theorem Th20:
for
s being
State of
SCM+FSA for
P being
Instruction-Sequence of
SCM+FSA for
I being
really-closed Program of
SCM+FSA st
I is_halting_on Initialized s,
P holds
(
IC (Comput ((P +* (Directed I)),(s +* (Initialize ((intloc 0) .--> 1))),((LifeSpan ((P +* I),(s +* (Initialize ((intloc 0) .--> 1))))) + 1))) = card I &
DataPart (Comput ((P +* I),(s +* (Initialize ((intloc 0) .--> 1))),(LifeSpan ((P +* I),(s +* (Initialize ((intloc 0) .--> 1))))))) = DataPart (Comput ((P +* (Directed I)),(s +* (Initialize ((intloc 0) .--> 1))),((LifeSpan ((P +* I),(s +* (Initialize ((intloc 0) .--> 1))))) + 1))) )