#include <bits/stdc++.h>


using namespace std;
typedef long long ll;
#define REP(i,n) for(int i=0; i<int(n); i++)
#define FOR(i,m,n) for(int i=int(m); i<int(n); i++)
#define ALL(obj) (obj).begin(),(obj).end()
#define VI vector<int>
#define VLL vector<long long>
#define VVI vector<vector<int>>
#define VVLL vector<vector<long long>>
#define VC vector<char>
#define VS vector<string>
#define VVC vector<vector<char>>
#define VB vector<bool>
#define VVB vector<vector<bool>>
#define fore(i,a) for(auto &i:a)
typedef pair <int, int> P;
template<class T> bool chmax(T &a, T b) { if (a < b) { a = b; return true; } return false; }
template<class T> bool chmin(T &a, T b) { if (a > b) { a = b; return true; } return false; }
template<typename T> using min_priority_queue = priority_queue<T, vector<T>, greater<T>>;

const int  INF = 1 << 29;
const ll INFL = 1LL << 60;
const ll mod = 998244353;
#define VQ vector<priority_queue<pair<ll,vector<int>>>>
#define VQQ vector<vector<pair<ll,vector<int>>>>

int V, E, T;
int deri[10500];
vector<pair<int, int>> G[405];
VVI kyori(401, VI(401, INF));
VVI prever(401, VI(401, -1));
vector<vector<vector<int>>> keiro(401, vector<vector<int>>(401));
int road[401][401];
int store_max = 500;
VI ans;
ll point = 0;
VI tmp;
ll sonshitu = 50000000LL;



//string fileName1 = "C:/Users/r/Desktop/toolkitA/scripts/sa11.in";
//std::ifstream ci(fileName1);
//string fileName = "syuturyoku.txt";
//std::ofstream cou(fileName);

void nyuuryoku() {

	cin >> V >> E;
	REP(i, E) {
		int u, v, d;
		cin >> u >> v >> d;
		u--; v--;
		G[u].push_back({ v,d });
		G[v].push_back({ u,d });
		road[u][v] = d;
		road[v][u] = d;
	}
	cin >> T;

	REP(i, V) {
		sort(ALL(G[i]));
	}

	int cnt = 0;

	REP(i, T) {
		int n;
		cin >> n;
		if (n) {
			int id, dst;
			cnt++;
			cin >> id >> dst;
			dst--;
			deri[i] = dst;
		}
	}
}

void dijkstra(int s) {
	int vis[405];
	REP(i, V) vis[i] = 0;

	min_priority_queue<pair<ll, int>> que;

	kyori[s][s] = 0;
	que.push({ 0, s });

	while (!que.empty()) {
		auto q = que.top();
		que.pop();

		int cst = q.first;
		int cu = q.second;

		if (vis[cu]) continue;
		vis[cu] = 1;

		fore(p, G[cu]) {
			int cst2 = cst + p.second;
			int to = p.first;

			if (chmin(kyori[s][to], cst2)) {
				que.push({ kyori[s][to], to });
				prever[s][to] = cu;
			}
		}
	}
}

void get_path(int s, int t) {
	int tt = t;
	vector<int> path;
	while (1) {
		t = prever[s][t];
		if (s == t)break;
		path.push_back(t);
	}

	reverse(path.begin(), path.end());

	path.push_back(tt);

	for (int i : path) {
		keiro[s][tt] = path;
	}
}

void saitankeiro() {
	REP(i, V) {
		dijkstra(i);
	}


	REP(i, V)REP(j, V) {
		if (i == j)continue;
		get_path(i, j);
	}
}




//ansを更新する
void update(ll a) {
	if (a > point) {
		point = a;
		ans = tmp;
	}
}

//tmpに解答をいれて計算する
void calc() {

	ll cur = 0;
	ll cnt = 0;
	int now = 0;
	int dst = 0;

	VVI store(401);
	VVI car(401);
	VVI kara(401);
	VI kar;

	REP(i, T) {
		if (deri[i] != 0)store[deri[i]].push_back(i);
		if (tmp[i] == -1)continue;
		if (now == 0 && dst == 0) {
			REP(j, 401) {
				for (int k : store[j]) {
					car[j].push_back(k);
				}
			}
			store = kara;
		}

		if (now == tmp[i]) {
			dst--;
		}
		else {
			dst = kyori[now][tmp[i]] - 1;
			now = tmp[i];
		}
		if (dst == 0) {
			for (int j : car[now]) {
				cur -= (ll)((i - j + 1)*(i - j + 1));
			}
			cnt += car[now].size();
			car[now] = kar;

