  We study the multipoint super-correlation functions of the full non-chiral
stress-tensor multiplet in N=4 super-Yang-Mills theory in the Born
approximation. We derive effective supergraph Feynman rules for them.
Surprisingly, the Feynman rules for the non-chiral correlators are obtained
from those for the chiral correlators by a simple Grassmann shift of the
space-time variables. We rely on the formulation of the theory in Lorentz
harmonic chiral (LHC) superspace elaborated in the twin paper arXiv:1601.06803.
In this approach only the chiral half of the supersymmetry is manifest. The
other half is realized by nonlinear and nonlocal transformations of the LHC
superfields. However, at Born level only the simple linear part of the
transformations is relevant. It corresponds to effectively working in the
self-dual sector of the theory. Our method is also applicable to a wider class
of supermultiplets like all the half-BPS operators and the Konishi multiplet.
