deffunc H₁( set , All-State of T) -> All-State of T = Following $2;
consider f being sequence of [: the FStates of T,INT,(Funcs (INT, the Symbols of T)):] such that
A1: ( f . 0 = s & ( for n being Nat holds f . (n + 1) = H₁(n,f . n) ) ) from NAT_1:sch 12();
take f ; :: thesis: ( f . 0 = s & ( for i being Nat holds f . (i + 1) = Following (f . i) ) )
thus ( f . 0 = s & ( for i being Nat holds f . (i + 1) = Following (f . i) ) ) by A1; :: thesis: verum