		}

	}
	update(cnt * 100000000LL + cur);
}

//荷物が多いところ（max-kk個以内ならOK）に行く
vector<int> h(int k, int kk) {
	VB store(405, false);
	VB car(405, false);
	int now = 0;
	VI an;
	VI st(405, 0);
	VI ca(405, 0);
	REP(_, T) {

		store[deri[_]] = true;
		store[0] = false;

		st[deri[_]]++;
		st[0] = 0;

		int c = 0;
		REP(i, V)c += st[i];
		if (c > k && now != 0) {
			while (now != 0) {
				int ti = kyori[now][0];
				for (int j : keiro[now][0]) {
					REP(k, kyori[now][j]) {
						an.push_back(j);
					}
					car[now] = false;
					ca[now] = 0;
					now = j;
				}
				REP(j, ti - 1) {
					_++;
					if (deri[_] != 0) {
						store[deri[_]] = true;
						st[deri[_]]++;
					}
				}
			}
			continue;
		}
		if (now == 0) {
			REP(i, V) {
				if (store[i]) car[i] = true;
				store[i] = false;
				ca[i] += st[i];
				st[i] = 0;
			}
		}

		bool ch = false;
		REP(i, V) {
			if (car[i]) ch = true;
		}

		if (ch) {

			int ma = 0;
			REP(i, V) {
				ma = max(ma, ca[i]);
			}

			vector<pair<int, int>> v;

			REP(i, V) {
				if (ca[i] >= max(1, ma - kk)) {
					v.push_back({ kyori[now][i],i });
				}
			}
			sort(ALL(v));
			int to = keiro[now][v[0].second][0];
			bool b = false;
			REP(i, kyori[now][to]) {

				an.push_back(to);

				if (!b)b = true;
				else {
					_++;
					if (deri[_] != 0) {
						store[deri[_]] = true;
						st[deri[_]]++;
					}
				}
			}
			now = to;
			car[to] = false;
			ca[to] = 0;
		}
		else if (now == 0)an.push_back(-1);
		else {
			int ti = kyori[now][0];
			for (int j : keiro[now][0]) {
				REP(k, kyori[now][j]) {
					an.push_back(j);
				}
				car[now] = false;
				ca[now] = 0;
				now = j;
			}
			REP(j, ti - 1) {
				_++;
				if (deri[_] != 0) {
					store[deri[_]] = true;
					st[deri[_]]++;
				}
			}
		}
	}
	while (an.size() < 10005)an.push_back(-1);

	return an;
}

//荷物が多いところ（max-kk個以内ならOK）
//帰っていく際に隣接した点にkkk個以上あるなら経由する
vector<int> hh(int k, int kk, int kkk) {

	VB store(405, false);
	VB car(405, false);

	int now = 0;
	VI an;
	VI st(405, 0);
	VI ca(405, 0);
	REP(_, T) {
		store[deri[_]] = true;
		store[0] = false;

		st[deri[_]]++;
		st[0] = 0;

		int c = 0;
		REP(i, V)c += st[i];
		if (c > k && now != 0) {
			int ti = kyori[now][keiro[now][0][0]];
			int to = keiro[now][0][0];
			vector<pair<int, int>> vv;
			for (pair<int, int> i : G[now]) {
				if (ca[i.first] > kkk) {
					vv.push_back({ -ca[i.first],i.first });
				}
			}
			if (vv.size()) {
				sort(ALL(vv));
				to = vv[0].second;
				ti = kyori[now][to];
			}
			for (int i : keiro[now][to]) {
				REP(j, kyori[now][i]) {
					an.push_back(i);
				}
				now = i;
				ca[i] = 0;
				car[i] = false;
			}
			car[to] = false;
			ca[to] = 0;
			now = to;
			REP(j, ti - 1) {
				_++;
				if (deri[_] != 0) {
					store[deri[_]] = true;
					st[deri[_]]++;
				}
			}
			continue;
		}
		if (now == 0) {
			REP(i, V) {
				if (store[i]) car[i] = true;
				store[i] = false;
				ca[i] += st[i];
				st[i] = 0;
			}
		}

		bool ch = false;
		FOR(i, 1, V) {
			if (car[i]) ch = true;
		}

		if (ch) {

			int ma = 0;
			REP(i, V) {
				ma = max(ma, ca[i]);
			}

			vector<pair<int, int>> v;

