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Abstract: In this talk, I will consider surface defects in superconformal theories in four dimensions. I will show that preserved supersymmetry imposes strong constraints on the defect CFT data and it allows to access the non-perturbative regime using a variety of techniques including supersymmetric localization and the vertex operator algebra. I will focus on the latter and I will provide evidence that a class of interesting defect correlation functions are captured by an underlying chiral algebra.