import sys
from collections import deque
from heapq import heapify, heappop, heappush
from math import sqrt

def root_search(order, cost, current_id, wf, V, F): #店舗から出るときの探索
    type_num = len(order)
    hold = [] #holdで上位n個のみ保持し、最後に残ったものをpre_holdに移す
    heapify(hold)
    pre_hold = deque() #一段階前の確定した道順
    next_search = deque()
    initial = set() 
    initial |= order
    pre_hold.append((0, str(current_id), initial, current_id)) #cost, pass, left, id, time
    for i in range(type_num): 
        for _ in range(len(pre_hold)):
            pre_cost, pre_pass, to_search, pre_id = pre_hold.popleft()
            for key in to_search:
                new_cost =  -1 * pre_cost + F[key] * wf[pre_id][key] / sqrt(cost[key][1])
                new_pass = pre_pass + " " + str(key)
                heappush(hold, (-1 * new_cost, new_pass, to_search - {key}, key))
                if len(hold) > 3: trush = heappop(hold)
        for _ in range(len(hold)):
            item = heappop(hold)
            pre_hold.append(item)

    ans_cost, ans_pass, ans_search, ans_id = pre_hold.pop()
    pass_list = [int(v) for v in ans_pass.split()]
    pass_list.append(0)

    return pass_list

def decide_next_dst(cost, order, current_id, final_dist, store_hold, wf):
    d = 0
    c = store_hold * (1000/wf[current_id][0])
    for key in order:
        if cost[key][1]  * (10000 / wf[current_id][key])> c:
            return final_dist
    return 0

def solve():
    inf = 10000000000
    
    V, E = map(int, input().split())
    edge = dict()
    wf = dict()
    next_id = dict() #iからjに行くときにiの次に訪れる地点
    for i in range(V):
        edge[i] = dict()
        wf[i] = dict()
        next_id[i] = dict()
        for j in range(V):
            edge[i][j] = (0 if i == j else inf)
            next_id[i][j] = j
            wf[i][j] = (0 if i == j else inf)

    for _ in range(E):
        u, v, d = map(int, input().split())
        edge[u - 1][v - 1] = d
        edge[v - 1][u - 1] = d
        wf[u - 1][v - 1] = d
        wf[v - 1][u - 1] = d

    #全頂点最短経路と目的の頂点に向かうとき次に行くべき頂点の復元
    for k in range(V): 
        for i in range(V):
            for j in range(V):
                if wf[i][j] > wf[i][k] + wf[k][j]:
                    wf[i][j] = wf[i][k] + wf[k][j]
                    next_id[i][j] = next_id[i][k] 

    #グラフの直径を求める
    dmax = 0
    for i in range(V): dmax = max(dmax, max(wf[i]))

    F = [int(f) for f in input().split()]
    T = int(input())
    order = set()
    stuck_order = set()

    heading = 0 #次に向かう地点
    dist_left = 0 #次に向かう地点までの残り距離
    final_dist = 0
    driver_hold = 0
    root_pointer = 0
    store_list = dict()
    root_list = []
    cost = dict()
    store_time = set()
    for i in range(V): 
        store_list[i] = 0
        cost[i] = [0, 0]
    store_hold = 0

    for t in range(T):
        N = int(input())
        for i in range(N):
            new_id, dst = map(int, input().split())
            stuck_order |= {dst - 1}
            store_hold += 1
            store_list[dst - 1] += 1
            store_time |= {t}

        Nput = int(input()) #とりあえずジャッジから来る入力を受けておく(使用しない)
        for np in range(Nput):
            putid = int(input())

        if heading == dist_left == 0: #店舗に止まっている場合
            if store_hold == driver_hold == 0: 
                    print(-1, flush = True)
            else:
                order |= stuck_order
                driver_hold += store_hold
                for key in order: 
                    cost[key][1] += 0.5 * cost[key][0] + store_list[key]
                    cost[key][0] += store_list[key]
                    store_list[key] = 0
                stuck_order = set()
                store_time = set()
                store_hold = 0
                root_list = root_search(order, cost, 0, wf, V, F)
                    
                current_id = heading = final_dist = 0
                root_pointer = 0

                final_dist = root_list[root_pointer + 1] #次の行先の決定
                root_pointer += 1
                
                heading = next_id[0][final_dist]
                dist_left = edge[0][heading] - 1
                print(heading + 1, flush = True)

        elif dist_left > 0: #移動中の場合そのまま移動を続ける
            dist_left -= 1
            print(heading + 1, flush = True)
        
        else: #店舗以外の頂点にいるとき
            if heading in order: #顧客のいる場所で荷物を積み下ろすとき
                order -= {heading} 
                driver_hold -= cost[heading][0]
                cost[heading] = [0, 0]
 
            current_id = heading #現在地の更新
            if current_id == final_dist:
                final_dist = root_list[root_pointer + 1]
                root_pointer += 1

                if current_id > 0:
                    final_dist = decide_next_dst(cost, order, current_id, final_dist, store_hold, wf)

                
            heading = next_id[current_id][final_dist]
            dist_left = edge[current_id][heading] - 1
            print(heading + 1, flush = True)

        verdict = input()
        if verdict == "NG": sys.exit()
        Narc = int(input())
        for _ in range(Narc):
                achieve = int(input())

    return 0

if __name__ == "__main__":
    solve()

Measured memory_bytes: 37424