This paper is dedicated to cabling on virtual braids. This construction gives a new generating set for the virtual pure braid group VPn. We define simplicial group VP∗ and its simplicial subgroup T∗ which is generated by VP2. Consequently, we describe VP4 as HNN-extension and find presentation of T2 and T3. As an application to classical braids, we find a new presentation of the Artin pure braid group P4 in terms of the cabled generators.