			REP(i, V) {
				if (ca[i] >= max(1, ma - kk)) {
					v.push_back({ kyori[now][i],i });
				}
			}
			sort(ALL(v));
			int to = keiro[now][v[0].second][0];
			bool b = false;
			REP(i, kyori[now][to]) {

				an.push_back(to);


				if (!b)b = true;
				else {
					_++;
					if (deri[_] != 0) {
						store[deri[_]] = true;
						st[deri[_]]++;
					}
				}
			}
			now = to;
			car[to] = false;
			ca[to] = 0;
		}
		else if (now == 0) {
			an.push_back(-1);
		}
		else {
			int ti = kyori[now][0];
			for (int j : keiro[now][0]) {
				REP(k_, kyori[now][j]) {
					an.push_back(j);
				}
				car[now] = false;
				ca[now] = 0;
				now = j;
			}
			REP(j, ti - 1) {
				_++;
				if (deri[_] != 0) {
					store[deri[_]] = true;
					st[deri[_]]++;
				}
			}
		}
	}
	while (an.size() < 10005)an.push_back(-1);

	return an;
}



//順番前後のを除外していく
//9500に店にもらいに行くような感じにする
void beam_search5(int h, int beam) {

	VVI store(405);
	VVI car(405);
	VI kar;
	VVI kara(405);
	int now = 0;
	VI an;
	VI st(405, 0);
	VI ca(405, 0);
	bool check_9500 = true;

	REP(i, T) {
		if (deri[i] != 0) {
			st[deri[i]]++;
			store[deri[i]].push_back(i);
		}

		if (now == 0) {
			REP(j, V) {
				for (int k : store[j])car[j].push_back(k);
				ca[j] += st[j];
				st[j] = 0;
			}
			store = kara;
		}
		bool check_car = false;
		REP(j, V)if (ca[j] > 0)check_car = true;
		if (!check_car) {
			an.push_back(-1);
			continue;
		}
		int cnt = 0;
		int time_h = 1;
		while (1) {
			if (time_h + i >= T || cnt > h)break;
			if (deri[time_h + i] != 0)cnt++;
			time_h++;
		}

		VQQ q(time_h + 510);
		q[0].push_back({ 0, { 0 } });
		ll cur = 0;
		VI as;

		cout << i << ' ' << i + time_h << endl;
		if ((i + time_h) < T) {
			REP(j, min(T - i, time_h + 500)) {
				int cu = 0;
				while (!q[j].empty()) {
					if (cu >= beam)break;
					cu++;
					ll point1 = q[j].back().first;
					VI v = q[j].back().second;
					VI vv = v;
					ll point3 = point1;
					q[j].pop_back();
					if (vv[vv.size() - 1] != 0) {
						ll aa = (ll)(max(0, j + kyori[v[v.size() - 1]][0] - time_h));
						point3 -= (sonshitu * aa);
						VB check_ca(401, false);
						REP(k, V)if (ca[k] > 0)check_ca[k] = true;
						for (int k : vv)check_ca[k] = false;
						for (int k : keiro[v.back()][0]) {
							vv.push_back(k);
							if (check_ca[k]) {
								for (int l : car[k]) {
									point3 += 100000000LL;
									point3 -= (ll)((l - i - j - kyori[v.back()][k])*(l - i - j - kyori[v.back()][k]));
								}
							}
						}
						if (point3 > cur&&i + j + kyori[v[v.size() - 1]][0] < 9525) {
							cur = point3;
							as = vv;
						}
					}


