/**
* Code by Patrick Sava
* "Spiru Haret" National College of Bucharest
**/
# include "fstream"
# include "cstring"
# include "vector"
# include "queue"
# include "bitset"
# include "algorithm"
# include "map"
# include "set"
# include "unordered_map"
# include "deque"
# include "string"
# include "iomanip"
# include "cmath"
# include "stack"
# include "cassert"
const char IN [ ] = "arbint.in" ;
const char OUT [ ] = "arbint.out" ;
using namespace std ;
# define pb push_back
# define mp make_pair
# define FORN( a , b , c ) for ( register int a = b ; a <= c ; ++ a )
# define FORNBACK( a , b , c ) for ( register int a = b ; a >= c ; -- a )
ifstream cin ( IN ) ;
ofstream cout ( OUT ) ;
const int MAX = 1e5 + 14 ;
class SegmentTree {
public :
int Tree [ MAX << 1 ] ;
int Lazy [ MAX << 1 ] ;
void Reset ( ) {
memset ( Tree , 0 , sizeof ( Tree ) ) ;
memset ( Lazy , 0 , sizeof ( Lazy ) ) ;
}
void ElementUpdate ( int nod , int st , int dr , int pos , int val )
{
if ( st == dr ) {
Tree [ nod ] = val ;
return ;
}
int mij = ( st + dr ) >> 1 ;
if ( pos <= mij ) {
ElementUpdate ( nod << 1 , st , mij , pos , val ) ;
}
else {
ElementUpdate ( nod << 1 | 1 , mij + 1 , dr , pos , val ) ;
}
Tree [ nod ] = max ( Tree [ nod << 1 ] , Tree [ nod << 1 | 1 ] ) ;
}
int RangeQuery ( int nod , int st , int dr , int a , int b )
{
if ( a <= st and dr <= b ) {
return Tree [ nod ] ;
}
int mij = ( st + dr ) >> 1 ;
int LeftMaximum = 0 ;
int RightMaximum = 0 ;
if ( a <= mij ) {
LeftMaximum = RangeQuery ( nod << 1 , st , mij , a , b ) ;
}
if ( b > mij ) {
RightMaximum = RangeQuery ( nod << 1 | 1 , mij + 1 , dr , a , b ) ;
}
return max ( LeftMaximum , RightMaximum ) ;
}
};
int main ( void )
{
int n , m ;
cin >> n >> m ;
SegmentTree Arbore ;
Arbore.Reset() ;
FORN ( i , 1 , n ) {
int Value ;
cin >> Value ;
Arbore.ElementUpdate ( 1 , 1 , n , i , Value ) ;
}
while ( m -- ) {
int Type ;
cin >> Type ;
if ( not Type ) {
int _Left , _Right ;
cin >> _Left >> _Right ;
cout << Arbore.RangeQuery ( 1 , 1 , n , _Left , _Right ) << '\n' ;
}
else {
int Position , Value ;
cin >> Position >> Value ;
Arbore.ElementUpdate ( 1 , 1 , n , Position , Value ) ;
}
}
return 0;
}