Neka su

i

pozitivni cijeli brojevi takvi da vrijedi

. Koliko je minimalna moguća vrijednost izraza

?
Suppose that

and

are positive integers such that

. What is the minimum possible value of

?
[lang=hr]
Neka su $m$ i $n$ pozitivni cijeli brojevi takvi da vrijedi $75m = n^{3}$. Koliko je minimalna moguća vrijednost izraza $m + n$?
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[lang=en]
Suppose that $m$ and $n$ are positive integers such that $75m = n^{3}$. What is the minimum possible value of $m + n$?
[/lang]