Pentomino Oddities
A polyomino oddity
is a symmetrical figure formed by an odd number of copies of
a polyomino.
Here are the minimal known oddities and extended oddities
for the 12 pentominoes,
as found mostly by
Mike Reid and me.
Click on the blue figures to expand them.
For hexominoes, see
Hexomino
Oddities.
| Lateral | Diagonal | Rotary | Double Lateral | Double Diagonal | Double Rotary | Full |
3
| 5
 Mike Reid
| 7
 George Sicherman
| 9
 George Sicherman
| 15
 George Sicherman
| 17
 Mike Reid
| 21
 Mike Reid
|
1
| 5
| 1
| 1
| 5
| 5
| 5
 |
7
 Mike Reid
| 5
 Mike Reid
| 7
 George Sicherman
| 11
 George Sicherman
| 13
 George Sicherman
| 13
 Mike Reid
| 21
 Mike Reid |
7
 Mike Reid
| 5
 Mike Reid
| 9
 Mike Reid
| 15
 George Sicherman
| 15
 Mike Reid
| 21
 George Sicherman
| 29
 Mike Reid |
3
| 3
| 5
| 9
 Mike Reid
| 7
 Torsten Sillke
| 9
 Torsten Sillke
| 13
 Mike Reid
|
1
| 19
 George Sicherman
| 23
 Mike Reid
| 47
 Mike
Reid
|
|
| |
1
| 13
 George Sicherman
| 19
 George Sicherman
| 19
 George Sicherman
|
|
|
|
11
 George Sicherman
| 1
| 15
 George Sicherman
|
|
| 73
 George
Sicherman
| |
7
 George Sicherman
| 1
| 9
 George Sicherman
| 21
 Mike Reid
| 11
 George Sicherman
| 25
 George Sicherman
| 29
 George Sicherman |
1
| 1
| 1
| 1
| 1
| 1
| 1
 |
5
 George Sicherman
| 7
 George Sicherman
| 7
 Mike Reid
| 13
 George Sicherman
| 17
 Mike Reid
| 17
 Mike Reid
| 29
 Mike Reid |
9
 George Sicherman
| 13
 George Sicherman
| 1
| 9
 George Sicherman
| 13
 George Sicherman
| 13
 George Sicherman
| |
Back to Polyform Curiosities.
Col. George Sicherman
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