let n be Nat; for p1, p2 being Point of (TOP-REAL n) holds
( p1 in Line p1,p2 & p2 in Line p1,p2 )
let p1, p2 be Point of (TOP-REAL n); ( p1 in Line p1,p2 & p2 in Line p1,p2 )
ex x1, x2 being Element of REAL n st
( x1 = p1 & x2 = p2 & Line x1,x2 = Line p1,p2 )
by Lm8;
hence
( p1 in Line p1,p2 & p2 in Line p1,p2 )
by Th10; verum