제출 #932349

#제출 시각아이디문제언어결과실행 시간메모리
932349salmonSky Walking (IOI19_walk)C++14
33 / 100
607 ms268024 KiB
#include "walk.h" #include <bits/stdc++.h> using namespace std; long long int inf = 1e18; struct node{ int s, e, m; int fleb; long long int v; node *l,*r; node(int S, int E, int fleba){ s = S; e = E; fleb = fleba; m = (s + e)/2; v = inf; l = NULL; r = NULL; } void update(int i, long long int k){ if(s == e){ v = min(k + s * fleb,v); if(k == inf) v = inf; return; } if(l == NULL){ l = new node(s,m,fleb); r = new node(m + 1,e,fleb); } if(i <= m){ l -> update(i,k); } else{ r -> update(i,k); } v = min(l -> v, r -> v); } long long int query(int S, int E){ if(S <= s && e <= E){ return v; } long long int V = inf; if(l == NULL) return inf; if(S <= m){ V = min(V,l -> query(S,E)); } if(m < E){ V = min(V,r -> query(S,E)); } return V; } }*root,*froot; vector<int> re[100100]; vector<int> er[100100]; long long min_distance(vector<int> x, vector<int> h, vector<int> l, vector<int> r, vector<int> y, int s, int g) { int N = x.size(); int M = l.size(); for(int i = 0; i < M; i++){ re[l[i]].push_back(i); er[r[i]].push_back(i); } root = new node(0,1'000'000'000,1); froot = new node(0,1'000'000'000,-1); for(int j : re[0]){ root -> update(y[j],y[j]); froot -> update(y[j],y[j]); } for(int i = 1; i < N; i++){ set<int> oobless; set<int> ahbah; set<int> ah; for(int j : re[i]){ oobless.insert(y[j]); } for(int j : er[i]){ if(oobless.find(y[j]) != oobless.end()){ ah.insert(j); } } oobless.clear(); for(int j : er[i]){ oobless.insert(y[j]); } for(int j : re[i]){ if(oobless.find(y[j]) != oobless.end()){ ahbah.insert(j); } } for(int j : re[i]){ if(ahbah.find(j) != ahbah.end()) continue; long long int num = min(root -> query(y[j],1'000'000'000) - y[j], froot -> query(0,y[j]) + y[j]); if(num == inf) continue; root -> update(y[j],num); froot -> update(y[j],num); } if(i != N - 1){ for(int j : er[i]){ if(ah.find(j) != ah.end()) continue; root -> update(y[j],inf); froot -> update(y[j],inf); } } } if(root -> query(0,1'000'000'000) == inf) return -1; return root -> query(0,1'000'000'000) + x[N - 1] - x[0]; }
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