5196. 【NOIP2017提高组模拟7.3】B

Time Limits: 1000 ms  Memory Limits: 262144 KB  Detailed Limits  

Goto ProblemSet

Description

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" 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alt=" " />

Output

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" alt=" " />
 

Sample Input

5 10 40
2 4 80
2 3 57
1 2 16
2 5 49

Sample Output

16
 
做法:点分治,emmmm,比较接近模板了。
代码如下:

 #include <cstdio>
#include <cstring>
#include <iostream>
#include <algorithm>
#define N 300007
#define LL long long
using namespace std;
LL n, S, E, ls[N], tot, Ma[N], Size[N], sum, root, Len ;
LL d[N], ans;
bool v[N];
struct edge
{
LL to, next, w;
}e[N * ];
struct arr
{
LL dis;
int fa;
}a[N]; inline void Add(int x, int y, int w)
{
e[++tot].to = y;
e[tot].w = w;
e[tot].next = ls[x];
ls[x] = tot;
} inline void Getroot(int x, int fa)
{
Ma[x] = , Size[x] = ;
for (int i = ls[x]; i; i = e[i].next)
{
int visit = e[i].to;
if (v[visit] || visit == fa) continue;
Getroot(visit, x);
Size[x] += Size[visit];
Ma[x] = max(Size[visit], Ma[x]);
}
Ma[x] = max(Ma[x], sum - Size[x]);
if (Ma[x] < Ma[root]) root = x;
} inline void Getval(int x, int fa, int zs)
{
a[++Len].dis = d[x];
a[Len].fa = zs;
for (int i = ls[x]; i; i = e[i].next)
{
int visit = e[i].to;
if (v[visit] || visit == fa) continue;
d[visit] = d[x] + e[i].w;
if (!zs) Getval(visit, x, visit);
else Getval(visit, x, zs);
}
} int cmp(arr x, arr y)
{
return x.dis < y.dis;
} inline LL Acu(int x)
{
Len = , d[x] = ;
Getval(x, , );
sort(a + , a + Len + , cmp);
int l = , r = Len;
for (; l < r; )
{
if (a[l].fa == a[r].fa)
{
if (a[l].dis + a[r - ].dis < S) l++;
else r--;
}
else
{
if (a[l].dis + a[r].dis >= S)
{
ans = min(ans,(LL)(a[l].dis + a[r].dis));
r--;
}
else l++;
}
}
} inline void work(int x)
{
Acu(x);
v[x] = ;
for (int i = ls[x]; i; i = e[i].next)
{
int visit = e[i].to;
if (v[visit]) continue;
sum = Size[visit];
root = ;
Getroot(visit, );
work(root);
}
} int main()
{
scanf("%d%d%d", &n, &S, &E);
memset(v, , sizeof(v));
memset(ls, , sizeof(ls));
for (int i = ; i <= n - ; i++)
{
int u, v, w;
scanf("%d%d%d", &u, &v, &w);
Add(u, v, w);
Add(v, u, w);
}
ans = 0x3f3f3f3f;
sum = n;
Ma[] = 0x3f3f3f3f;
Getroot(, );
work(root);
if (ans > E) printf("-1");
else printf("%lld", ans);
}
05-11 11:22