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I will mention a work in progress theorem of myself, Claudio Llosa
Isenrich, Pierre Py, Ryan Spitler, Matthew Stover, and Stefano Vidussi.
The result relates to three seemingly orthogonal rigidity programs:
rigidity of aspherical manifolds (e.g. the Borel Conjecture), profinite
rigidity of finitely generated residually finite groups (e.g. the
Remeslennikov Conjecture), and (loosely) Grothendieck's anabelian geometry.