					VB check_c(401, false);
					REP(k, V)if (ca[k] != 0)check_c[k] = true;
					for (int k : v)check_c[k] = false;
					REP(k, V) {
						if (check_c[k]) {
							ll point2 = point1;
							for (int l : car[k])point2 += 100000000 - (ll)((i + j + kyori[k][v[v.size() - 1]] - l)*(i + j + kyori[k][v[v.size() - 1]] - l));
							VI vvv = v;
							vvv.push_back(k);
							if (j + kyori[k][v.back()] < time_h + 500) {
								int ti1 = j + kyori[k][v.back()];
								q[ti1].push_back({ point2,vvv });
								if (q[ti1].size() > beam) {
									sort(ALL(q[ti1]));
									reverse(ALL(q[ti1]));
									q[ti1].pop_back();
								}
							}
						}
					}
				}
			}
		}
		else {
			if (check_9500) {
				check_9500 = false;
				REP(j, 9500 - i) {
					int cu = 0;
					while (!q[j].empty()) {
						if (cu >= beam)break;
						cu++;
						ll point1 = q[j].back().first;
						VI v = q[j].back().second;
						VI vv = v;
						ll point3 = point1;
						q[j].pop_back();
						if (vv[vv.size() - 1] != 0) {
							ll aa = (ll)(max(0, j + kyori[v[v.size() - 1]][0] - time_h));
							point3 -= (sonshitu * aa);
							VB check_ca(401, false);
							REP(k, V)if (ca[k] > 0)check_ca[k] = true;
							for (int k : vv)check_ca[k] = false;
							for (int k : keiro[v.back()][0]) {
								vv.push_back(k);
								if (check_ca[k]) {
									for (int l : car[k]) {
										point3 += 100000000LL;
										point3 -= (ll)((l - i - j - kyori[v.back()][k])*(l - i - j - kyori[v.back()][k]));
									}
								}
							}
							if (point3 > cur&&i + j + kyori[v[v.size() - 1]][0] < 9525) {
								cur = point3;
								as = vv;
							}
						}


						VB check_c(401, false);
						REP(k, V)if (ca[k] != 0)check_c[k] = true;
						for (int k : v)check_c[k] = false;
						REP(k, V) {
							if (check_c[k]) {
								ll point2 = point1;
								for (int l : car[k])point2 += 100000000 - (ll)((i + j + kyori[k][v[v.size() - 1]] - l)*(i + j + kyori[k][v[v.size() - 1]] - l));
								VI vvv = v;
								vvv.push_back(k);
								if (j + kyori[k][v.back()] < time_h + 500) {
									int ti1 = j + kyori[k][v.back()];
									q[ti1].push_back({ point2,vvv });
									if (q[ti1].size() > beam) {
										sort(ALL(q[ti1]));
										reverse(ALL(q[ti1]));
										q[ti1].pop_back();
									}
								}
							}
						}
					}
				}
			}
			else {
				REP(j, T - i) {
					int cu = 0;
					while (!q[j].empty()) {
						if (cu >= beam)break;
						cu++;
						ll point1 = q[j].back().first;
						VI v = q[j].back().second;
						VI vv = v;
						ll point3 = point1;
						q[j].pop_back();
						if (cur < point3) {
							cur = point3;
							as = v;
						}
						VB check_c(401, false);
						REP(k, V)if (ca[k] != 0)check_c[k] = true;
						for (int k : v)check_c[k] = false;
						REP(k, V) {
							if (check_c[k]) {
								ll point2 = point1;
								for (int l : car[k])point2 += 100000000LL - (ll)((i + j + kyori[k][v.back()] - l)*(i + j + kyori[k][v.back()] - l));
								VI vvv = v;
								vvv.push_back(k);
								if (i + j + kyori[k][v.back()] < T) {
									int ti1 = j + kyori[k][v.back()];
									q[ti1].push_back({ point2,vvv });
									if (q[ti1].size() > beam) {
										sort(ALL(q[ti1]));
										reverse(ALL(q[ti1]));
										q[ti1].pop_back();
									}
								}
							}
						}
					}
				}
			}
		}
		if (cur == 0) {
			an.push_back(-1);
			continue;
		}

		int cntr = 0;
		as.erase(as.begin());
		for (int j : as) {
			for (int k : keiro[now][j]) {
				REP(l, kyori[now][k]) {
					an.push_back(k);
					cntr++;
				}
				now = k;
				ca[k] = 0;
				car[k] = kar;
			}
		}
		REP(j, max(0, cntr - 1)) {
			i++;
			if (deri[i] != 0) {
				st[deri[i]]++;
				store[deri[i]].push_back(i);
			}
		}
	}

	tmp = an;
}


void beam_search6(int h, int beam) {

	VVI store(405);
	VVI car(405);
	VI kar;
	VVI kara(405);
	int now = 0;
	VI an;
	VI st(405, 0);
	VI ca(405, 0);
	bool check_9500 = true;

