We give a simple proof of the OSSS inequality (O'Donnell, Saks, Schramm, Servedio, FOCS 2005). The inequality states that for any decision tree T calculating a Boolean function f : {0,1} n → {-1,1}, we have Var [ f ] ≤ ∑i δi ( T ) Inf i ( f ) , where δi ( T ) is the probability that the input variable xi is read by T and Inf i ( f ) is the influence of the i -th variable on f .