Find a parameterization $(x(t),y(t),z(t))$ for the curve $y = 2+x^{3}$ that is parallel to the $xy$-plane. Your parametrized curve should pass through the point $(0, 2 , 3)$ when $t = 3$, and have $x'(3)\neq 0$.

$x(t) =$ ,
$y(t) =$ ,
$z(t) =$