Abstract. Graphical random groups have been recently introduced by Gromov to construct a counterexample to Baumes-Connes conjecture with coefficients. In this talk we will consider a simplification and explain Ollivier and Wise's proof that the graphical metric small cancellation condition holds for almost all finitley presented graphical random groups (in a certain statistical sense). The first part will be a introductory talk explaining ideas used in the second part.