The paper proposes the approach of designing CA registers that work as quick pattern generators. A new effective method of setting the initial state of such registers is presented. It is based on switching a n-cell CA register into a concatenation of p CdSR registers (Cellular Automata quasi Shift Register) each containing r cells and connected with characteristic polynomial x'. The resultant characteristic polynomial of such concatenation is p(x)=x/sup n/. Such concatenation of p registers CASR is referred as PCASR. The paper proves the possibility of setting a PCASR to any initial state by n-bit input sequence without the need of switching flip-flops into the D flip-flop mode. Moreover, it has been proven that any input sequence would be repeated at the output of a n-cell PCASR after n-clock cycle delay. Finally an effective procedure of testing PCASR is proposed.