In this paper j, k will denote natural numbers. Let p be a finite partial state of SCMFSA and let k be a natural number. The functor Relocated(p, k) yields a finite partial state of SCMFSA and is defined as follows: (Def. 1) Relocated(p, k) = Start-At(ICp + k)+· IncAddr(Shift(ProgramPart(p), k), k)+·DataPart(p). We now state a number of propositions: (1) For every finite partial state p of SCMF...