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Following our previous paper in the radial case, we consider blow-up type IIsolutions to the energy-critical focusing wave equation. Let W be the uniqueradial positive stationary solution of the equation. Up to the symmetries ofthe equation, under an appropriate smallness assumption, any type II blow-upsolution is asymptotically a regular solution plus a rescaled Lorentz transformof W concentrating at the origin.

Universality of the blow-up profile for small type II blow-up solutions of the energy-critical wave equation: the nonradial case