# Square and Cube

**Number Theory**Level 3

Find the smallest positive integers \(m,n,p,q\) that \(m^2-n^2=p^3\) and \(m^3-n^3=q^2\).

Details : Suppose if m,n,p,q are 9,10,11,12 then input your solution as "9101112"

Find the smallest positive integers \(m,n,p,q\) that \(m^2-n^2=p^3\) and \(m^3-n^3=q^2\).

Details : Suppose if m,n,p,q are 9,10,11,12 then input your solution as "9101112"

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