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QOJ
ID | 题目 | 提交者 | 结果 | 用时 | 内存 | 语言 | 文件大小 | 提交时间 | 测评时间 |
---|---|---|---|---|---|---|---|---|---|
#90558 | #2065. Cyclic Distance | wolfrevo | TL | 2268ms | 12556kb | C++20 | 9.5kb | 2023-03-23 16:49:18 | 2023-03-23 16:49:19 |
Judging History
answer
//[Author] tuxedcat
//[Date] 2023.03.23
//[File] src/saved/18755.cpp
//[Library] https://github.com/tuxedcat/pslib
#pragma GCC optimize("O3")
// #pragma GCC optimize("O3")
// #pragma GCC target("avx2")
#include <bits/stdc++.h>
#define _EXT_CODECVT_SPECIALIZATIONS_H 1
#define _EXT_ENC_FILEBUF_H 1
using namespace std;
#define SYSCALL_ALLOWED 1
#if SYSCALL_ALLOWED
#include <bits/extc++.h>
#include <ext/rope>
#endif
#define int i64
using fp=double; //long double,__float128
#define COUT_FP 10
#define FP_EPS 1e-11
#define CPP20 1
#define DBG_SETW 3
#define CHECK_INPUT 1
// Frequently used options
#define endl '\n' // Remove it when interactive
#define TC get<0>(input()) //1
#define TC_OUT_PREFIX ""//"Case #",ti,": "
#define fi first
#define se second
#define mkp make_pair
#define mkt make_tuple
#define lb lower_bound
#define ub upper_bound
#define bs binary_search
#define itos to_string
#define head(x) (x.begin())
#define tail(x) prev(x.end())
#define dbg(...) void(0)
#define dbgif(...) void(0)
#define dbg1(...) void(0)
#define dbg1if(...) void(0)
using i64=long long;using u64=unsigned long long;using u32=unsigned;
using pint=pair<int,int>;using tint=tuple<int,int,int>;
template<class T>using Str=basic_string<T>;
template<class T,class CMP=less<>>using PQ=std::priority_queue<T,vector<T>,CMP>;
#if CPP20
template<class T>concept Printable=requires(T x){cout<<x<<endl;};
template<class T>concept NotPrintable=not Printable<T>;
template<class T>concept Iterable=requires(T x){x.begin();x.end();begin(x);end(x);};
#else
#define Printable class
#define NotPrintable class
#define Iterable class
#endif
//functions before include <arr.h>
//Math
#if !(CPP20)
#define countl_zero(x) __builtin_clzll(x)
#define popcount(x) __builtin_popcountll(x)
#define bit_ceil(x) (1<<clg2(x))
#endif
#if CPP20
#define sz ssize
#else
template<class T>int sz(const T& x){return x.size();}
#endif
int fdiv(int a,int b){if(b<0)a=-a,b=-b;return (a>0)?a/b:(a-b+1)/b;}
int cdiv(int a,int b){if(b<0)a=-a,b=-b;return (a>0)?(a+b-1)/b:a/b;}
i64 flg2(u64 x){return 63-countl_zero(x);}
i64 clg2(u64 x){return x-1==0?0:64-countl_zero(x-1);}
int fsqrt(i64 n) {i64 i=1;while(i*i<=n)i++;return i-1;}
int csqrt(i64 n) {i64 i=1;while(i*i<n)i++;return i;}
template<class T>T sq(T x){return x*x;}
template<class T>constexpr T inf(){return numeric_limits<T>::max()/2;}
template<class T> [[deprecated("use optional")]] constexpr T nan(){return inf<T>()+1;}
#if CPP20
template<typename T> concept MemberInf=requires(T t){t.inf();};
template<typename T> concept MemberNan=requires(T t){t.nan();};
template<MemberInf T>T inf(){return T().inf();}
template<MemberNan T> [[deprecated("use optional")]] T nan(){return T().nan();}
#endif
//IO & misc
template<class...A>void osprint(ostream& os, A...a){((os<<a),...);}
template<class...A>void osprintln(ostream& os, A...a){((os<<a),...,(cout<<endl));}
#define print(...) osprint(cout,__VA_ARGS__)
#define println(...) osprintln(cout,__VA_ARGS__)
#if DEBUG
#define dbgprint(...) osprint(cerr,"\033[0;33m",__VA_ARGS__,"\033[0m")
#define dbgprintln(...) osprintln(cerr,"\033[0;33m",__VA_ARGS__,"\033[0m")
#else
#define dbgprint(...)
#define dbgprintln(...)
