At this page you'll find the smallest (ca 80) solutions of the tough perfect-square puzzle. De rules are:

- The puzzle surface is a rectangle (the larger the tougher)
- The pieces are square and always smaller than the short edge
- We only work with concrete sizes e.g. centimeters, inches or use square paper
- Choose freely which squares you use, as long as they are all different
- The rectangle needs to be tiled completely, and pieces may never overlap

All following solutions are found using backtracking algorithm in Borland Delphi 6 Personal. They are ordered by length.

The prime puzzles & problems connection - geometrical dissection

University of Waterloo - Squaring the Square

Back to sqaures overview