theorem
for
C being
compact non
horizontal non
vertical Subset of
(TOP-REAL 2) for
r,
t being
Real st
r > 0 &
t > 0 holds
ex
n being
Nat st
( 1
< n &
dist (
((Gauge (C,n)) * (1,1)),
((Gauge (C,n)) * (1,2)))
< r &
dist (
((Gauge (C,n)) * (1,1)),
((Gauge (C,n)) * (2,1)))
< t )