If $L1⊆L2$, and $L1\not∈RE$, is it possible that $L2∈RE$


If $ L1⊆L2$ , and $ L1\not∈RE$ , is it possible that $ L2∈RE$ ?

Also I find it hard to find languages that are not in RE at all,

I know that the $ A_{TM}=\{(〈M〉,w): M\ accepts\ w\}$ then $ \overline {A_{TM}}\notin RE$ , but it doesn’t seem to help.