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" alt="" />

Sample Input
2 3 2 1 2 3 2 5 5 2 1 7 3 1 7 4 2 5 5 2 6
Sample Output
7 63
  这类题目就是分类讨论,需要多做做。
 #include <iostream>
#include <cstring>
#include <cstdio>
using namespace std;
const int N=;
int cnt,fir[N],nxt[N*],to[N*],val[N*];
void addedge(int a,int b,int v){
nxt[++cnt]=fir[a];
to[fir[a]=cnt]=b;
val[cnt]=v;
}
int Mx[N],dp[N][],pos[N][];
void Update(int x,int d,int t){
if(d>dp[x][]){dp[x][]=dp[x][];dp[x][]=dp[x][];pos[x][]=pos[x][];pos[x][]=t;dp[x][]=d;}
else if(d>dp[x][]){dp[x][]=dp[x][];pos[x][]=t;dp[x][]=d;}
else if(d>dp[x][])dp[x][]=d;
}
void DFS(int x,int fa){
for(int i=fir[x];i;i=nxt[i])
if(to[i]!=fa){DFS(to[i],x);
int d=dp[to[i]][]+val[i];
Mx[x]=max(Mx[x],Mx[to[i]]);
Update(x,d,to[i]);
}
Mx[x]=max(Mx[x],dp[x][]+dp[x][]);
} int down[N],give[N];
long long ans;
void DP(int x,int fa){
Update(x,give[x],);//往回走的最长链
int d1=,d2=,p,d;
for(int i=fir[x];i;i=nxt[i])
if(to[i]!=fa){
if(Mx[to[i]]>d1)d2=d1,d1=Mx[to[i]],p=to[i];
else if(Mx[to[i]]>d2)d2=Mx[to[i]];
}
for(int i=fir[x];i;i=nxt[i])
if(to[i]!=fa){
if(pos[x][]==to[i])d=dp[x][]+dp[x][];
else if(pos[x][]==to[i])d=dp[x][]+dp[x][];
else d=dp[x][]+dp[x][]; if(to[i]!=p)d=max(d,d1);
else d=max(d,d2); d=max(down[x],d);ans+=max(Mx[to[i]],d);down[to[i]]=d;
if(pos[x][]!=to[i])give[to[i]]=dp[x][]+val[i];
else give[to[i]]=dp[x][]+val[i];
DP(to[i],x);
}
} void Init(){
memset(give,,sizeof(give));
memset(down,,sizeof(down));
memset(fir,,sizeof(fir));
memset(pos,,sizeof(pos));
memset(Mx,,sizeof(Mx));
memset(dp,,sizeof(dp));
ans=cnt=;
}
int T,n;
int main(){
scanf("%d",&T);
while(T--){
Init();scanf("%d",&n);
for(int i=,a,b,v;i<n;i++){
scanf("%d%d%d",&a,&b,&v);
addedge(a,b,v);addedge(b,a,v);
}
DFS(,);DP(,);
printf("%lld\n",ans);
}
return ;
}

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