#endif
template<class T,class U>bool assmin(T& a,U&& b){return a>b?a=b,true:false;}
template<class T,class U>bool assmax(T& a,U&& b){return a<b?a=b,true:false;}
void MUST(bool expr){
#if DEBUG
#include <csignal>
if(!expr)
raise(SIGINT);
#endif
}
#define ARG(...) __VA_ARGS__
#define func(RetT,fname,...) function<RetT(__VA_ARGS__)> fname=[&](__VA_ARGS__)->RetT
#define lam(expr,...) [&](__VA_ARGS__){return expr;}
#define lamp(expr,...) [](__VA_ARGS__){return expr;}
auto val2cmp(auto val){return [val](auto x, auto y){return mkp(val(x),x)<mkp(val(y),y);};}
template<class T, class P=vector<T>>
struct Arr:public P{
Arr(){P::shrink_to_fit();}
explicit Arr(signed n):P(n){}
explicit Arr(signed n,T init):P(n,init){}
Arr(initializer_list<T>il):P(il){}
Arr(auto its, auto ite):P(its,ite){}
inline T& operator[](signed i){
int n=sz(*this);
if(i<0)
i+=n,dbg1("Neg Index Found");
if(i>=n)
i-=n,dbg1("Over Index Found");
return P::operator[](i);
}
const T& operator[](signed i)const{
int n=sz(*this);
if(i<0)
i+=n,dbg1("Neg Index Found");
if(i>=n)
i-=n,dbg1("Over Index Found");
return P::operator[](i);
}
T& at(signed i){return *this[i];}
const T& at(signed i)const{return *this[i];}
};
template<class... A> auto ARR(auto n,A&&... a)
{if constexpr(!sizeof...(a)) return n; else return Arr(n,ARR(a...));}
//Consts
// const fp pi=numbers::pi_v<fp>,eps=FP_EPS;
const fp pi=acos(-1),eps=FP_EPS;
const int dir4[4][2]={{0,1},{-1,0},{0,-1},{1,0}};
const int dir8[8][2]={{0,1},{-1,1},{-1,0},{-1,-1},{0,-1},{1,-1},{1,0},{1,1}};
//functions after include <arr.h>
template<class T>int argmin(const Arr<T>& a){return min_element(a.begin(),a.end())-a.begin();}
template<class T>int argmax(const Arr<T>& a){return max_element(a.begin(),a.end())-a.begin();}
Arr<int> permuinv(const Arr<int>& a){Arr<int> r(sz(a));for(int i=0;i<sz(a);i++)r[a[i]]=i;return r;}
template<class T,class U=Arr<int>>map<T,U> classify(const Arr<T>& a){
map<T,U> r;
for(int i=0;i<sz(a);i++)
r[a[i]].push_back(i);
return r;
}
#if CPP20
template<class T=int,class... Ts> requires (!Iterable<T>) tuple<T,Ts...> input(){
T x; cin>>x;
if constexpr (sizeof...(Ts)==0) return mkt(x);
else return tuple_cat(mkt(x),input<Ts...>());
}
template<class T=int,int n>std::array<T,n> input(){
std::array<T,n> a;
for(auto&i:a)
i=get<0>(input<T>());
return a;
}
string input(string& str){ cin>>str; return str; }
template<class T> requires (!Iterable<T>) T& input(T& a){ cin>>a; return a;}
template<class T> requires Iterable<T> T& input(T& a){ for(auto&i:a)input(i); return a; }
#else
#define input() [](){int x;cin>>x;return mkt(x);}()
// #define input(n) [](){Arr<int> a(n);for(auto&i:a)cin>>i;return a;}()
#endif
//Pre-runs
auto __PR=(cout<<fixed<<setprecision(COUT_FP),0);
#if !(DEBUG)
auto __PR_NDB=(ios::sync_with_stdio(0),cin.tie(0),cout.tie(0));
#endif
void solve();
signed main(){
for(int ti=1,t=TC;ti<=t;ti++)
print(TC_OUT_PREFIX),
solve();
#if CHECK_INPUT
assert(cin.get()=='\n');
assert(cin.get()==EOF);
#endif
}
//
using namespace __gnu_pbds;
using namespace __gnu_cxx;
int __RANDOM=i64(new int)^time(0);
struct randomhasher{int operator()(int x)const{return x^__RANDOM;}};
