제출 #1275592

#제출 시각아이디문제언어결과실행 시간메모리
1275592mehrzad이주 (IOI25_migrations)C++17
0 / 100
30 ms444 KiB
#include "migrations.h" #include <vector> #include <utility> using namespace std; /* Subtask-1 optimized strategy (diameter includes site 0): Goal: Z <= 4 (full 30 pts) whenever final deepest site appears by i <= N-8. - Track depth[i] = depth[Pi] + 1, and keep BEST = argmax depth. - In the last window W (<=50), we transmit BEST using *only* digits 1..4: * Use RESET marker = 0 (does not count toward Z). * Encode BEST in base-4, LSB-first, 7 digits total (since 4^7 >= 10000). * After RESET, send exactly the first 7 digits (no padding). Stay silent afterward. - If BEST changes inside the window: * If slots_left >= 7: send RESET and restart the 7-digit stream for the new BEST. * If slots_left < 7 (too late): send ONE fallback message = 10000 + (BEST+1) to guarantee correctness. Museum: - Prefer the last value > 4 in the tail window (fallback): decode BEST = val-10000-1 and return (0, BEST). - Otherwise take the last RESET (0) in the tail and read the FIRST 7 digits (1..4) that follow to reconstruct BEST, then return (0, BEST). Notes: - This code is specialized for Subtask 1. It does not solve the general case where the diameter endpoints may not include 0. - Z <= 4 and M <= W (<= 50) in the common case; worst-case uses a single fallback but stays correct. */ namespace { // Persistent per-test state for send_message bool inited = false; int Nglob = 0; // depth and current best (farthest from 0 by depth) std::vector<int> depth; int BEST = 0; // site index with maximum depth so far int BEST_depth = 0; // its depth // Tail window parameters const int W = 50; // use full allowance; you may reduce to ~16-24 if desired int tailStart = 1; // Streaming state bool have_reset = false; int stream_pos = -1; // 0..6 for 7 base-4 digits; -1 means not streaming yet inline void reset_test(int N) { inited = true; Nglob = N; depth.assign(Nglob, 0); BEST = 0; BEST_depth = 0; // depth[0] = 0 tailStart = (Nglob >= 2) ? max(1, Nglob - W) : 1; have_reset = false; stream_pos = -1; } inline int base4_digit(int x, int d){ // d-th digit (LSB-first), returns 0..3 return (x >> (2*d)) & 3; } } int send_message(int N, int i, int Pi) { if (!inited || i == 1) reset_test(N); // Update depth and maintain BEST (strictly greater depth only, to keep BEST stable once max depth is reached) depth[i] = depth[Pi] + 1; if (depth[i] > BEST_depth) { BEST_depth = depth[i]; BEST = i; } int out = 0; // default: no message if (i >= tailStart) { // Ensure exactly one RESET at the start of the tail window if (!have_reset) { have_reset = true; stream_pos = 0; return 0; // RESET marker (doesn't affect Z) } // If BEST changed at this step, decide whether we can restart a full 7-digit stream // (Note: we track BEST via depth and it can change multiple times.) // Compute remaining slots after this index: int slots_left = (Nglob - 1) - i; // Detect if BEST was updated now by checking if this i is the current BEST and just matched BEST_depth // (A simpler proxy: recompute "is this node at depth == BEST_depth and index == BEST?") bool best_just_now = (i == BEST); if (best_just_now) { if (slots_left >= 7) { // Safe to restart a full stream for the new BEST stream_pos = 0; return 0; // RESET } else { // Too late to send 7 digits → fallback once with big value encoding BEST directly // Encode BEST+1 as 10000 + (BEST+1) (<= 20000 since BEST+1 <= 10000) return 10000 + (BEST + 1); } } // No new BEST at this step → emit digits if we still owe the 7-digit payload if (stream_pos >= 0 && stream_pos < 7) { int d = base4_digit(BEST, stream_pos); // 0..3 out = d + 1; // map to 1..4 (keeps Z <= 4) ++stream_pos; } else { out = 0; // already sent 7 digits or not streaming → stay silent } } return out; // 0..20000 } std::pair<int,int> longest_path(std::vector<int> S) { int N = (int)S.size(); int tailStart = (N >= 2) ? max(1, N - 50) : 1; // 1) Fallback takes precedence if present for (int i = N - 1; i >= tailStart; --i) { if (S[i] > 4) { int best = S[i] - 10000 - 1; if (best < 0) best = 0; if (best >= N) best = N - 1; return {0, best}; } } // 2) Otherwise decode after the last RESET (0) int lastReset = -1; for (int i = N - 1; i >= tailStart; --i) { if (S[i] == 0) { lastReset = i; break; } } int best = 0; if (lastReset != -1) { // Read FIRST 7 digits (1..4) after last reset int pos = 0; for (int i = lastReset + 1; i < N && pos < 7; ++i) { if (S[i] >= 1 && S[i] <= 4) { int d = S[i] - 1; // 0..3 best |= (d << (2 * pos)); ++pos; } } // If fewer than 7 were found (shouldn't happen with our emission policy), the missing high digits stay 0. } return {0, best}; }
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