	REP(i, T) {
		if (deri[i] != 0) {
			st[deri[i]]++;
			store[deri[i]].push_back(i);
		}

		if (now == 0) {
			REP(j, V) {
				for (int k : store[j])car[j].push_back(k);
				ca[j] += st[j];
				st[j] = 0;
			}
			store = kara;
		}
		bool check_car = false;
		REP(j, V)if (ca[j] > 0)check_car = true;
		if (!check_car) {
			an.push_back(-1);
			continue;
		}
		int cnt = 0;
		int time_h = 1;
		while (1) {
			if (time_h + i >= T || cnt > h)break;
			if (deri[time_h + i] != 0)cnt++;
			time_h++;
		}

		VQQ q(time_h + 410);
		q[0].push_back({ 0, { 0 } });
		ll cur = 0;
		VI as;

		cout << i << ' ' << i + time_h << endl;
		if ((i + time_h) < T) {
			REP(j, min(T - i, time_h + 400)) {
				int cu = 0;
				while (!q[j].empty()) {
					if (cu >= beam)break;
					cu++;
					ll point1 = q[j].back().first;
					VI v = q[j].back().second;
					VI vv = v;
					ll point3 = point1;
					q[j].pop_back();
					if (vv[vv.size() - 1] != 0) {
						ll aa = (ll)(max(0, j + kyori[v[v.size() - 1]][0] - time_h));
						point3 -= (sonshitu * aa);
						VB check_ca(401, false);
						REP(k, V)if (ca[k] > 0)check_ca[k] = true;
						for (int k : vv)check_ca[k] = false;
						for (int k : keiro[v.back()][0]) {
							vv.push_back(k);
							if (check_ca[k]) {
								for (int l : car[k]) {
									point3 += 100000000LL;
									point3 -= (ll)((l - i - j - kyori[v.back()][k])*(l - i - j - kyori[v.back()][k]));
								}
							}
						}
						if (point3 > cur&&i + j + kyori[v[v.size() - 1]][0] < 9525) {
							cur = point3;
							as = vv;
						}
					}


					VB check_c(401, false);
					REP(k, V)if (ca[k] != 0)check_c[k] = true;
					for (int k : v)check_c[k] = false;
					REP(k, V) {
						if (check_c[k]) {
							ll point2 = point1;
							for (int l : car[k])point2 += 100000000 - (ll)((i + j + kyori[k][v[v.size() - 1]] - l)*(i + j + kyori[k][v[v.size() - 1]] - l));
							VI vvv = v;
							vvv.push_back(k);
							VI vva = vvv;
							sort(ALL(vva));
							if (j + kyori[k][v.back()] < time_h + 400) {
								int ti1 = j + kyori[k][v.back()];
								bool check_same = true;
								if (q[ti1].size() == beam) {
									if (point2 > q[ti1][beam-1].first)check_car = false;
								}
								if(check_car) {
									for (auto l : q[ti1]) {
										if (l.first == point2) {
											VI va = l.second;
											sort(ALL(va));
											if (va == vva)check_same = false;
										}
									}
								}
								if (check_same) {
									q[ti1].push_back({ point2,vvv });
									if (q[ti1].size() > beam) {
										reverse(ALL(q[ti1]));
										q[ti1].pop_back();
										sort(ALL(q[ti1]));
									}
									else if (q[ti1].size() == beam) {
										sort(ALL(q[ti1]));
									}
								}
							}
						}
					}
				}
			}
		}
		else {
			if (check_9500) {
				check_9500 = false;
				REP(j, 9500 - i) {
					int cu = 0;
					while (!q[j].empty()) {
						if (cu >= beam)break;
						cu++;
						ll point1 = q[j].back().first;
						VI v = q[j].back().second;
						VI vv = v;
						ll point3 = point1;
						q[j].pop_back();
						if (vv[vv.size() - 1] != 0) {
							ll aa = (ll)(max(0, j + kyori[v[v.size() - 1]][0] - time_h));
							point3 -= (sonshitu * aa);
							VB check_ca(401, false);
							REP(k, V)if (ca[k] > 0)check_ca[k] = true;
							for (int k : vv)check_ca[k] = false;
							for (int k : keiro[v.back()][0]) {
								vv.push_back(k);
								if (check_ca[k]) {
									for (int l : car[k]) {
										point3 += 100000000LL;
										point3 -= (ll)((l - i - j - kyori[v.back()][k])*(l - i - j - kyori[v.back()][k]));
									}
								}
							}
							if (point3 > cur&&i + j + kyori[v[v.size() - 1]][0] < 9525) {
								cur = point3;
								as = vv;
							}
						}


