Description

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" 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" alt=" " />

Output

aaarticlea/png;base64,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" alt=" " />
 

Sample Input

6 8 2 2
4 5 
1 2 4 0 2
1 3 5 0 2
3 4 1 5 1
2 5 1 0 1
4 6 4 2 2
5 6 0 4 2
1 5 5 9 2
2 6 4 5 2

Sample Output

16
 

Data Constraint

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" alt=" " />
 

Hint

aaarticlea/png;base64,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" alt=" " />

类似于一种可撤销的贪心,不难想到这是费用流的模型。

考虑到我们实际会用到的边比实际的边少很多,我们可以动态建边,以减少空间的使用,即当流过了一条边之后再建立第二次流过需要的边(如果有第二次的话)。

然后建立超级源点和超级汇点,跑个费用流就可以了..

 #include <iostream>
#include <cstdio>
#include <cstring>
#include <algorithm>
#define M 4000105
#define N 1005
using namespace std;
bool visit[N];
int head[N],pre[N],num,n,m,k,s,dis[N],team[M*],l,r,ans;
struct data{
int next,to,flow,power,st,a,c,er;
}line[M];
void add(int u,int v,int x,int y,int z,int w){
num++;
line[num].st=u;
line[num].to=v;
line[num].next=head[u];
line[num].flow=w;
line[num].power=x+y;
line[num].a=x;
line[num].c=z;
line[num].er=num+;
head[u]=num;
num++;
line[num].st=v;
line[num].to=u;
line[num].next=head[v];
line[num].flow=;
line[num].power=-x-y;
line[num].a=x;
line[num].c=z;
line[num].er=num-;
head[v]=num;
}
void SPFA(){
int u=;
l=,r=;
team[]=;
visit[]=true;
dis[]=;
while (l<r){
u=team[++l];
for (int v=,i=head[u];i;i=line[i].next){
v=line[i].to;
if ((dis[v]>dis[u]+line[i].power)&&(line[i].flow)){
dis[v]=dis[u]+line[i].power;
pre[v]=i;
if (visit[v]==false){
team[++r]=v;
visit[v]=true;
}
}
visit[u]=false;
}
}
if (pre[n+]==-) ans=-;
}
void solve(){
ans+=dis[n+];
int i=pre[line[pre[n+]].st];
do{
line[i].flow--;
line[line[i].er].flow++;
line[i].c--;
if (line[i].c>)
add(line[i].st,line[i].to,line[i].a,line[i].power,line[i].c,);
line[i].c=;
line[line[i].er].c=;
i=pre[line[i].st];
}while (line[i].to!=);
}
int main(){
freopen("game.in","r",stdin);
freopen("game.out","w",stdout);
scanf("%d%d%d%d",&n,&m,&k,&s);
num=;
add(,,,,,);
for (int u,i=;i<=s;++i){
scanf("%d",&u);
add(u,n+,,,,);
}
for (int i=,u,v,x,y,z;i<=m;i++){
scanf("%d%d%d%d%d",&u,&v,&x,&y,&z);
add(u,v,x,y,z,);
}
ans=;
while (k--){
for (int i=;i<=n+;++i)
dis[i]=,visit[i]=false;
pre[n+]=-;
SPFA();
if (ans==-) break;
solve();
}
printf("%d\n",ans);
return ;
}

神奇的代码

改了一个晚上终于发现原来一条边流完后建立另一条边时原来边的C值(可流过次数)要清零QAQ)

当时考试的时候看出来是网络流不想写随便写了个SPFA水了水...

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