
theorem
  for S being non void Circuit-like non empty ManySortedSign for A
being non-empty Circuit of S for s being State of A, n being Element of NAT st
  Following(s,n) is stable holds stabilization-time s <= n
proof
  let S be non void Circuit-like non empty ManySortedSign;
  let A be non-empty Circuit of S;
  let s be State of A, n be Element of NAT;
  assume
A1: Following(s,n) is stable;
  then s is stabilizing;
  hence thesis by A1,Def5;
end;