						VB check_c(401, false);
						REP(k, V)if (ca[k] != 0)check_c[k] = true;
						for (int k : v)check_c[k] = false;
						REP(k, V) {
							if (check_c[k]) {
								ll point2 = point1;
								for (int l : car[k])point2 += 100000000 - (ll)((i + j + kyori[k][v[v.size() - 1]] - l)*(i + j + kyori[k][v[v.size() - 1]] - l));
								VI vvv = v;
								vvv.push_back(k);
								VI vva = vvv;
								sort(ALL(vva));
								if (j + kyori[k][v.back()] < time_h + 400) {
									int ti1 = j + kyori[k][v.back()];
									bool check_same = true;
									if (q[ti1].size() == beam) {
										if (point2 > q[ti1][beam-1].first)check_car = false;
									}
									if (check_car) {
										for (auto l : q[ti1]) {
											if (l.first == point2) {
												VI va = l.second;
												sort(ALL(va));
												if (va == vva)check_same = false;
											}
										}
									}
									if (check_same) {
										q[ti1].push_back({ point2,vvv });
										if (q[ti1].size() > beam) {
											sort(ALL(q[ti1]));
											reverse(ALL(q[ti1]));
											q[ti1].pop_back();
										}
									}

								}
							}
						}
					}
				}
			}
			else {
				REP(j, T - i) {
					int cu = 0;
					while (!q[j].empty()) {
						if (cu >= beam)break;
						cu++;
						ll point1 = q[j].back().first;
						VI v = q[j].back().second;
						VI vv = v;
						ll point3 = point1;
						q[j].pop_back();
						if (cur < point3) {
							cur = point3;
							as = v;
						}
						VB check_c(401, false);
						REP(k, V)if (ca[k] != 0)check_c[k] = true;
						for (int k : v)check_c[k] = false;
						REP(k, V) {
							if (check_c[k]) {
								ll point2 = point1;
								for (int l : car[k])point2 += 100000000LL - (ll)((i + j + kyori[k][v.back()] - l)*(i + j + kyori[k][v.back()] - l));
								VI vvv = v;
								vvv.push_back(k);
								VI vva = vvv;
								sort(ALL(vva));
								if (i + j + kyori[k][v.back()] < T) {
									int ti1 = j + kyori[k][v.back()];
									bool check_same = true;
									if (q[ti1].size() == beam) {
										if (point2 > q[ti1][beam-1].first)check_car = false;
									}
									if (check_car) {
										for (auto l : q[ti1]) {
											if (l.first == point2) {
												VI va = l.second;
												sort(ALL(va));
												if (va == vva)check_same = false;
											}
										}
									}
									if (check_same) {
										q[ti1].push_back({ point2,vvv });
										if (q[ti1].size() > beam) {
											sort(ALL(q[ti1]));
											reverse(ALL(q[ti1]));
											q[ti1].pop_back();
										}
									}
								}
							}
						}
					}
				}
			}
		}
		if (cur == 0) {
			an.push_back(-1);
			continue;
		}

		int cntr = 0;
		as.erase(as.begin());
		for (int j : as) {
			for (int k : keiro[now][j]) {
				REP(l, kyori[now][k]) {
					an.push_back(k);
					cntr++;
				}
				now = k;
				ca[k] = 0;
				car[k] = kar;
			}
		}
		REP(j, max(0, cntr - 1)) {
			i++;
			if (deri[i] != 0) {
				st[deri[i]]++;
				store[deri[i]].push_back(i);
			}
		}
	}

	tmp = an;
}



void beam_search7(int h, int beam) {

	VVI store(405);
	VVI car(405);
	VI kar;
	VVI kara(405);
	int now = 0;
	VI an;
	VI st(405, 0);
	VI ca(405, 0);
	bool check_9500 = true;

	REP(i, T) {
		if (deri[i] != 0) {
			st[deri[i]]++;
			store[deri[i]].push_back(i);
		}

		if (now == 0) {
			REP(j, V) {
				for (int k : store[j])car[j].push_back(k);
				ca[j] += st[j];
				st[j] = 0;
			}
			store = kara;
		}
		bool check_car = false;
		int sum_car = 0;
		REP(j, V)if (ca[j] > 0) {
			sum_car += ca[j];
			check_car = true;
		}
		if (!check_car) {
			an.push_back(-1);
			continue;
		}
		int cnt = 0;
		int time_h = 1;
		while (1) {
			if (time_h + i >= T || cnt > h)break;
			if (deri[time_h + i] != 0)cnt++;
			time_h++;
		}

