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#include <bits/stdc++.h>
#define inline __inline__ __attribute__((always_inline)) __attribute__((optimize("-O3")))
#define oo 2000000000
using namespace std;
class parser{
public:
parser() {}
parser(const char *file_name){
input_file.open(file_name,ios::in | ios::binary);
input_file.sync_with_stdio(false);
index&=0;
input_file.read(buffer,SIZE);}
inline parser &operator >>(int &n){
for (;buffer[index]<'0' or buffer[index]>'9';inc());
n&=0;
sign&=0;
sign|=(buffer[index-1]=='-');
for (;'0'<=buffer[index] and buffer[index]<='9';inc())
n=(n<<1)+(n<<3)+buffer[index]-'0';
n^=((n^-n)&-sign);
return *this;}
~parser(){
input_file.close();}
private:
fstream input_file;
static const int SIZE=0x200000; ///2MB
char buffer[SIZE];
int index,sign;
inline void inc(){
if(++index==SIZE)
index=0,input_file.read(buffer,SIZE);}
};
class writer{
public:
writer() {};
writer(const char *file_name){
output_file.open(file_name,ios::out | ios::binary);
output_file.sync_with_stdio(false);
index&=0;}
inline writer &operator <<(int target){
aux&=0;
sign&=0;
n=target;
if (n<0)
sign=1,
buffer[index]='-',
inc();
n^=((n^-n)&-sign);
if (!n)
nr[aux++]='0';
for (;n;n/=10)
nr[aux++]=n%10+'0';
for(;aux;inc())
buffer[index]=nr[--aux];
return *this;}
inline writer &operator <<(const char *target){
aux&=0;
while (target[aux])
buffer[index]=target[aux++],inc();
return *this;}
~writer(){
output_file.write(buffer,index);output_file.close();}
private:
fstream output_file;
static const int SIZE=0x200000; ///2MB
int index,aux,n,sign;
char buffer[SIZE],nr[24];
inline void inc(){
if(++index==SIZE)
index&=0,output_file.write(buffer,SIZE);}
};
parser f ("bellmanford.in");
writer t ("bellmanford.out");
struct edge{
int to,cost;
};
bool cycle=false;
int n,m;
vector <edge> v[50010];
vector <int> dist(50010,oo),counter(50010);
void bellmanford(int nod){
dist[nod]=0;
queue <int> q;
bitset <50010> in_queue;
q.push(nod);
in_queue[nod]=true;
while (!q.empty() and cycle==false){
int current=q.front();
q.pop();
in_queue[current]=false;
for (auto i:v[current])
if (dist[i.to]>dist[current]+i.cost){
dist[i.to]=dist[current]+i.cost;
if (!in_queue[i.to])
if (counter[i.to]>n)
cycle=true;
else{
++counter[i.to];
q.push(i.to);
in_queue[i.to]=true;
}
}
}
}
int main(){
f>>n>>m;
for (int x,y,c,i=0;i<m;++i)
f>>x>>y>>c,
v[x].push_back({y,c});
bellmanford(1);
if (cycle)
t<<"Ciclu negativ!";
else
for (int i=2;i<=n;++i)
t<<dist[i]<<" ";
return 0;
}