Suppose that $g(x)$ is a function on the domain $0,8$ such that

$g(0)=-2$ and $g(2)=0$

$g$ is increasing on $(0,4)$

$g$ is decreasing on $(4,8)$

$g^{\text{'}}(0)=g^{\text{'}}(4)=0$

$g^{\text{'}}$ is decreasing on $(3,5)$

$g^{\text{'}}$ is increasing on $(0,3)$ and $(5,8)$

Sketch a graph of $g(x)$ below.