I can't find an answer to this

n is a positive integer with exactly 9 divisors.
the sum of the divisors equals 187131

I cannot find an answer to this shit, halp?

>>1
Is there some interpretation to this problem I am not understanding or is my head dense at the moment?

n is a positive integer and has nine (unique?) divisors.  That is:
a * b * c * d * e * f * g * h * i = n
You can divide n by a...i without remainder.
The sum of the divisors is 187131.  That is:
a + b + c + d + e + f + g + h + i = 187131

Everything I'm reading makes me think something is wrong with that analysis.