  We construct a family of partition identities which contain the following
identities: Rogers-Ramanujan-Gordon identities, Bressoud's even moduli
generalization of them, and their counterparts for overpartitions due to
Lovejoy et al. and Chen et al. We obtain unusual companion identities to known
theorems as well as to the new ones in the process. The proof is, against
tradition, constructive and open to automation.
