reserve s for non empty typealg,
  T,X,Y,T9,X9,Y9 for FinSequence of s,
  x,y,z,y9,z9 for type of s;
reserve Tr for PreProof of s;
reserve p for Proof of s,
  v for Element of dom p;
reserve A for non empty set,
  a,a1,a2,b for Element of A*;
reserve s for non empty typestr,
  x for type of s;
reserve s for SynTypes_Calculus,
  T,X,Y for FinSequence of s,
  x,y,z for type of s;

theorem
  <*x/"(y/"y)*> ==>. x
proof
  <*x*> ==>. x by Def18;
  then <*x/"(y/"y)*>^e(s) ==>. x by Lm4,Th20;
  hence thesis by FINSEQ_1:34;
end;
