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We construct analytical initial data for a slowly moving and rotating blackhole for generic orientations of the linear momentum and the spin. We solve theHamiltonian constraint approximately and work out the properties of theapparent horizon and show the dependence of its shape on the angle between thespin and the linear momentum. In particular a dimple, whose location depends onthe mentioned angle, arises on the 2-sphere geometry of the apparent horizon.We exclusively work in the case of conformally flat initial metrics.

Approximate analytical description of apparent horizons for initial data with momentum and spin