template<class K,class V> using HashMap=gp_hash_table<K,V,randomhasher>;
//MLE or RLE or WA 날땐 cc_hash_table or unordered_map 사용
template<class T,class CMP=less<>,class Policy=pairing_heap_tag>
struct pbds_pq
:public __gnu_pbds::priority_queue<T,CMP,Policy>{
pbds_pq(){}
pbds_pq(pbds_pq&& r){this->swap(r);}
void operator=(pbds_pq&& r){this->swap(r);}
};
//NOTE: pbds_tree.join은 중복키 있으면 join_error 예외발생
template<class T>
struct pbds_set
:public tree<T,null_type,less<T>,rb_tree_tag,tree_order_statistics_node_update>{
pbds_set(){}
pbds_set(pbds_set&& r){this->swap(r);}
void operator=(pbds_set&& r){this->swap(r);}
};
template<class K,class V>
struct pbds_map
:public tree<K,V,less<K>,rb_tree_tag,tree_order_statistics_node_update>{
pbds_map(){}
pbds_map(pbds_map&& r){this->swap(r);}
void operator=(pbds_map&& r){this->swap(r);}
};
template<class T> struct pbds_multiset{
pbds_set<pair<T,int>> s;
auto begin()const{return s.begin();}
auto end()const{return s.end();}
auto find(const T& v)const{
auto it=s.lb({v,0});
return it->fi==v?it:s.end();}
auto insert(const T& v){return s.insert({v,counter++});}
auto erase(const typename pbds_set<pair<T,int>>::iterator& it){return s.erase(it);}
int order_of_key(const T& v,bool ub=true)const{return s.order_of_key({v,ub?counter:0});}
auto find_by_order(int ord)const{return s.find_by_order(ord);}
int count(const T& v)const{return order_of_key(v)-order_of_key(v-1);}
int size()const{return sz(s);}
private:
int counter=0;
};
int k;
struct Hull{
int zp=0;
multiset<int> pq;//slopes
void minkowski_sum(Hull&& r){
zp+=r.zp;
for(auto i:r.pq)
pq.emplace(i);
while(pq.size()>k)
pq.erase(head(pq));
}
//add a*min(i,b-i) to graph
void update(int a, int b){
zp+=0;
int i=0;
multiset<int> z;
for(int x: pq|views::reverse){
if(i*2<b)
z.emplace((i+1)*2<=b?x+a:x);
else
z.emplace(x-a);
i++;
}
swap(z,pq);
while(pq.size()>k)
pq.erase(head(pq));
}
int get(){
if(pq.size()<k)
return 0;
return reduce(pq.begin(),pq.end(),0ll);
}
};
void solve(){
auto[n,k]=input<int,2>();
::k=k;
Arr<Arr<pint>> g(n);
for(int i=0;i<n-1;i++){
auto[u,v,w]=input<int,3>();
u--,v--;
g[u].emplace_back(v,w);
g[v].emplace_back(u,w);
}
Arr<int> tsz(n);
func(int,precalc,int x,int p){
tsz[x]=1;
for(auto [y,_]:g[x])
if(y!=p)
tsz[x]+=precalc(y,x);
return tsz[x];
};
int ans=0;
func(Hull,dfs,int x,int p){
Hull a;
a.pq.emplace(0);
sort(g[x].begin(),g[x].end(),val2cmp([&](pint x){return -tsz[x.first];}));
for(auto [y,w]:g[x]){
if(y!=p){
auto b=dfs(y,x);
//이게 small 2 large 안되서 문제일듯??
//lazy하게 저장만 해두고 진짜 업데이트or계산할때 몰아서 하기 가능한가?
//a에 합치긴 해야되서 안될거같은데 흠
//HLD하고 무거운순서로 합치기 하면 복잡도 보장됨.
b.update(2*w,k);
a.minkowski_sum(move(b));
}
}
ans=max(ans,a.get());
return a;
};
dfs(0,0);
println(ans);
}
详细
Test #1:
score: 100
Accepted
time: 2ms
memory: 3360kb
input:
1 5 3 1 2 4 1 3 1 1 4 8 4 5 9
output:
44
result:
ok single line: '44'
Test #2:
score: 0
Accepted
time: 68ms
memory: 3372kb
input:
57206 3 2 1 2 574927 2 3 406566 2 2 1 2 308806 4 3 1 2 312588 2 3 500141 2 4 53602 3 3 1 2 797183 2 3 944061 5 3 1 2 624010 2 3 488613 3 4 734514 4 5 497493 5 4 1 2 540278 2 3 488655 2 4 228989 2 5 653896 2 2 1 2 569117 4 2 1 2 821764 2 3 499471 1 4 549060 2 2 1 2 991159 2 2 1 2 482941 5 4 1 2 30462...
