A prooof of the correlation function/supersymmetric Wilson loop correspondence

We prove that in the limit when its insertion points become pairwise nullseparated, the ratio of certain n - point correlation functions in N = 4 SYM is equal to a supersymmetric Wilson loop on twistor space, acting in the adjoint representation. In the planar limit, each of these objects reduces to the square of the complete n-particle planar superamplitude. Our proof is at the level of the integrand.