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| // interactor.cpp | |
| // Build: g++ -std=gnu++17 -O2 -pipe -static -s interactor.cpp -o interactor | |
| // Run : interactor <input> <output> <answer> [--seed=...] | |
| // input: one line "n s" | |
| // Protocol: | |
| // - Player output: walk x (0 <= x <= 1e9) -- Interactor responds: label[pos] | |
| // - Player output: guess g -- Terminates; if g==n then score by q, otherwise score 0 | |
| // | |
| // Rules: | |
| // - Initial: label[s]=s, used set = {s} | |
| // - When walking to position pos that hasn't been assigned: repeatedly random r in [1..n] until r not in used, then label[pos]=r, add r to used | |
| // - Maximum walk count MAX_Q=200000 | |
| // | |
| // Scoring: f(q) is log10 space piecewise linear interpolation: | |
| // (1,100), (10000,95), (20000,60), (50000,30), extrapolated to 0 at 200000 | |
| // Correct: quitp(f/100), wrong: quitp(0) | |
| using namespace std; | |
| static const long long MAX_Q = 200000LL; | |
| // Continuous, monotonically decreasing, log10 piecewise linear interpolation | |
| static double score_from_queries(long long q) { | |
| if (q <= 1) return 100.0; | |
| const double t = log10((double)q); | |
| const double t1 = 0.0; // log10(1) | |
| const double t2 = 4.0; // log10(10000) | |
| const double t3 = log10(20000.0); // ~4.30103 | |
| const double t4 = log10(50000.0); // ~4.69897 | |
| const double t5 = log10(200000.0); // ~5.30103 | |
| auto lerp = [](double a, double b, double x, double xa, double xb) { | |
| if (xa == xb) return a; | |
| double w = (x - xa) / (xb - xa); | |
| return a + (b - a) * w; | |
| }; | |
| if (t <= t2) return lerp(100.0, 95.0, t, t1, t2); | |
| else if (t <= t3) return lerp(95.0, 60.0, t, t2, t3); | |
| else if (t <= t4) return lerp(60.0, 30.0, t, t3, t4); | |
| else if (t <= t5) return max(0.0, lerp(30.0, 0.0, t, t4, t5)); | |
| else return 0.0; | |
| } | |
| int main(int argc, char* argv[]) { | |
| registerInteraction(argc, argv); | |
| // Read n, s | |
| long long n = inf.readLong(1LL, 1000000000LL, "n"); | |
| long long s = inf.readLong(1LL, n, "s"); | |
| long long pos = s; | |
| long long qcnt = 0; | |
| // Node -> visible value; assigned only on first visit to node | |
| unordered_map<long long, long long> label; | |
| label.reserve(1 << 16); | |
| label.max_load_factor(0.7f); | |
| // Set of used numbers to avoid duplicates | |
| unordered_set<long long> used; | |
| used.reserve(1 << 16); | |
| used.max_load_factor(0.7f); | |
| // Initialize | |
| label[s] = s; | |
| used.insert(s); | |
| // Sample an unused random number (n is large, expected attempts is low) | |
| auto take_random_unused_number = [&]() -> long long { | |
| while (true) { | |
| long long r = rnd.next(1LL, n); | |
| if (!used.count(r)) { | |
| used.insert(r); | |
| return r; | |
| } | |
| } | |
| }; | |
| auto tell = [&](long long v) { | |
| cout << v << '\n' << flush; | |
| }; | |
| while (true) { | |
| string cmd = ouf.readWord(); // Read a word (non-whitespace characters) | |
| if (cmd == "walk") { | |
| long long x = ouf.readLong(0LL, 1000000000LL, "x"); | |
| // cerr<<x<<"\n"; | |
| long long step = (n == 1 ? 0 : (x % n)); | |
| pos = ((pos - 1 + step) % n) + 1; | |
| if (!label.count(pos)) { | |
| long long val = take_random_unused_number(); | |
| label[pos] = val; | |
| } | |
| ++qcnt; | |
| if (qcnt > MAX_Q) { | |
| quitf(_wa, "Too many queries: %lld (max %lld)", qcnt, MAX_Q); | |
| } | |
| tell(label[pos]); | |
| } else if (cmd == "guess") { | |
| long long g = ouf.readLong(1LL, 1000000000LL, "n_guess"); | |
| bool ok = (g == n); | |
| if (!ok) { | |
| quitp(0.0, "Wrong answer. hidden n=%lld, your guess=%lld, queries=%lld", n, g, qcnt); | |
| } else { | |
| double score = score_from_queries(qcnt); | |
| double part = max(0.0, min(100.0, score)) / 100.0; | |
| double unbounded_part = max(0.0, score) / 100.0; | |
| quitp(part, "OK. n=%lld, queries=%lld, Ratio: %.4f, RatioUnbounded: %.4f", n, qcnt, part, unbounded_part); | |
| } | |
| } else { | |
| quitf(_wa, "Unknown command: '%s' (expected 'walk' or 'guess')", cmd.c_str()); | |
| } | |
| } | |
| } | |