  We prove the existence of energy solutions of the energy critical focusing
wave equation in R^3 which blow up exactly at x=t=0. They decompose into a bulk
term plus radiation term. The bulk is a rescaled version of the stationary
"soliton" type solution of the NLW. The construction depends crucially on the
renormalization procedure of the "soliton" which we introduced in our companion
paper on the wave map problem.
