smallest positive integer that has exactly k divisors



Hello everybody . i have to find the smallest positive integer that
has exactly k divisors. for example if k=6 then 12 is the minimum
number which have 6 divisors.One brute force approach i came across
is find the prime factorization and calculate the factors until
factors are equal to the k but this one is taking to much time even
for 2000 factors .


.



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