output:
1962986 617612 1732662 3482488 4689260 3823636 1138234 3740590 1982318 965882 3418504 5026562 1623414 1885106 1952142 3050630 1691896 3102076 2380932 3076270 5697196 7258020 879020 2500212 3613854 1358950 1182198 2273662 2331560 1681964 8917452 2373066 3163042 3104226 3642898 3162310 5058442 3669186...
result:
ok 57206 lines
Test #3:
score: 0
Accepted
time: 68ms
memory: 3500kb
input:
57087 3 3 1 2 34132 1 3 188096 2 2 1 2 996527 2 2 1 2 475736 5 3 1 2 329834 2 3 339687 1 4 954113 4 5 224354 2 2 1 2 641444 2 2 1 2 114059 5 3 1 2 635722 1 3 552627 1 4 721758 3 5 396156 4 3 1 2 655099 2 3 963393 1 4 953969 5 2 1 2 369719 1 3 22087 1 4 531252 3 5 449025 4 3 1 2 788498 1 3 220292 1 4...
output:
444456 1993054 951472 3695976 1282888 228118 4612526 5144922 2004728 3309502 2626844 3053048 3939444 3790784 2617770 38866 3033250 5707738 511666 403846 1923106 3331606 3447180 2329518 5656124 33582 2283312 3454982 110590 3125394 4517486 4522330 2352316 3966810 3463746 5181112 3089346 1260326 466418...
result:
ok 57087 lines
Test #4:
score: 0
Accepted
time: 84ms
memory: 3352kb
input:
33344 9 6 1 2 562996 1 3 312637 3 4 591016 1 5 811983 2 6 896220 3 7 854379 2 8 861166 1 9 672337 8 6 1 2 53530 1 3 712638 1 4 539356 1 5 179377 3 6 456495 2 7 730760 4 8 934379 3 3 1 2 87024 1 3 328551 3 3 1 2 664600 1 3 519786 5 4 1 2 374521 1 3 484148 2 4 501378 1 5 280691 10 3 1 2 676949 1 3 639...
output:
12876734 9717058 831150 2368772 4030518 7963678 2135868 739728 11584454 1670128 3432160 5573124 1293282 3608364 8574290 6242670 10860048 4726106 5661430 9713590 5160212 5958260 14418122 1913782 1393854 5129544 9369494 11601220 4751232 1623938 8259790 3591252 5112182 4761950 5284034 13000192 4895040 ...
result:
ok 33344 lines
Test #5:
score: 0
Accepted
time: 94ms
memory: 3372kb
input:
33337 8 2 1 2 22201 2 3 94167 2 4 978398 4 5 452870 5 6 59368 5 7 804913 7 8 977938 3 3 1 2 784938 1 3 333822 8 4 1 2 737256 2 3 276599 2 4 338826 2 5 260533 2 6 520885 1 7 971939 1 8 613926 8 2 1 2 405702 1 3 514900 2 4 861432 2 5 715573 2 6 269555 5 7 528278 6 8 537996 6 2 1 2 984398 2 3 629 1 4 3...
output:
6616572 2237520 7840176 4328906 4093536 11035562 2053254 17920138 4892406 11437574 7585262 5318412 12387008 1823170 5912732 2056136 4049368 3780958 3965658 1661392 3447138 7906552 12728830 12419926 4593330 817758 2300052 12252582 10429848 629344 8615656 8922918 3351270 6102888 3501718 11662020 15460...
result:
ok 33337 lines
Test #6:
score: 0
Accepted
time: 103ms
memory: 3556kb
input:
18261 6 6 1 2 401169 1 3 865631 3 4 470224 1 5 136374 3 6 696999 3 2 1 2 216465 2 3 99004 9 3 1 2 360514 1 3 110584 3 4 170236 1 5 969734 4 6 929592 3 7 907150 4 8 418707 4 9 357462 4 4 1 2 951855 2 3 70272 2 4 113663 17 9 1 2 352392 1 3 254146 2 4 362317 1 5 589664 3 6 284236 6 7 978987 2 8 122649 ...
output:
8603318 630938 6174592 2271580 32450770 9765552 9941290 17849770 6762442 9904414 59511294 4686354 5194544 44718814 20540916 7002622 29096312 1815140 9151006 20865960 2859444 7971376 15607738 16938982 9282678 15770664 10404176 2332096 3515930 50580870 9444474 7316680 3747306 14809566 32347198 5442322...
