Problem B: Saskatchewan

Problem B: Saskatchewan

时间： 10ms        内存：128M

描述：

Problem B: Saskatchewan

The province of Saskatchewan is surveyed in sections. A section is a square mile of land. Grid roads delimit sections; there is one north-south and one east-west road exactly every mile. (Complications arise because of the curvature of the earth but you can disregard these and assume that the province is a plane.) The provincial border is a polygon whose vertices correspond to the intersections of grid roads. However, the edges do not necessarily follow grid roads; some sections are cut by the border. Your job is to compute how many sections are completely within a province like Saskatchewan.

Standard input contains a series of no more than 100 coordinate pairs, one pair per line. These coordinates give the vertices of the perimeter of the province; the border is formed by connecting them in order. All coordinates are in the first quadrant; they range from 0 to 100,000.

Your output should be a single integer: the number of sections (i.e. unit squares with corners at integer coordinates) fully contained within the province.

输入：

输出：

示例输入：

0 0
0 100000
99999 100000
100000 0

示例输出：

9999900000

提示：

参考答案：

解锁文章

没有看到答案？微信扫描二维码可免费解锁文章

使用微信扫描二维码打开广告页面后可以立即关闭，再刷新此页面即可正常浏览此文章

所跳转广告均由第三方提供，并不代表本站观点！

已经扫描此二维码？点此立即跳转

文章解锁成功，即将自动跳转，点此立即跳转