Divergence-free　and　curl-free　vector　wavelets　have　many　applications　for　the　analysis　and　numerical　simulation　of　incompressible　flows　and　certain　electromagnetic　phenomena.　Because　special　domains　are　required　in　those　applications,　Bittner　and　Urban　constructed　interpolating　divergence-free　multi-wavelets　based　on　cubic　Hermite　splines　in　2005.　In　this　paper,　we　construct　interpolating　curl-free　multi-wavelets　and　give　two　wavelet　estimates　for　a　class　of　vector　Besov　spaces.