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# include <bits/stdc++.h>
using namespace std ;
//混合背包问题的裸题
const int N = 1010 ;
int f [ N ] ;
int main ( ) {
//输入+输出重定向
freopen ( " ../1304.txt " , " r " , stdin ) ;
//思路: 将多重背包通过二进制转换法变为01背包, 然后计算01背包+完全背包即可
int Ts1 , Ts2 , Te1 , Te2 , n , m ;
cin > > Ts1 > > Ts2 > > Te1 > > Te2 > > n ;
//分钟数
m = Te1 * 60 + Te2 - Ts1 * 60 - Ts2 ;
//模板开始
memset ( f , 0 , sizeof ( f ) ) ;
int v , w , s ;
for ( int i = 0 ; i < n ; i + + ) {
scanf ( " %d %d %d " , & v , & w , & s ) ;
if ( s ! = 0 ) { // 是多重背包 / 01背包( 多重背包特殊情况)
if ( s = = - 1 )
s = 1 ; // 多重背包特殊情况 s = 1
int num = min ( s , m / v ) ; //节省1
for ( int k = 1 ; num > 0 ; k < < = 1 ) { // <<=是左移操作
if ( k > num )
k = num ; // 注意这里和for循环的结束条件, 可以减少代码量
num - = k ;
for ( int j = m ; j > = v * k ; j - - ) { //从大到小枚举
f [ j ] = max ( f [ j ] , f [ j - v * k ] + w * k ) ;
}
}
} else { // 完全背包,需要从小到大枚举
for ( int j = v ; j < = m ; j + + ) {
f [ j ] = max ( f [ j ] , f [ j - v ] + w ) ;
}
}
}
printf ( " %d \n " , f [ m ] ) ;
//关闭文件
fclose ( stdin ) ;
return 0 ;
}