{R√2} | Silver Rectangle |
{Rϕ} | Golden Rectangle |
{R2} | Domino |
{G} | Greek Cross |
{L} | Latin Cross |
{M} | Maltese Cross |
The dissection is translational.
The dissection is translational.
The dissection is translational and hingeable.
The dissection is translational and hingeable. This dissection uses the method of overlaid tessellations.
Described by Don Lemon.
Harry Lindgren solved this in 5 pieces using a PP dissection.
This dissection uses the method of completed tessellations. It dissects four squares and a small square to four latin crosses and the same small square. To avoid turning over one of the pieces, that piece is altered to have a curved edge. There are much simpler versions of this dissection, but this one demonstrates some unusual techniques.
Discovered by A. E. Hill (1926).