  Explicit wave functions for the hierarchy of fractionally quantized Hall
states are proposed, and a method for integrating out the quasiparticle
coordinates in the spherical geometry is developed. Their energies and overlaps
with the exact ground states for small numbers of particles with Coulomb
interactions are found to be excellent. We then generalize the adiabatic
transport argument of Arovas, Schrieffer, and Wilczek to evaluate quasiparticle
charges and statistics, and show that none of the proposed states is the exact
ground state of any model Hamiltonian with two-body interactions only.
