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Volumes > Chapter 3. Repetition structures > problem:


04. Train

Volume problems

• Flowchart 2
• Flowchart 3
• Sum until 0
• Sum less than N
• Sum of N numbers
• The power of 2
• 01. How many digits?
• 02. How many divisors?
• 04. Train
• 05. Factorial
• 06. X to the power of Y
• 07. Fibonacci Series
• 08. Binary to decimal
• 09. Decimal to binary
• 10. Maximum
• 11. Perfect numbers
• 12. Wonder primes

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Time limit 1000/1000/1000/1000 ms. Memory limit 65000/65000/65000/65000 Kb.

Problem description

A train leaves the first station with N passengers and visits K stations before it arrives at the last station. In each station some passengers got off the train and some passengers got on the train. Everybody in the train got off at the last station. Make a program that calculates how many passengers got off the train at the last station.

Input

The first line of the input has two integers N and K. Each of the following K lines contains two integers, the first one denotes the number of passengers who got off the train at that station, and the second one denotes the number of passengers got on the train at that station.

Output

The output should hava a single integer that is number of passengers who got off the train at the last station.

Example

stdin stdout
5 20
6 15
5 30
20 12
15 8
6 7

40

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