Tiling a Chamfered Rectangle with a Polyabolo
Introduction
A polyabolo or polytan
is a plane figure formed by joining equal isosceles right triangles
at their legs or hypotenuses.
Here are some polyaboloes:
A chamfered rectangle is a rectangular polyabolo
with its corner cells clipped diagonally.
To prevent cuts from meeting, I require the dimensions of the rectangle
to be 3 or greater.
Here I show the minimal known chamfered rectangle
that can be tiled by each polyabolo.
See also
Monabolo
Diaboloes
Triaboloes
Tetraboloes
None known.
Pentaboloes
Hexaboloes
Heptaboloes
Octaboloes
None known.
Enneaboloes
Last revised 2024-04-10.
Back to Polyabolo and Polyfett Tiling
<
Polyform Tiling
<
Polyform Curiosities
Col. George Sicherman
[ HOME
| MAIL
]