		VQQ q(time_h + 510);
		q[0].push_back({ 0, { 0 } });
		ll cur = 0;
		ll time_cur = 10000000;
		VI as;

		//cout << i << ' ' << i + time_h << endl;
		if ((i + time_h) < 9501) {
			REP(j, min(T - i, time_h + 500)) {
				int cu = 0;
				while (!q[j].empty()) {
					if (cu >= beam)break;
					cu++;
					ll point1 = q[j].back().first;
					VI v = q[j].back().second;
					VI vv = v;
					ll point3 = point1;
					q[j].pop_back();
					if (vv[vv.size() - 1] != 0) {
						ll aa = j + kyori[v[v.size() - 1]][0];
						VB check_ca(401, false);
						REP(k, V)if (ca[k] > 0)check_ca[k] = true;
						for (int k : vv)check_ca[k] = false;
						vv.push_back(0);
						for (int k : keiro[v.back()][0]) {
							if (check_ca[k]) {
								for (int l : car[k]) {
									point3 += 100000000LL;
									point3 -= (ll)((l - i - j - kyori[v.back()][k])*(l - i - j - kyori[v.back()][k]));
								}
							}
						}
						if (i + aa < 9525) {
							if (aa < time_h) {
								if (point3 > cur) {
									cur = point3;
									time_cur = aa;
									as = vv;
								}
							}
							else {
								if (point3*time_cur >= cur * aa) {
									cur = point3;
									time_cur = aa;
									as = vv;
								}
							}
						}
					}


