people are playing a game at Cheesy's math casino, where 
be a positive integer. A subset of length 
from the set of integers from 
to 
,
for 
.
be the set of positive integers that do not exceed 
as the smallest positive integer that allows 
satisfying 
,
,
.
be a quadrilateral and let 
be a line. Let 
at points 
respectively. Given that these six points on 
,
are coaxal.
Y by
Determine the largest two-digit number 
with the following property:
for any six-digit number
number is a divisor of the number if and only if the number is a divisor of the corresponding three-digit number 
.
Note The numbers
and 
need not be different.
with the following property:for any six-digit number
number is a divisor of the number if and only if the number is a divisor of the corresponding three-digit number 
.Note The numbers
and 
need not be different.