result:
ok 18261 lines
Test #7:
score: 0
Accepted
time: 100ms
memory: 3540kb
input:
18082 12 8 1 2 893078 2 3 422969 1 4 633414 4 5 744557 3 6 860147 3 7 385978 5 8 399366 3 9 431676 4 10 181291 9 11 486224 10 12 444565 13 12 1 2 449428 1 3 484947 3 4 581713 3 5 159778 3 6 337685 4 7 565917 4 8 136883 7 9 963963 9 10 457061 9 11 818966 4 12 588294 1 13 275051 11 8 1 2 742103 1 3 98...
output:
26178344 26647644 17726444 51096468 51024750 4318098 10947660 9534678 3065408 11342084 8694638 19155222 849062 7555504 8993018 3193064 4338758 519680 4516496 18892576 2929566 12021588 29857614 40051924 1688342 24734948 10330762 14820592 11122894 15774626 17385606 20569180 5715160 3895974 7010784 271...
result:
ok 18082 lines
Test #8:
score: 0
Accepted
time: 138ms
memory: 3528kb
input:
7777 27 19 1 2 930838 1 3 462030 1 4 982798 2 5 829904 3 6 593202 5 7 941278 5 8 694251 3 9 720130 4 10 604740 4 11 550251 5 12 409519 3 13 23594 12 14 54526 2 15 511926 1 16 48491 1 17 765416 12 18 819984 9 19 325056 7 20 175920 11 21 269086 16 22 641837 13 23 1737 21 24 948879 15 25 349036 3 26 13...
output:
71370146 30838976 80456148 32228866 5055546 25592662 95173582 13955400 17980860 19738002 78673788 101336458 125780830 1081414 105831712 11260058 85123024 74738088 91760570 127445888 56551920 26076342 50784456 43425188 9465296 64841258 21733114 12894954 66549458 57289112 46556192 46428776 79922806 15...
result:
ok 7777 lines
Test #9:
score: 0
Accepted
time: 162ms
memory: 3396kb
input:
3973 72 55 1 2 918907 2 3 400804 2 4 72269 2 5 254465 3 6 176834 4 7 487004 4 8 469111 5 9 299565 5 10 455772 8 11 575420 3 12 538035 7 13 501415 11 14 583573 1 15 879841 11 16 16749 16 17 48301 17 18 5050 6 19 739687 10 20 264146 19 21 95867 14 22 436314 18 23 109932 17 24 472782 5 25 809039 19 26 ...
output:
201634460 8298172 194453968 102456878 21539194 126399884 235528270 117959738 23543328 41025942 8304998 31545014 17344164 41189444 25956190 46294310 13019524 71670116 120980628 48791074 150100762 116919430 244037610 218464668 133368300 255723622 106123038 244888064 19329892 66580624 74085138 26108538...
result:
ok 3973 lines
Test #10:
score: 0
Accepted
time: 182ms
memory: 3444kb
input:
1977 164 159 1 2 789785 2 3 953798 2 4 694582 2 5 546152 1 6 977613 4 7 100774 1 8 699051 6 9 456494 4 10 736064 8 11 451475 2 12 212640 12 13 472011 2 14 473796 12 15 986991 8 16 723782 6 17 209086 2 18 619112 15 19 740890 19 20 114446 4 21 470217 7 22 718655 9 23 989557 14 24 575144 24 25 897325 1...
output:
728347768 385840768 77551442 592321810 379244468 70306600 40298184 752175314 115213140 20514164 76134366 99658306 453129018 233705740 297458016 274605942 332890648 11997344 319596032 85455912 55983850 11837114 356411436 56917200 180309026 69088440 113716684 159826434 571011208 528906534 606746358 46...
result:
ok 1977 lines
Test #11:
score: 0
Accepted
time: 219ms
memory: 3532kb
input:
818 216 206 1 2 369713 2 3 421291 3 4 140720 3 5 453918 2 6 347245 3 7 292355 4 8 804550 2 9 511603 5 10 576941 6 11 79641 2 12 493352 6 13 192308 12 14 854864 4 15 144922 7 16 522578 7 17 532656 15 18 685489 2 19 809906 14 20 599938 20 21 527857 10 22 822574 4 23 885328 13 24 111539 8 25 292999 10 ...
output:
867774932 2296994794 233491416 339174870 4380454 316249010 1649235398 150692978 859452362 1387824632 566645160 1671550174 374729794 38076864 256942076 89728496 111087726 819481720 353274342 158202878 2507683982 659900622 594449324 108828820 220100714 806438160 288755872 450110446 1306416876 28801645...
