# Baiocchi Figures for Polygems

A *gem*
is a plane figure formed by joining four adjacent drafter cells
in the same hexagon cell as shown:

It is one-third of a regular hexagon.
It is also a dikite.

A polygem is a figure made by joining gems
on the polydrafter grid.
The terms *gem* and *polygem* are due to
Abaroth.

A *Baiocchi Figure* is a polyform with the maximum symmetry
for its class, that can be tiled by a given polyform.
Here I show minimal known Baiocchi Figures for polygems.
If you find a smaller solution or solve an unsolved case,
please write.

See also
Galvagni Figures for Polygems.
and
Polygem Oddities.

## Monogem

## Digems

## Trigems

## Tetragems

### 3 Tiles

### 6 Tiles

### 12 Tiles

### 24 Tiles

### Unsolved

*Last revised 2023-03-27.*

Back to Baiocchi Figures
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Polyform Curiosities

Col. George Sicherman
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