가로, 세로의 크기가 각각 100인 정사각형 모양의 흰색 도화지가 있다. 이 도화지 위에 가로, 세로의 크기가 각각 10인 정사각형 모양의 검은색 색종이를 색종이의 변과 도화지의 변이 평행하도록 붙인다. 이러한 방식으로 색종이를 한 장 또는 여러 장 붙인 후 색종이가 붙은 검은 영역 넓이를 구하는 프로그램을 작성하시오.
예를 들어 흰색 도화지 위에 세 장의 검은색 색종이를 그림과 같은 모양으로 붙였다면 검은색 영역의 넓이는 260이 된다.
![](data:image/png;base64,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)
<도화지 위에 놓인 세 색종이>
실행 조건
실행시간은 1초 이내이다.
입력 조건
첫 줄에는 테스트케이스의 수 T가 주어진다.
각 테스트케이스의 첫 줄에는 색종이의 수 N이 1과 100사이의 자연수로 공백없이 주어진다.
이후 N줄에 걸쳐서 각 색종이의 정보가 공백으로 구분된 두 정수로 주어진다.
- 첫 번째 숫자는 색종이의 왼쪽 변과 도화지의 왼쪽 벽 사이의 거리이다
- 두 번째 숫자는 색종이의 아랫쪽 변과 도화지의 아랫쪽 변 사이의 거리이다.
- 모든 색종이는 도화지의 영역을 벗어나지 않는다.
출력 조건
각 테스트케이스에 대하여 색종이가 차지하는 넓이를 한 줄에 공백 없는 정수로 출력한다.
문제 출처