					VB check_c(401, false);
					REP(k, V)if (ca[k] != 0)check_c[k] = true;
					for (int k : v)check_c[k] = false;
					REP(k, V) {
						if (check_c[k]) {
							ll point2 = point1;
							for (int l : car[k])point2 += 100000000 - (ll)((i + j + kyori[k][v[v.size() - 1]] - l)*(i + j + kyori[k][v[v.size() - 1]] - l));
							VI vvv = v;
							vvv.push_back(k);
							VI vva = vvv;
							sort(ALL(vva));
							if (j + kyori[k][v.back()] < time_h + 500) {
								int ti1 = j + kyori[k][v.back()];
								bool check_same = true;
								if (q[ti1].size() == beam) {
									if (point2 < q[ti1][0].first)check_same = false;
								}
								if (check_same) {
									for (pair<ll,VI> l : q[ti1]) {
										if (l.first == point2) {
											VI va = l.second;
											sort(ALL(va));
											if (va == vva) {
												check_same = false;
												break;
											}
										}
									}
								}
								if (check_same) {
									q[ti1].push_back({ point2,vvv });
									if (q[ti1].size() > beam) {
										reverse(ALL(q[ti1]));
										q[ti1].pop_back();
										sort(ALL(q[ti1]));
									}
									else if (q[ti1].size() == beam) {
										sort(ALL(q[ti1]));
									}
								}
							}
						}
					}
				}
			}
		}
		else {
			if (check_9500) {
				check_9500 = false;
				REP(j, 9500 - i) {
					int cu = 0;
					while (!q[j].empty()) {
						if (cu >= beam)break;
						cu++;
						ll point1 = q[j].back().first;
						VI v = q[j].back().second;
						VI vv = v;
						ll point3 = point1;
						q[j].pop_back();
						if (vv[vv.size() - 1] != 0) {
							ll aa = j + kyori[v[v.size() - 1]][0];
							VB check_ca(401, false);
							REP(k, V)if (ca[k] > 0)check_ca[k] = true;
							for (int k : vv)check_ca[k] = false;
							vv.push_back(0);
							for (int k : keiro[v.back()][0]) {
								if (check_ca[k]) {
									for (int l : car[k]) {
										point3 += 100000000LL;
										point3 -= (ll)((l - i - j - kyori[v.back()][k])*(l - i - j - kyori[v.back()][k]));
									}
								}
							}
							if (i + aa < 9525) {
								if (aa < time_h) {
									if (point3 > cur) {
										cur = point3;
										time_cur = aa;
										as = vv;
									}
								}
								else {
									if (point3*time_cur >= cur * aa) {
										cur = point3;
										time_cur = aa;
										as = vv;
									}
								}
							}
						}
						VB check_c(401, false);
						REP(k, V)if (ca[k] != 0)check_c[k] = true;
						for (int k : v)check_c[k] = false;
						REP(k, V) {
							if (check_c[k]) {
								ll point2 = point1;
								for (int l : car[k])point2 += 100000000 - (ll)((i + j + kyori[k][v[v.size() - 1]] - l)*(i + j + kyori[k][v[v.size() - 1]] - l));
								VI vvv = v;
								vvv.push_back(k);
								VI vva = vvv;
								sort(ALL(vva));
								if (j + kyori[k][v.back()] < time_h + 400) {
									int ti1 = j + kyori[k][v.back()];
									bool check_same = true;
									if (q[ti1].size() == beam) {
										if (point2 < q[ti1][beam - 1].first)check_same = false;
									}
									if (check_same) {
										for (pair<int,VI> l : q[ti1]) {
											if (l.first == point2) {
												VI va = l.second;
												sort(ALL(va));
												if (va == vva) {
													check_same = false;
													break;
												}
											}
										}
									}
									if (check_same) {
										q[ti1].push_back({ point2,vvv });
										if (q[ti1].size() > beam) {
											reverse(ALL(q[ti1]));
											q[ti1].pop_back();
											sort(ALL(q[ti1]));
										}
										else if (q[ti1].size() == beam) {
											sort(ALL(q[ti1]));
										}
									}
								}
							}
						}
					}
				}
			}
			else {
				REP(j, T - i) {
					int cu = 0;
					while (!q[j].empty()) {
						if (cu >= beam)break;
						cu++;
						ll point1 = q[j].back().first;
						VI v = q[j].back().second;
						VI vv = v;
						ll point3 = point1;
						q[j].pop_back();
						if (cur < point3) {
							cur = point3;
							as = v;
						}
						VB check_c(401, false);
						REP(k, V)if (ca[k] != 0)check_c[k] = true;
						for (int k : v)check_c[k] = false;
						REP(k, V) {
							if (check_c[k]) {
								ll point2 = point1;
								for (int l : car[k])point2 += 100000000LL - (ll)((i + j + kyori[k][v.back()] - l)*(i + j + kyori[k][v.back()] - l));
								VI vvv = v;
								vvv.push_back(k);
								VI vva = vvv;
								sort(ALL(vva));
								if (i + j + kyori[k][v.back()] < T) {
									int ti1 = j + kyori[k][v.back()];
									bool check_same = true;
									if (q[ti1].size() == beam) {
										if (point2 < q[ti1][beam - 1].first)check_same = false;
									}
									if (check_same) {
										for (pair<ll,VI> l : q[ti1]) {
											if (l.first == point2) {
												VI va = l.second;
												sort(ALL(va));
												if (va == vva)check_same = false;
											}
										}
									}
									if (check_same) {
										q[ti1].push_back({ point2,vvv });
										if (q[ti1].size() > beam) {
											reverse(ALL(q[ti1]));
											q[ti1].pop_back();
											sort(ALL(q[ti1]));
										}
										else if (q[ti1].size() == beam) {
											sort(ALL(q[ti1]));
										}
									}
								}
							}
						}
					}
				}
			}
		}
		if (cur == 0) {
			an.push_back(-1);
			continue;
		}

		int cntr = 0;
		as.erase(as.begin());
		for (int j : as) {
			for (int k : keiro[now][j]) {
				REP(l, kyori[now][k]) {
					an.push_back(k);
					cntr++;
				}
				now = k;
				ca[k] = 0;
				car[k] = kar;
			}
		}
		REP(j, max(0, cntr - 1)) {
			i++;
			if (deri[i] != 0) {
				st[deri[i]]++;
				store[deri[i]].push_back(i);
			}
		}
	}

	tmp = an;
}


//2s
void solve() {
	for (int i = 100; i <= 300; i += 10) {
		FOR(j, 3, 7) {
			tmp = h(i, j);
			calc();
		}
	}
	for (int i = 100; i <= 300; i += 10) {
		FOR(j, 3, 5) {
			REP(k, 2) {
				tmp = hh(i, j, k);
				calc();
			}
		}
	}
}

int main() {

	nyuuryoku();

	saitankeiro();



	//solve();

	beam_search7(100, 5);
	calc();

	//cout << point << endl;

	REP(i, 10000) {
		if (ans[i] != -1)cout << ans[i] + 1 << endl;
		else cout << -1 << endl;
	}


}


Measured memory_bytes: 20716