  We present an explicit form of braided symmetries of the quantum spheres, by
introducing a braided quantum Hopf algebra $\cU_{q, \phi}$ and demonstrating
that they are braided Hopf modules over this braided Hopf algebra. To obtain
this result, we systematically develop braided versions of structures like
pairing between Hopf algebras, left module algebra as well as their
compatibility with the $*$-structure.