result:
ok 818 lines
Test #12:
score: 0
Accepted
time: 245ms
memory: 3704kb
input:
388 885 741 1 2 614111 1 3 646996 1 4 731680 3 5 509182 2 6 712870 2 7 477522 1 8 799038 2 9 526704 4 10 88823 6 11 585078 8 12 900068 12 13 440908 6 14 388379 2 15 812954 5 16 917816 2 17 727629 5 18 241307 18 19 529750 2 20 809637 4 21 266090 4 22 413888 4 23 465987 19 24 643732 3 25 848861 7 26 3...
output:
5165240612 3991064320 300206776 2363897270 4350064382 2904490770 1259900728 451154248 2752947084 1151013030 207016404 703014190 4827032982 47085678 465899304 559318078 208644530 1259221796 315251532 3807613878 865302402 339449112 3285190350 379703410 1086628014 194369296 2706984676 9377868 152376728...
result:
ok 388 lines
Test #13:
score: 0
Accepted
time: 277ms
memory: 3708kb
input:
124 806 542 1 2 394915 2 3 762809 2 4 71615 4 5 901682 1 6 28248 1 7 325984 1 8 161160 7 9 70782 1 10 349322 7 11 654826 11 12 427646 10 13 517990 12 14 400553 3 15 598040 8 16 253298 10 17 294666 14 18 613927 13 19 625834 17 20 93238 4 21 45963 9 22 870452 11 23 376547 19 24 659738 5 25 739083 17 2...
output:
3807793034 1343227424 37609802 3705549364 126733756 9635178252 3506210498 16987523222 22763236 7093402608 10108316194 1798434742 2332283402 110619882 12311189932 7785591236 2331817838 7321850968 10330012804 4659673742 1598549982 3471432852 9127534748 6077191920 2755494906 82670438 792532856 59178738...
result:
ok 124 lines
Test #14:
score: 0
Accepted
time: 340ms
memory: 4484kb
input:
47 4196 3473 1 2 59765 1 3 28405 2 4 95437 1 5 426251 4 6 680053 4 7 875644 3 8 101616 2 9 669879 4 10 527801 9 11 696926 4 12 955771 6 13 953289 6 14 899927 2 15 309441 1 16 791394 11 17 990342 2 18 921444 17 19 407114 18 20 895642 12 21 733300 19 22 714292 5 23 177566 1 24 874904 18 25 425752 21 2...
output:
32935676304 3717064448 37360311556 32857937108 25425748172 20991814086 9308076718 30002956630 25990649392 35230149484 30166498052 6980464444 848691918 727066270 19184659230 21879371990 11886363268 7281096728 34529212140 33573011954 29329416654 10604037682 14609919178 7088000188 2997249588 2182193162...
result:
ok 47 lines
Test #15:
score: 0
Accepted
time: 368ms
memory: 6872kb
input:
25 13266 5290 1 2 398633 2 3 578977 1 4 568699 2 5 495651 1 6 356927 4 7 884995 5 8 465219 3 9 54537 4 10 989480 4 11 212881 8 12 576100 3 13 519498 7 14 209089 2 15 119352 15 16 440028 6 17 11442 17 18 142375 12 19 93668 18 20 569575 6 21 634959 14 22 921078 18 23 749636 15 24 78850 20 25 631085 18...
output:
57636699686 20776112106 22411104826 41387716460 99873948690 23234934704 26640137916 49381353188 93899141028 180822788490 16939309804 118325463046 65282343804 88479211840 109851741390 2732988616 36278698716 1584258300 6631320784 890513562 75812804 12914508 1164298 3956432 1036116
result:
ok 25 lines
Test #16:
score: 0
Accepted
time: 442ms
memory: 12232kb
input:
13 31190 2158 1 2 781853 2 3 614702 3 4 680885 1 5 519959 1 6 743821 1 7 498955 3 8 436452 6 9 426284 3 10 74654 4 11 20992 10 12 967749 4 13 324721 11 14 442563 5 15 661646 5 16 853352 11 17 766216 3 18 731178 9 19 754550 1 20 636192 18 21 139985 18 22 532871 21 23 341305 11 24 138046 21 25 255022 ...
output:
35215118232 55749095234 253652245940 236318456986 22259296024 5904204406 3347768326 11182269610 653683538 323715442 4623062 21020532 4497448
result:
ok 13 lines
Test #17:
score: 0
Accepted
time: 414ms
memory: 12556kb
input:
11 23148 11569 1 2 814559 1 3 529617 2 4 169569 2 5 291868 2 6 141363 6 7 208623 6 8 970146 7 9 264414 1 10 460715 7 11 922739 3 12 247233 11 13 463914 11 14 930506 12 15 890547 3 16 98019 1 17 318068 8 18 907736 8 19 575428 9 20 267180 17 21 664753 1 22 233687 16 23 664123 20 24 480003 5 25 316247 ...
