Below are graphed two power functions.
The function $f(x)$ in blue has the form $f(x) = m x^{1/3}$ for some constant $m$.
The function $g(x)$ in red has the form $g(x) = k x^{4/3}$ for some constant $k$.
The two graphs intersect at the point $(8, t )$ marked on the graph, for some constant $t$.

Based on the graph find values for the constants $m$, $k$, and $t$.
$m =$ ,
$k =$ ,
$t =$