Description

有一副n*m的地图,有n*m块地,每块是下列四种中的一种:
墙:用#表示,墙有4个面,分别是前面,后面,左面,右面。
起点:用C表示,为主角的起点,是一片空地。
终点:用F表示,为主角的目的地,是一片空地。
空地:用 . 表示。
其中除了墙不能穿过,其他地方都能走。
 
主角有以下3种操作:
1.移动到相邻的前后左右的地方,花费一个单位时间。
2.向前后左右其中一个方向发射子弹,子弹沿直线穿过,打在最近的一堵墙的一面,然后墙的这面就会形成一个开口通往秘密通道。同一时间最多只能有两个开口,若出现有3个开口,出现时间最早的开口会立即消失。该操作不用时间。
3.可以从一个与开口相邻的空地跳进去,进入秘密通道,从另外一个开口正对的空地跳出来。这个过程花费一个单位时间。

地图四周都是墙,问主角最少用多少时间从C走到F。C和F
只会出现一次。
 

 

Input

第一行输入两个正整数n,m。
接下来n行,每行m个字符描述地图。
 

Output

输出1个整数,表示最短时间完成路途。如果无解输出nemoguce
 
 

Sample Input

Input 1
4 4
####
#.F#
#C.#
####
Input 2
6 8
########
#.##..F#
#C.##..#
#..#...#
#.....##
########
Input 3
4 5
#####
#C#.#
###F#
#####
 

Sample Output

Output 1
2
Output 2
4
Output 3
nemoguce
 

Data Constraint

对于50%的数据,4≤ n,m≤ 15。
对于100%的数据,4≤ n,m≤ 500。
 
 

Hint

总共用到8次操作,时间之和为4。如下图所示
1.向左射一枪,在(3,1)的右面出现开口。
2.向下射一枪,在(6,2)的上面出现开口。
3.向左从(3,1)进入秘密通道,从(6,2)中出来,到达(5,2)。用1单位时间。
4.向右射一枪,在(5,7)的左面出现开口,(3,1)右面的开口消失。
5.走进(6,2)的开口,出来到(5,6)。用1单位时间。
6.向上射一枪,在(1,6)的下面出现开口。
7.经过秘密通道,走到(2,6)。用1单位时间。
8.走到终点。用1单位时间。
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" alt=" " />

从每个点向四边连边权为1的边,从每个点,向它四个方向上的第一个墙,连以它距离某个墙最近的距离为边权的边。

然后第一种可以直接连, 第二种可以把所有的墙入队,跑bfs。

建完边跑spfa。

然后注意边的数组开大, 要不会RE.

码农题鉴定完毕。


#include <iostream>
#include <cstdio>
#include <cstring>
#include <cmath>
#include <algorithm>
#include <queue>
using namespace std;
inline int read() {
int res=;char c=getchar();bool f=;
while(!isdigit(c)) {if(c=='-')f=;c=getchar();}
while(isdigit(c))res=(res<<)+(res<<)+(c^),c=getchar();
return f?-res:res;
}
int dx[]={, , -, , }, dy[]={, , , , -};
int n, m;
int mp[][], tot, id[][];;
int stx, sty, edx, edy;
int S, T;
struct edge {
int nxt, to, val;
}ed[];
int head[], cnt;
inline void add(int x, int y, int z)
{
ed[++cnt] = (edge){head[x], y, z};
head[x] = cnt;
} bool ex[];
int dis[];
inline void spfa()
{
S = id[stx][sty], T = id[edx][edy];
memset(dis, 0x3f, sizeof dis);
queue <int> q;
dis[S] = ;
q.push(S);
while(!q.empty())
{
int x = q.front();
q.pop();ex[x] = ;
for (register int i = head[x] ; i ; i = ed[i].nxt)
{
int to = ed[i].to;
if (dis[to] > dis[x] + ed[i].val)
{
dis[to] = dis[x] + ed[i].val;
if (!ex[to]) ex[to] = , q.push(to);
}
}
}
} int dd[*];
bool vis[][]; struct date {
int x, y, stp;
}; inline void bfs()
{
queue <date> q;
memset(dd, 0x3f, sizeof dd);
for (register int i = ; i <= n ; i ++)
for (register int j = ; j <= m ; j ++)
if (mp[i][j] == ) q.push((date){i, j, }), vis[i][j] = ;
while(!q.empty())
{
int x = q.front().x, y = q.front().y, tp = q.front().stp;
q.pop();
for (register int i = ; i <= ; i ++)
{
int tx = x + dx[i], ty = y + dy[i];
if (tx <= or tx > n or ty <= or ty > m) continue;
if (mp[tx][ty] == ) continue;
if (vis[tx][ty]) continue;
dd[id[tx][ty]] = min(dd[id[tx][ty]], tp + );
q.push((date){tx, ty, tp + });
vis[tx][ty] = ;
}
}
} int main()
{
freopen("portal.in", "r", stdin);
freopen("portal.out", "w", stdout);
n = read(), m = read();
for (int i = ; i <= n ; i ++)
{
for (int j = ; j <= m ; j ++)
{
char c;
cin >> c;
if (c == '#') mp[i][j] = ;
if (c == '.') mp[i][j] = ;
if (c == 'C') mp[i][j] = , stx = i, sty = j;
if (c == 'F') mp[i][j] = , edx = i, edy = j;
id[i][j] = ++tot;
}
}
//for (int i=1;i<=n;i++,puts(""))for (int j=1;j<=m;j++)printf("%d ", mp[i][j]);
for (register int i = ; i <= n ; i ++)
{
for (register int j = ; j <= m ; j ++)
{
if (mp[i][j] == ) continue;
for (register int k = ; k <= ; k ++)
{
int tx = i + dx[k], ty = j + dy[k];
if (tx <= or tx > n or ty <= or ty > m) continue;
add(id[i][j], id[tx][ty], );
}
}
}
bfs();
for (register int i = ; i <= n ; i ++)
{
for (register int j = ; j <= m ; j ++)
{
if (mp[i][j] == ) continue;
// printf("%d %d %d\n", i, j, dd[id[i][j]]);puts("");
int now = , ee[];
while(now <= )
{
now++;
int tx = i, ty = j;
while(mp[tx][ty] != )
{
tx += dx[now], ty += dy[now];
//if (tx <= 0 or tx > n or ty <= 0 or ty > m) break;
}
tx -= dx[now], ty -= dy[now];
// printf("%d %d\n", tx, ty);
ee[now] = id[tx][ty];
}
// puts("");
for (register int k = ; k <= ; k ++)
add(id[i][j], ee[k], dd[id[i][j]]);
}
}
spfa();
if (dis[T] == 0x3f3f3f3f) return puts("nemoguce"), ;
printf("%d\n", dis[T]);
return ;
}

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