Submission #90707

#TimeUsernameProblemLanguageResultExecution timeMemory
90707updown1Sailing Race (CEOI12_race)C++17
55 / 100
2129 ms33792 KiB
/* dp[node 1][node 2][0/1] = max edges in the range starting at node 1/2 (based on the third dimension) http://ceoi2012.elte.hu/download/modelsolutions/3_solrace.pdf */ #include <bits/stdc++.h> using namespace std; typedef long long ll; #define For(i, a, b) for(int i=a; i<b; i++) #define ffi For(i, 0, N) #define ffj For(j, 0, N) #define ffa ffi ffj #define s <<" "<< #define c <<" : "<< #define w cout #define e endl//"\n" #define pb push_back #define mp make_pair #define a first #define b second //#define int ll const int MAXN=500, INF=1000000000; ///500,000,000 int N, K, dp[MAXN][MAXN][2], out, loc, dirb[MAXN][MAXN], dirs[MAXN][MAXN]; vector<int> adj[MAXN]; priority_queue<pair<int, int> > n1; /// ((-/+)relative loc, loc) bool vis[MAXN]; bool in (int x, int y, int z) { if (y < z) return y < x && x < z; return x > y || x < z; } int solve(int n1, int n2, int at) { if (dp[n1][n2][at] != -1) return dp[n1][n2][at]; dp[n1][n2][at] = 0; //w<< n1 s n2 s at<<e; /// range is n1+1 to n2-1 (n1+1)%N to (n2-1+N)%N if ((n1+1)%N == n2) {dp[n1][n2][at] = 0; return dp[n1][n2][at];} if (at == 0) { /// at n1 for (int i: adj[n1]) if (in(i, n1, n2)) { dp[n1][n2][0] = max(dp[n1][n2][0], max(solve(n1, i, 1), solve(i, n2, 0))+1); } return dp[n1][n2][0]; } /// at n2 for (int i: adj[n2]) if (in(i, n1, n2)) { dp[n1][n2][1] = max(dp[n1][n2][1], max(solve(i, n2, 0), solve(n1, i, 1))+1); } return dp[n1][n2][1]; } main() { //ifstream cin("test.in"); ios_base::sync_with_stdio(0); cin.tie(0); cin >> N >> K; ffi {int a; cin >> a; while (a != 0) {adj[i].pb(a-1); cin >> a;}} ffa dp[i][j][0] = dp[i][j][1] = -1; ffa {solve(i, j, 0); solve(i, j, 1);} if (K == 0) ffi{ if (dp[i][i][0] > out) {out = dp[i][i][0]; loc = i+1;} } else { ffa dirb[i][j] = dirs[i][j] = -INF; /// set dirb ffi { dirb[i][i] = 0; n1.push(mp(0, i)); while (!n1.empty()) { int x = n1.top().b; n1.pop(); for (int y: adj[x]) if (in(y, x, i)) { /// moving forward dirb[i][y] = max(dirb[i][y], dirb[i][x]+1); n1.push(mp( -((y-i+N)%N) , y)); } } } //ffa w<< i+1 s j+1 c dirb[i][j]<<e; /// set dirs ffi { dirs[i][i] = 0; n1.push(mp(0, i)); while (!n1.empty()) { int x = n1.top().b; n1.pop(); for (int y: adj[x]) if (in(y, i, x)) { /// moving forward dirs[i][y] = max(dirs[i][y], dirs[i][x]+1); n1.push(mp( (y-i+N)%N , y)); } } } //ffa w<< i+1 s j+1 c dirs[i][j]<<e; For (a, 0, N) for (int b: adj[a]) For (cc, 0, N) for (int d: adj[cc]) { if (a == b || a == cc || a == d || b == cc || b == d || cc == d) continue; if (in(cc, b, a) == in(d, b, a)) continue; if (in(cc, b, a)) { if (2+dirb[b][cc]+max(dp[d][b][0], dp[a][d][1]) > out) { out = 2+dirb[b][cc]+max(dp[d][b][0], dp[a][d][1]); loc = a+1; } } else { if (2+dirs[b][cc]+max(dp[d][a][0], dp[b][d][1]) > out) { out = max(out, 2+dirs[b][cc]+max(dp[d][a][0], dp[b][d][1])); loc = a+1; } } /*if (out == 6) { w<< in(cc, b, a)<<e; w << a+1 s b+1 s cc+1 s d+1 c dirs[b][cc] s max(dp[d][a][0], dp[b][d][1])<<e; return 0; }*/ } } //ffa w<< i+1 s j+1 c solve(i, j, 0) s solve(i, j, 1)<<e; w<< out <<e<< loc<<e; }

Compilation message (stderr)

race.cpp:52:6: warning: ISO C++ forbids declaration of 'main' with no type [-Wreturn-type]
 main() {
      ^
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