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一个思路bool multi[100002]; // multi[i]表示i能被两个素数的乘积表示
int index[100002][2]; // 若multi[i] == 1 ,index[]存储对应的两个素数
int main()
{
get_multi();
while ( cin >> m >> a >> b && m != 0 )
{
t = m;
find = 0;
while ( !find ) //找符合要求的p,q
{
while ( !multi[t] ) t--;
if (a * index[t][1] <= b * index[t][0]) // 因为t <= m , index[][0] <= index[][1]
// 故另外两个约束条件已满足
find = 1;
else t--;
}
cout << index[t][0] << ' ' << index[t][1] << endl;
}
return 0;
}
void get_multi()
{
int prime[5200] ; //用筛法求50000以内的素数
memset( multi , 0 , sizeof( multi ) );
for ( i = 0 ; i < all ; i++ )
for ( j = i ; j < all ; j++ )
if ( prime[i]*1.0*prime[j]*1.0 <= 100001 ) //大于这个范围的数不需要考虑
{
temp_pq = prime[i] * prime[j];
multi[temp_pq] = 1;
index[temp_pq][0] = prime[i];
index[temp_pq][1] = prime[j]; // i <= j,保证了index[][0] <= index[][1]
}
}
G++ 下用时110MS , C++ 157MS.
水平有限哈,多包涵.
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