let s be State of SCM+FSA; :: thesis: for a being Int-Location
for f being FinSeq-Location
for I being Program of SCM+FSA holds ((StepTimes (a,I,s)) . 0) . f = s . f
let a be Int-Location ; :: thesis: for f being FinSeq-Location
for I being Program of SCM+FSA holds ((StepTimes (a,I,s)) . 0) . f = s . f
let f be FinSeq-Location ; :: thesis: for I being Program of SCM+FSA holds ((StepTimes (a,I,s)) . 0) . f = s . f
let I be Program of SCM+FSA; :: thesis: ((StepTimes (a,I,s)) . 0) . f = s . f
set ST = StepTimes (a,I,s);
set au = 1 -stRWNotIn ({a} \/ (UsedIntLoc I));
set Is = Initialized s;
thus ((StepTimes (a,I,s)) . 0) . f = (Exec (((1 -stRWNotIn ({a} \/ (UsedIntLoc I))) := a),(Initialized s))) . f by SCMFSA_9:def 5
.= (Initialized s) . f by SCMFSA_2:89
.= s . f by SCMFSA6C:3 ; :: thesis: verum