Submission #425940

#TimeUsernameProblemLanguageResultExecution timeMemory
425940ocarimaHexagonal Territory (APIO21_hexagon)C++14
0 / 100
2098 ms53448 KiB
#include "hexagon.h" #include <vector> #include<bits/stdc++.h> using namespace std; #define nl "\n" #define debugsl(x) cout << #x << " = " << x << ", " #define debug(x) debugsl(x) << nl #define lli long long #define rep(i, a, b) for(lli i = (a); i <= (b); ++i) #define repa(i, a, b) for(lli i = (a); i >= (b); --i) #define MAX_N 1200 #define MOD 1000000007 lli mat[2][MAX_N][MAX_N], frontera[2][MAX_N][MAX_N], llenado[2][MAX_N][MAX_N]; lli pmat, pfil, pcol; bool sigpos(lli &matriz, lli &fila, lli &columna, lli dir){ if (dir == 1){ if (!fila) return false; --fila; } else if (dir == 2){ if (!matriz && !fila) return false; if (!matriz) --fila; else ++columna; matriz ^= 1; } else if (dir == 3){ if (matriz && (fila == MAX_N - 1 || columna == MAX_N - 1)) return false; if (matriz){ ++fila; ++columna; } matriz ^= 1; } else if (dir == 4){ if (fila == MAX_N - 1) return false; ++fila; } else if (dir == 5){ if ((!matriz && !columna) || (matriz && fila == MAX_N - 1)) return false; if (!matriz) --columna; else ++fila; matriz ^= 1; } else if (dir == 6){ if (!matriz && (!fila || !columna)) return false; if (!matriz){ --fila; --columna; } matriz ^= 1; } return true; } bool llena(lli m, lli f, lli c){ lli sm, sf, sc, cm, cf, cc; queue<lli> qm, qf, qc; bool res = false; qm.push(m); qf.push(f); qc.push(c); llenado[m][f][c] = 1; while (!qm.empty()){ cm = qm.front(); qm.pop(); cf = qf.front(); qf.pop(); cc = qc.front(); qc.pop(); rep(dir, 1, 6){ sm = cm; sf = cf; sc = cc; if (!sigpos(sm, sf, sc, dir)) { res = true; continue; } if (!llenado[sm][sf][sc] && !frontera[sm][sf][sc]){ llenado[sm][sf][sc] = 1; qm.push(sm); qf.push(sf); qc.push(sc); } } } return res; } int draw_territory(int N, int A, int B, std::vector<int> D, std::vector<int> L) { pmat = 0; pfil = MAX_N >> 1; pcol = MAX_N >> 1; frontera[pmat][pfil][pcol] = 1; rep(i, 0, N - 1){ rep(j, 1, L[i]){ sigpos(pmat, pfil, pcol, D[i]); frontera[pmat][pfil][pcol] = 1; } } // ENCUENTRA EL EXTERIOR; rep(dir, 1, 6){ pmat = 0; pfil = MAX_N >> 1; pcol = MAX_N >> 1; sigpos(pmat, pfil, pcol, dir); if (!frontera[pmat][pfil][pcol]){ // HAZ EL FILL if (llena(pmat, pfil, pcol)) break; // LIMPIA EL LLENADO rep(m, 0, 1) rep(f, 0, MAX_N - 1) rep(c, 0, MAX_N - 1) llenado[m][f][c] = 0; } } lli sm, sf, sc, cm, cf, cc, res, dis; queue<lli> qm, qf, qc, qd; res = 0; qm.push(0); qf.push(MAX_N >> 1); qc.push(MAX_N >> 1); qd.push(0); mat[0][MAX_N >> 1][MAX_N >> 1] = 1; while (!qm.empty()){ cm = qm.front(); qm.pop(); cf = qf.front(); qf.pop(); cc = qc.front(); qc.pop(); dis = qd.front(); qd.pop(); res += A + ((B * dis) % MOD); res %= MOD; rep(dir, 1, 6){ sm = cm; sf = cf; sc = cc; sigpos(sm, sf, sc, dir); // SI NO ES PARTE EXTERNA O ES FRONTERA Y NO ESTA VISITADA, CUENTALO if (!mat[sm][sf][sc] && (!llenado[sm][sf][sc] || frontera[sm][sf][sc])){ mat[sm][sf][sc] = 1; // VISITALA qm.push(sm); qf.push(sf); qc.push(sc); qd.push(dis + 1); } } } return res; }
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