There exists an ω-stable group G such that every countable structure in a finite language is interpretable in some finite-index extension and some finite-index subgroup of G.
Model theory , volume 42 of Encyclopedia of Mathematics and its Applications
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Model-theoretic Tameness in finite extensions of groups
There exists an ω-stable group G such that every countable structure in a finite language is interpretable in some finite-index extension and some finite-index subgroup of G.