| Answer :
The correct answer
is 18,816
different
ways.
The general
formula for six
fleurs-de-lys for all squares greater than 22
is
simply this: Six
times the square of the number of combinations of n
things, taken three
at a time, where n
represents the number of
fleurs-de-lys in the side
of the square.
Of course where n
is even the
remainders in rows and
columns will be even, and where n
is odd the
remainders will be odd.
|
