Triangles |

It is always very nice to have little brothers or sisters. You can tease them, lock them in the bathroom or put red hot chili in their sandwiches. But there is also a time when all meanness comes back!

As you know, in one month it is Christmas and this year you are honored to make the big star that
will be stuck on the top of the Christmas tree. But when you get the triangle-patterned silver paper
you realize that there are many holes in it. Your little sister has already cut out smaller triangles for
the normal Christmas stars. Your only chance is to find an algorithm that tells you for each piece of
silver paper the size of the largest remaining triangle.

Given a triangle structure with white and black fields inside you must find the largest triangle area
of white fields, as shown in the following figure.

For each triangle, the number of the characters ``#`' and ``-`' per line is odd and decreases from 2*n* - 1 down to 1.

The input is terminated by a description starting with *n* = 0.

Output a blank line after each test case.

5 #-##----# -----#- ---#- -#- - 4 #-#-#-- #---# ##- - 0

Triangle #1 The largest triangle area is 9. Triangle #2 The largest triangle area is 4.