each assignment
• And how many times, $$T\ (1 \le T \le 500)$$, he has to do each assignment (He does assignments multiple times to procrastinate on doing other assignments)

How many hours before the due date should Dereck start his homework and assignments?

#### Input Specification

The first line will contain one integer, $$N$$.

The following $$N$$ lines will each contain two integers, $$H$$ and $$T$$.

#### Output Specification

Output the number of hours before the due date that Dereck should be starting his work.

5
1 2
3 1
4 4
3 1
5 3

39

#### Explanation

If Dereck starts 39 hours before the due date, he should finish exactly 0 seconds before it's due.