#include #define rep(i,n) for(int i = 0; i < (n); i++) using namespace std; typedef long long ll; // g <- pair < v , cost > template < class T > vector< T > dijkstra(vector>> &graph, int s) { T INF = numeric_limits< T >::max(); vector dist(graph.size(), INF); priority_queue, vector>, greater>> q; q.push({dist[s] = T(0), s}); while(!q.empty()){ auto [uc, ui] = q.top(); q.pop(); if(uc != dist[ui]) continue; for(auto [vi, vc] : graph[ui]) if(dist[vi] > uc + vc) q.push({dist[vi] = uc + vc, vi}); } return dist; } int main(){ cin.tie(0); ios::sync_with_stdio(0); int N,M,P; cin >> N >> M >> P; int S,G; cin >> S >> G; S--; G--; vector>> H(N * 2); auto h = [&](int v, int p) { return v * 2 + p; }; rep(_,M) { int u,v; cin >> u >> v; u--; v--; for(int p : {0, 1}) { H[h(u, p)].push_back({h(v, 1 - p), 1}); H[h(v, p)].push_back({h(u, 1 - p), 1}); } } auto distS = dijkstra(H, h(S, 0)); auto distG = dijkstra(H, h(G, 0)); vector ans; int INF = numeric_limits::max(); rep(i,N) { int ok = 0; for(int ps : {0, 1}) for(int pg : {0, 1}) { int ds = distS[h(i, ps)]; int dg = distG[h(i, pg)]; ok |= (ds != INF && dg != INF && ds + dg <= P && (ds + dg) % 2 == P % 2); } if(ok) ans.push_back(i); } if(ans.empty()) { cout << -1 << "\n"; } else { cout << ans.size() << "\n"; for(int a : ans) cout << a + 1 << "\n"; } }