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I have a truck full of \(200\) oranges. I want you to divide them among 13 girls and 5 boys, so that each girl gets \(m\) orange(/s) and each boy gets \(n\) orange(/s).

Consider, \(a=m+n\) ;

What is the sum of all possible values of \(a\) ?

**Details and assumptions**

\(m\) and \(n\) must be non-zero positive integers.

All 200 oranges must be distributed.

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