站外题目(魔怔哥让开(大雾)
  • 板块灌水区
  • 楼主Wendy_Hello_qwq
  • 当前回复0
  • 已保存回复0
  • 发布时间2024/7/13 07:50
  • 上次更新2024/7/13 07:51:49
查看原帖
站外题目(魔怔哥让开(大雾)
1039211
Wendy_Hello_qwq楼主2024/7/13 07:50
117. 【宽度优先搜索BFS】面积

题目描述
编程计算由'*'号围成的下列图形的面积。面积计算方法是统计*号所围成的闭合曲线中水平线和垂直线交点的数目。如下图所示,在10*10的二维数组中,有“*”围住了15个点,因此面积为15。
![](data:image/jpeg;base64,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)

输入
从文件 area.in 中读入数据。

输出
输出到文件 area.out 中。

样例输入
0 0 0 0 0 0 0 0 0 0
0 0 0 0 1 1 1 0 0 0
0 0 0 0 1 0 0 1 0 0
0 0 0 0 0 1 0 0 1 0
0 0 1 0 0 0 1 0 1 0
0 1 0 1 0 1 0 0 1 0
0 1 0 0 1 1 0 1 1 0
0 0 1 0 0 0 0 1 0 0
0 0 0 1 1 1 1 1 0 0
0 0 0 0 0 0 0 0 0 0

样例输出
15

怎么办,没有一点思路,大佬请赐教!

2024/7/13 07:50
加载中...