output:
131403496778 437083768410 29036758090 162514613074 1459900026 57667303102 27192563612 167378465122 324860400 9073270 2801740
result:
ok 11 lines
Test #18:
score: 0
Accepted
time: 93ms
memory: 3568kb
input:
33344 9 6 1 2 562996 1 3 312637 3 4 591016 1 5 811983 2 6 896220 4 7 854379 5 8 861166 4 9 672337 8 6 1 2 53530 1 3 712638 1 4 539356 1 5 179377 3 6 456495 4 7 730760 6 8 934379 3 3 1 2 87024 1 3 328551 3 3 1 2 664600 1 3 519786 5 4 1 2 374521 1 3 484148 2 4 501378 1 5 280691 10 3 1 2 676949 1 3 639...
output:
16364046 11948264 831150 2368772 4030518 8718520 2135868 739728 17887112 1670128 3432160 5573124 1293282 3608364 9786762 6242670 10860048 4629338 5661430 10201260 5160212 5927214 13871014 1913782 1393854 4800470 8646754 13014822 4751232 1623938 9138792 3591252 5112182 4761950 4586032 12082886 519797...
result:
ok 33344 lines
Test #19:
score: 0
Accepted
time: 74ms
memory: 3368kb
input:
33337 8 2 1 2 22201 2 3 94167 2 4 978398 4 5 452870 5 6 59368 3 7 804913 4 8 977938 3 3 1 2 784938 1 3 333822 8 4 1 2 737256 2 3 276599 2 4 338826 2 5 260533 2 6 520885 3 7 971939 4 8 613926 8 2 1 2 405702 1 3 514900 2 4 861432 2 5 715573 2 6 269555 6 7 528278 3 8 537996 6 2 1 2 984398 2 3 629 1 4 3...
output:
5710832 2237520 6918862 4640060 4093536 11124574 2053254 13791458 4237112 10302280 7585262 5318412 11661146 1823170 5912732 2056136 4049368 3780958 3965658 1661392 3447138 6521186 13822322 14297984 5139694 817758 2300052 12441972 12131080 629344 10222176 9904156 3530164 6102888 3501718 14897866 1602...
result:
ok 33337 lines
Test #20:
score: 0
Accepted
time: 116ms
memory: 3448kb
input:
18261 6 6 1 2 401169 1 3 865631 3 4 470224 1 5 136374 3 6 696999 3 2 1 2 216465 2 3 99004 9 3 1 2 360514 1 3 110584 3 4 170236 1 5 969734 4 6 929592 3 7 907150 6 8 418707 8 9 357462 4 4 1 2 951855 2 3 70272 2 4 113663 17 9 1 2 352392 1 3 254146 2 4 362317 1 5 589664 3 6 284236 2 7 978987 7 8 122649 ...
output:
8603318 630938 7726930 2271580 39511914 9291560 9322562 18891490 6762442 11282728 45981248 4686354 6204500 33805266 29050944 7002622 27812476 1815140 8291966 28949776 2859444 7971376 19995250 14927176 10794868 16032466 8113806 2332096 3515930 30566568 11171378 7316680 3747306 15622598 46200820 75783...
result:
ok 18261 lines
Test #21:
score: 0
Accepted
time: 109ms
memory: 3472kb
input:
18082 12 8 1 2 893078 2 3 422969 1 4 633414 4 5 744557 3 6 860147 2 7 385978 7 8 399366 4 9 431676 9 10 181291 9 11 486224 11 12 444565 13 12 1 2 449428 1 3 484947 3 4 581713 3 5 159778 3 6 337685 6 7 565917 5 8 136883 8 9 963963 6 10 457061 9 11 818966 8 12 588294 12 13 275051 11 8 1 2 742103 1 3 9...
output:
25242528 19757364 27007054 55240682 86564840 4085192 18139318 9534678 3065408 12744226 7727820 19949556 849062 8241740 11906226 3193064 4338758 519680 4071722 16300002 2929566 16428948 23453358 40860624 1688342 24721740 11410636 17290986 13878788 21750284 18940876 29581306 5715160 3895974 8886486 27...
result:
ok 18082 lines
Test #22:
score: 0
Accepted
time: 192ms
memory: 3384kb
input:
7777 27 19 1 2 930838 1 3 462030 1 4 982798 2 5 829904 3 6 593202 3 7 941278 6 8 694251 6 9 720130 9 10 604740 9 11 550251 7 12 409519 9 13 23594 11 14 54526 10 15 511926 11 16 48491 14 17 765416 14 18 819984 15 19 325056 16 20 175920 16 21 269086 18 22 641837 22 23 1737 19 24 948879 21 25 349036 23...
