说明
在一个平面上,如果有两个点(x,y),(a,b),如果说(x,y)支配了(a,b),这是指x≥a,y≥b;
用图形来看就是(a,b)坐落在以(x,y)为右上角的一个无限的区域内。
给定n个点的集合,一定存在若干个点,它们不会被集合中的任何一点所支配,这些点叫做极大值点。
编程找出所有的极大点,按照x坐标由小到大,输出极大点的坐标。
本题规定:n不超过100,并且不考虑点的坐标为负数的情况。
输入格式
输入包括两行,第一行是正整数n,表示是点数,第二行包含n个点的坐标,坐标值都是整数,坐标范围从0到100,输入数据中不存在坐标相同的点。
输出格式
按x轴坐标最小到大的顺序输出所有极大点。
输出格式为:(x1,y1),(x2,y2),...(xk,yk)(x1,y1),(x2,y2),...(xk,yk)。
注意:输出的每个点之间有","分隔,最后一个点之后没有",",少输出和多输出都会被判错。
样例
5
1 2 2 2 3 1 2 3 1 4
(1,4),(2,3),(3,1)
提示
<img 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'/>