# What can be said about the given language?

$L = \left \{ ab^{n}a^{n}|n>0 \right \} \bigcup \left \{ aab^ka^{2k} | k>0 \right \}$

What can be said about the given language L ?

According to me, I think it is CFL and not DCFL as I tried to somehow parse it through a NPDA but not sure though.

The words in the first part start with $ab$, those in the second part start with $aa$.