from collections import deque
N, M = map(int, input().split())
F_C_of_S = [{} for i in range(N)]
#Companies of Station
C_of_S = {}

#def Union-find
parent = [-1]*M
def root(x):
	if (parent[x] < 0): return x
	else:
		parent[x] = y = root(parent[x])
		return y

def unite(x, y):
	px = root(x)
	py = root(y)
	if (px == py): return False
	"""
	if (parent[px] > parent[py]):
		px = root(y)
		py = root(x)
	parent[px] += parent[py]
	parent[py] = px
	"""
	parent[py] += parent[px]
	parent[px] = px
	return True


#Union-find
pqcs = []
#stations of company
S_of_C = {}
for i in range(M):
	p, q, c = map(int, input().split())
	p -= 1; q -= 1;
	pqcs += [(p, q, c)]
	
	#The first
	if not c in F_C_of_S[p]:
		#Numbering in order of appearance
		F_C_of_S[p][c] = i
	#else
	else:
		unite(F_C_of_S[p][c], i)
	#set a line that can ride from the station
	C_of_S.setdefault(p, set()).add(c)
	
	if not (c in F_C_of_S[q]):
		F_C_of_S[q][c] = i
	else:
		unite(F_C_of_S[q][c], i)
	C_of_S.setdefault(q, set()).add(c)
	
	c_set = S_of_C.setdefault(root(i), set())
	c_set.add(p)
	c_set.add(q)

#stations of company
#S_of_C = {}
#for i in range(M):
	#p, q, c = pqcs[i]
	#c_set = S_of_C.setdefault(root(i), set())
	#c_set.add(p)
	#c_set.add(q)


Q = deque([(0, 0, 0)])
#cost to go to the station from station_0
dist = [float('inf')]*N
dist[0] = 0
#cost to get on the line 
gdist = [float('inf')]*M

while Q:
	cost, v, flag = Q.popleft()
	if not (flag):#(flag == 0) then gdist_update
		#v is station
		for l in F_C_of_S[v].values():
			l = root(l)
			if (cost < gdist[l]):
				gdist[l] = cost
				Q.appendleft((cost, l, 1))
	else:#(flag == 1) then dist_update
		#v is company
		for s in S_of_C[v]:
			if (cost+1 < dist[s]):
				dist[s] = cost+1
				Q.append((cost+1, s, 0))

print(dist[N - 1] if dist[N - 1] < float('inf') else -1)

### FIXED CODE ###

from collections import deque
N, M = map(int, input().split())
F_C_of_S = [{} for i in range(N)]
#Companies of Station
C_of_S = {}

#def Union-find
parent = [-1]*M
def root(x):
	if (parent[x] < 0): return x
	else:
		parent[x] = y = root(parent[x])
		return y

def unite(x, y):
	px = root(x)
	py = root(y)
	if (px == py): return False
	if (parent[px] > parent[py]):
		px = root(y)
		py = root(x)
	parent[px] += parent[py]
	parent[py] = px
	return True


#Union-find
pqcs = []
for i in range(M):
	p, q, c = map(int, input().split())
	p -= 1; q -= 1;
	pqcs += [(p, q, c)]
	
	#The first
	if not c in F_C_of_S[p]: F_C_of_S[p][c] = i
	#else
	else: unite(F_C_of_S[p][c], i)
	C_of_S.setdefault(p, set()).add(c)
	
	#The first
	if not (c in F_C_of_S[q]):F_C_of_S[q][c] = i
	#else
	else: unite(F_C_of_S[q][c], i)
	C_of_S.setdefault(q, set()).add(c)

#stations of company
S_of_C = {}
for i in range(M):
	p, q, c = pqcs[i]
	c_set = S_of_C.setdefault(root(i), set())
	c_set.add(p)
	c_set.add(q)


Q = deque([(0, 0, 0)])
#cost to go to the stations from station_0
dist = [float('inf')]*N
dist[0] = 0

gdist = [float('inf')]*M

while Q:
	cost, v, flag = Q.popleft()
	
	if not (flag):#(flag == 0) then gdist_update
		if (dist[v] < cost) or (v not in C_of_S):
			continue
		for l in F_C_of_S[v].values():
			l = root(l)
			if (cost < gdist[l]):
				gdist[l] = cost
				Q.appendleft((cost, l, 1))
	
	else:#(flag == 1) then dist_update
		if (gdist[v] < cost) or (v not in S_of_C):
			continue
		for s in S_of_C[v]:
			if (cost+1 < dist[s]):
				dist[s] = cost+1
				Q.append((cost+1, s, 0))

print(dist[N - 1] if dist[N - 1] < float('inf') else -1)