  Using the theory of quantized equivariant vector bundles over compact
coadjoint orbits we determine the Chern characters of all noncommutative line
bundles over the fuzzy sphere with regard to its derivation based differential
calculus. The associated Chern numbers (topological charges) arise to be
non-integer, in the commutative limit the well known integer Chern numbers of
the complex line bundles over the 2-sphere are recovered.
