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제출 #303774

#제출 시각아이디문제언어결과실행 시간메모리
303774user202729비스킷 담기 (IOI20_biscuits)C++17
100 / 100
33 ms896 KiB
// moreflags=grader.cpp // ...... #include "biscuits.h" #include<array> #include<cstdint> #include<vector> #include<cmath> #include<iostream> #if not LOCAL #define NDEBUG #endif #include<cassert> struct Node{ // represents a non-strictly decreasing list of numbers int64_t count; int64_t first; // also the maximum int64_t delta; std::array<int, 2> children; // index in nodes vector, or {{-1, -1}} if count==1 }; std::vector<Node> nodes; int deltaed(int node, int64_t delta){ if(node<0 or delta==0) return node; nodes.push_back(nodes[node]); nodes.back().first+=delta; nodes.back().delta+=delta; return int(nodes.size()-1); } int append(int first, int sec, int64_t delta){ assert(first>=0); // precondition if(sec==-1) return deltaed(first, delta); assert(sec>=0); nodes.push_back({ nodes[first].count+nodes[sec].count, nodes[first].first+delta, delta, {{first, sec}} }); return int(nodes.size()-1); } int prefixLargerEqual(int node, int64_t minimum){ // return -1 if result is empty assert((nodes[node].count==1)==(nodes[node].children==std::array<int, 2>{{-1, -1}})); if(nodes[node].first<minimum) return -1; if(nodes[node].count==1){ // single node assert(nodes[node].first==nodes[node].delta); return node; } auto const [a, b]=nodes[node].children; auto const t=minimum-nodes[node].delta; auto const b1=prefixLargerEqual(b, t); if(b1==b) return node; if(b1<0) return deltaed(prefixLargerEqual(a, t), nodes[node].delta); return append(a, b1, nodes[node].delta); } long long count_tastiness(long long x, std::vector<long long> a) { nodes.clear(); nodes.push_back({1, a[0], a[0], {{-1, -1}}}); int all=0; // node reference // initial list: {a[0]} (note that the first element will always be a[0]) int64_t s=0; for(int i=0;; ++i){ assert(nodes[all].first==a[0]); if(a[0]-x*std::round(std::pow(2., i))>=s){ all=append(all, deltaed(prefixLargerEqual(all, s+(x<<i)), -(x<<i)), 0); } if(i+1<(int)a.size()) s-=a[i+1]<<(i+1); if(i==(int)a.size()+62){ return nodes[all].count; } } }
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