  We discuss large $N$ rules of the Sachdev-Ye-Kitaev model and the bi-local
representation of holography of this theory. This is done by establishing $1/N$
Feynman rules in terms of bi-local propagators and vertices, which can be
evaluated following the recent procedure of Polchinski and Rosenhaus. These
rules can be interpreted as Witten type diagrams of the dual AdS theory, which
we are able to define at IR fixed point and off.
