Consider the autonomous first$-$order differential equation

y$=$y$2$y$3$

Find the DISTINCT critical points and classify each as $(1)$ AS for Asymptotically Stable, $(2)$ US for Unstable or $(3)$ SS for Semi$-$Stable.

Enter your answer as a comma separated list of pairs consisting on a critical point and its stability type $($e$.$g$.$ your answer might look like $(2,$AS$),(-3,$SS$),(7,$US$))$

Critical Point and Stability:

$(0,$SS$),(1,$AS$)$

For the initial value problem y$=$y$2$y$3,$ y$(0)=6$

we have limx$->\backslash$infty y$($x$)=$