# Baiocchi Figures for Polyocts

A *Baiocchi figure* is a figure
formed by joining copies of a polyform and having the maximal
symmetry for the polyform's class.
For polyocts, that means the symmetry of a regular octagon,
or 8-way rotary with reflection.
If a polyoct lacks radial bilateral symmetry, its Baiocchi figures
must be Galvagni figures or contain Galvagni figures.
Claudio
Baiocchi proposed the idea in January 2008.
Baiocchi figures first appeared in Erich Friedman's
Math Magic for that month.
Károly Hajba first studied polyoct Baiocchi figures
and found many of the solutions below.
Here are minimal known Baiocchi figures for polyocts
of orders 1 through 5.
Not all these solutions are uniquely minimal.

Last revised 2011-08-30.

Back to Baiocchi Figures.

Back to Polyform Compatibility.

Back to Polyform Curiosities.

Col. George Sicherman
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