  Classical Heisenberg model with both a nearest-neighbor antiferromagnetic
interaction and long-range dipole-dipole interactions is investigated by
numerically solving the Landau-Lifshitz (LL) equation. The ground state of the
model without the dipole-dipole interactions is known to be a classical spin
liquid and the system does not order at all temperature because of strong
frustration. On the other hand, the ordered state of the model with weak
dipolar interactions is known to be the so-called Palmer-Chalker (PC) state, in
which a pair of spins and another pair of spins are antiparallel and the former
is perpendicular to the latter for each tetrahedron of the lattice. Here
ordered states of the model are obtained for various values of the relative
strength of the two kinds of the interactions. Besides the spin liquid state
and the PC-like state, states that might be considered as glassy state, states
of period 8, states of period 4, and states of period of 4 on one sublattice
and 8 on other three sublattices are realized. Among the states with period 4
or (and) 8, multi-{\bf K} structures are observed.
