Submission #1007462

#TimeUsernameProblemLanguageResultExecution timeMemory
1007462makanhuliaCombo (IOI18_combo)C++17
100 / 100
18 ms1944 KiB
#include<bits/stdc++.h> #include "combo.h" #define str string using namespace std; // note that we don't have to press a string of length exactly 4N, instead 4N is the maximum length of the pressed string set<char> C; char c[3]; str guess_sequence(int N) { str p = ""; C.insert('A'); C.insert('B'); C.insert('X'); C.insert('Y'); // firstly, there are 4 options for the first character (A, B, X, Y) // the most optimal way to get the first character is to press "AB" // if we get coins >= 1, then the first character is 'A' or 'B' // similarly the first character is 'X' or 'Y' if we get 0 coins int Q1 = press("AB"), Q2; if (Q1 > 0) { Q2 = press("A"); if (Q2 > 0) { p += 'A'; C.erase('A'); } else { p += 'B'; C.erase('B'); } } else { Q2 = press("X"); if (Q2 > 0) { p += 'X'; C.erase('X'); } else { p += 'Y'; C.erase('Y'); } } if (N == 1) { return p; } // NOTE that the first character will not appear again later in S // for the next n-2 characters we use the following format as a strategy // let P be the already known/fixed prefix // p = PXXPXAPXBPA // p = PC[0]C[0]PC[0]C[1]PC[0]C[2]PC[1] char c[3]; int idx = 0; for (char j: C) { c[idx] = j; idx++; } for (int i=1; i<=N-2; i++) { int Qmid = press(p+c[0]+c[0]+p+c[0]+c[1]+p+c[0]+c[2]+p+c[1]); if (Qmid == i) { // then the next char is c[2] p += c[2]; continue; } else if (Qmid == i+1) { // ... next char is c[1] p += c[1]; continue; } else { // ... next char is c[0] p += c[0]; continue; } } // so far we've pressed 2 + n-2 = n times // 2 presses left int Qlast1 = press(p+c[0]); int Qlast2 = press(p+c[1]); if (Qlast1 == N) p += c[0]; else if (Qlast2 == N) p += c[1]; else p += c[2]; str S = ""; for (int i = 0; i < N; ++i) { S += p[i]; } return S; }
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