  Over the quantum weighted 1-dimensional complex projective spaces, called
quantum teardrops, the quantum line bundles associated with the quantum
principal U(1)-bundles introduced and studied by Brzezinski and Fairfax are
explicitly identified among the finitely generated projective modules which are
classified up to isomorphism. The quantum lens space in which these quantum
line bundles are embedded is realized as a concrete groupoid C*-algebra.
