Let ABC be an acute triangle with circumcircle Γ. Let ℓ be a tangent line to Γ, and let ℓa, ℓb andℓc be the lines obtained by reflecting ℓ in the lines BC, CA and AB, respectively
Show that the circumcircle of the triangle determined by the lines ℓa, ℓb and ℓc is tangent to the circle Γ.
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