output:
75228170 57649698 132133658 33869456 5055546 40187600 238142214 19019330 21052956 15867730 111296070 143396510 178896852 1081414 241828026 16808758 166238356 132779414 158171092 309062484 72050812 29444440 119894362 63427714 7982906 173052228 32140652 15853058 181352856 104599994 59113664 91137016 1...
result:
ok 7777 lines
Test #23:
score: 0
Accepted
time: 295ms
memory: 3488kb
input:
3973 72 55 1 2 918907 2 3 400804 2 4 72269 2 5 254465 3 6 176834 5 7 487004 6 8 469111 7 9 299565 8 10 455772 8 11 575420 11 12 538035 10 13 501415 13 14 583573 10 15 879841 11 16 16749 16 17 48301 15 18 5050 14 19 739687 19 20 264146 19 21 95867 19 22 436314 22 23 109932 22 24 472782 24 25 809039 2...
output:
550802140 9430612 543389458 132607198 33518502 286156830 631371590 247716594 23612752 47668732 8304998 35618886 17797666 54996198 38216132 66312258 18311866 146893642 239261316 83215660 489394056 212729892 679954418 390831710 289311584 550398988 232201858 522438480 27156366 145913756 138648040 78355...
result:
ok 3973 lines
Test #24:
score: 0
Accepted
time: 563ms
memory: 3468kb
input:
1977 164 159 1 2 789785 2 3 953798 2 4 694582 2 5 546152 1 6 977613 2 7 100774 3 8 699051 4 9 456494 6 10 736064 8 11 451475 11 12 212640 8 13 472011 10 14 473796 13 15 986991 13 16 723782 12 17 209086 17 18 619112 18 19 740890 16 20 114446 19 21 470217 19 22 718655 22 23 989557 23 24 575144 24 25 8...
output:
2709804252 1073382686 146182876 2597928172 1039083688 130202922 44807718 2697948818 275515666 45003232 249922510 130302328 2233680240 576739142 1323701390 594678858 812802376 11830192 982876590 114228054 118682940 13448660 763467086 95466686 771594172 135505534 236009214 251246628 2419143104 1720022...
result:
ok 1977 lines
Test #25:
score: 0
Accepted
time: 1121ms
memory: 3664kb
input:
818 216 206 1 2 369713 2 3 421291 3 4 140720 3 5 453918 2 6 347245 6 7 292355 7 8 804550 6 9 511603 7 10 576941 6 11 79641 11 12 493352 10 13 192308 11 14 854864 10 15 144922 12 16 522578 14 17 532656 14 18 685489 15 19 809906 17 20 599938 20 21 527857 18 22 822574 22 23 885328 19 24 111539 21 25 29...
output:
4423750216 19666685454 693546124 1218864536 4380454 1447915712 11002456676 506224456 5030664554 11273572258 2955101958 15029178348 775193614 105634972 1570657002 174010602 402583934 4831109418 757286726 211417032 17891846444 3889435970 2672696626 280579862 598159250 6733598614 1154119398 1167341254 ...
result:
ok 818 lines
Test #26:
score: 0
Accepted
time: 2268ms
memory: 3672kb
input:
388 885 741 1 2 614111 1 3 646996 1 4 731680 3 5 509182 2 6 712870 3 7 477522 3 8 799038 8 9 526704 7 10 88823 6 11 585078 8 12 900068 12 13 440908 13 14 388379 11 15 812954 15 16 917816 13 17 727629 17 18 241307 18 19 529750 16 20 809637 19 21 266090 19 22 413888 20 23 465987 19 24 643732 21 25 848...
output:
59885814774 50002653154 1816966352 17291950154 60032231098 35122321576 7267828716 1308307132 28075201798 12526928294 1852930634 3350761620 66628385514 66676096 904923322 6492445224 537436282 6796359008 772676382 51098682222 10346684906 1614190620 36290697118 1210792144 8736409274 1024153808 26720699...
result:
ok 388 lines
Test #27:
score: -100
Time Limit Exceeded
input:
124 806 542 1 2 394915 2 3 762809 2 4 71615 4 5 901682 1 6 28248 4 7 325984 3 8 161160 8 9 70782 6 10 349322 7 11 654826 9 12 427646 12 13 517990 13 14 400553 11 15 598040 13 16 253298 16 17 294666 14 18 613927 17 19 625834 18 20 93238 19 21 45963 18 22 870452 19 23 376547 22 24 659738 20 25 739083 ...