Inspired by this question [About noncommutative sphere](https://mathoverflow.net/questions/475906/what-are-the-norms-of-the-generators-of-the-standard-podle%c5%9b-sphere/475926?noredirect=1#comment1237233_475926) and inspired by the fact that the classical sphere is the one point compactificatiin of $\mathbb{R}^2$ we ask the question below:

>> Is the non commutative sphere $A_q$ mentioned in the above linked post a (minimal)unitization of a non commutative deformation $B_q$ of $C_0(\mathbb{R}^2)$?

One may pose this question for any other NC deformation of classical sphere