#include #define show(x) cerr << #x << " = " << x << endl using namespace std; using ll = long long; template vector Vec(int n, T v) { return vector(n, v); } template auto Vec(int n, Args... args) { auto val = Vec(args...); return vector(n, move(val)); } template void ParallelBinarySearch(const vector& queries, Checker& checker, const int inf, const int sup, vector& ans) { const int Q = queries.size(); ans.resize(Q, -1); using Query = pair; struct Qset { int l; int r; vector query; }; vector data{Qset{inf, sup, vector(Q)}}; for (int i = 0; i < Q; i++) { data[0].query[i] = make_pair(queries[i], i); } for (int d = 0;; d++) { if (data.empty()) { break; } vector next; checker.initialize(); int pos = 0; for (const auto& dat : data) { const int inf = dat.l; const int sup = dat.r; const int mid = (inf + sup) / 2; Qset former{inf, mid, vector{}}; Qset latter{mid + 1, sup, vector{}}; for (; pos < mid; pos++) { checker.update(pos); } if (inf >= sup - 1) { for (const auto& e : dat.query) { if (checker.check(e.first)) { ans[e.second] = inf; } else if (inf == sup - 1) { latter.query.push_back(e); } } } else { for (const auto& e : dat.query) { if (checker.check(e.first)) { former.query.push_back(e); } else { latter.query.push_back(e); } } } if (not former.query.empty()) { next.push_back(former); } if (not latter.query.empty()) { next.push_back(latter); } } data = next; } } class DisjointSets { public: DisjointSets(const int v) { m_parent.resize(v); m_rank.resize(v); m_size.resize(v); for (int i = 0; i < v; i++) { m_parent[i] = i; m_rank[i] = 0; m_size[i] = 1; } } bool same(const int a, const int b) { return find(a) == find(b); } int find(const int a) { if (m_parent[a] == a) { return a; } else { return m_parent[a] = find(m_parent[a]); } } void unite(const int a_, const int b_) { const int a = find(a_); const int b = find(b_); if (a == b) { return; } if (m_rank[a] > m_rank[b]) { m_parent[b] = a; m_size[a] += m_size[b]; } else { m_parent[a] = b; m_size[b] += m_size[a]; } if (m_rank[a] == m_rank[b]) { m_rank[b]++; } } int getSize(const int a) { return m_size[m_parent[a]]; } private: vector m_parent; vector m_rank; vector m_size; }; int N; using P = pair; vector

edge; using Data = int; // Checker::initialize() => void // Checker::update(int pos) => void // Checker::check(const Data&) => bool struct Checker { Checker(const DisjointSets& org) : orig{org}, uf{N} {} void initialize() { uf = orig; } void update(const int pos) { const int u = edge[pos].first; const int v = edge[pos].second; uf.unite(u, v); } bool check(const Data& d) { return uf.same(0, d); } DisjointSets orig; DisjointSets uf; }; int main() { cin.tie(0); ios::sync_with_stdio(false); cin >> N; int M, Q; cin >> M >> Q; set

orig; for (int i = 0; i < M; i++) { int a, b; cin >> a >> b; a--, b--; if (a > b) { swap(a, b); } orig.insert({a, b}); } for (int i = 0; i < Q; i++) { int c, d; cin >> c >> d; c--, d--; if (c > d) { swap(c, d); } edge.push_back({c, d}); orig.erase({c, d}); } DisjointSets uf(N); for (const auto& e : orig) { uf.unite(e.first, e.second); } reverse(edge.begin(), edge.end()); Checker checker(uf); vector ans; vector queries(N - 1); for (int i = 1; i < N; i++) { queries[i - 1] = i; } ParallelBinarySearch(queries, checker, 0, N, ans); for (int i = 0; i < N - 1; i++) { cout << (ans[i] <= 0 ? -1 : Q + 1 - ans[i]) << endl; } return 0; }