Submission #538997

#TimeUsernameProblemLanguageResultExecution timeMemory
53899779brueDungeons Game (IOI21_dungeons)C++17
100 / 100
4313 ms1561244 KiB
#include "dungeons.h" #include <bits/stdc++.h> using namespace std; typedef long long ll; const int LIM = 25; int n; int arr[400002], power[400002]; int w[400002], l[400002]; int nxt[350][400002]; /// 계속 지기만 했을 때의 최종 위치 int sum[350][400002]; /// 계속 지기만 했을 때의 체력 변화 int lim[350][400002]; /// 계속 지기만 할 수 있기 위한 최초 체력의 최댓값 ll bonus[400002]; int idxArr[30]; inline int idx(int A, int B){ return idxArr[A] + B; } void init(int N, vector<int> s, vector<int> p, vector<int> W, vector<int> L){ for(int i=1; i<=26; i++) idxArr[i] = idxArr[i-1] + i; n = N; for(int i=0; i<n; i++) arr[i] = s[i]; for(int i=0; i<n; i++) power[i] = p[i], w[i]=W[i], l[i]=L[i]; l[n]=w[n]=n; arr[n] = 1e9, power[n]=1e9; for(int f=0; f<LIM; f++){ for(int i=0; i<=n; i++){ int tmp = idx(f,0); if((1<<f) <= arr[i]){ nxt[tmp][i] = l[i]; sum[tmp][i] = power[i]; lim[tmp][i] = arr[i]-1; } else{ nxt[tmp][i] = w[i]; sum[tmp][i] = arr[i]; lim[tmp][i] = 1e9; } } for(int d=1; d<=f; d++){ for(int i=0; i<=n; i++){ int tmp = idx(f,d); nxt[tmp][i] = nxt[tmp-1][nxt[tmp-1][i]]; sum[tmp][i] = min(1000000000, sum[tmp-1][i] + sum[tmp-1][nxt[tmp-1][i]]); lim[tmp][i] = min(lim[tmp-1][i], lim[tmp-1][nxt[tmp-1][i]] - sum[tmp-1][i]); } } } for(int i=n-1; i>=0; i--){ bonus[i] = ll(arr[i]) + bonus[w[i]]; } } ll simulate(int x, int z){ for(int f=0; f<LIM; f++){ if((1<<(f+1)) <= z || x==n) continue; /// 1. 계속 지다가 결국 탈출하기 int tx = x, cnt1 = 0; int tz = z; for(int d=f; d>=0; d--){ int tmp = idx(f,d); if(tz + sum[tmp][tx] < (1<<(f+1))){ tz += sum[tmp][tx]; tx = nxt[tmp][tx]; cnt1 += (1<<d); } } /// 2. 이겨서 탈출하기 int cnt2 = 0; tx = x; tz = z; for(int d=f; d>=0; d--){ int tmp = idx(f,d); if(lim[tmp][tx] >= tz){ tz += sum[tmp][tx]; tx = nxt[tmp][tx]; cnt2 += (1<<d); } } int cnt = min(cnt1, cnt2); for(int d=0; d<LIM; d++){ if((cnt>>d)&1){ int tmp = idx(f,d); z += sum[tmp][x]; x = nxt[tmp][x]; } } if(x==n) break; assert(z < (1<<(f+1))); if(z >= arr[x]) z += arr[x], x = w[x]; else z += power[x], x = l[x]; assert(z >= (1<<(f+1))); } return ll(z) + bonus[x]; }
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