Diabolo-Pentabolo Pair Oddities
A polyabolo oddity
is a symmetrical figure formed by an odd number of copies of
a polyabolo.
Symmetrical figures can also be formed with copies of two
different polyaboloes.
Here are the smallest known fully symmetric polyaboloes with an odd
number of tiles, formed by copies of a given diabolo and pentabolo,
using at least one of each.
See also
Diabolo-Triabolo Pair Oddities,
Triabolo-Tetrabolo Pair Oddities,
Pentomino Pair Oddities,
Hexiamond Pair Oddities,
Trikite-Tetrakite Pair Oddities,
and Pentahex Pair Oddities.
Johann Schwenke contributed improvements.
3 Tiles
5 Tiles
7 Tiles
9 Tiles
11 Tiles
13 Tiles
15 Tiles
17 Tiles
19 Tiles
21 Tiles
23 Tiles
25 Tiles
27 Tiles
29 Tiles
31 Tiles
33 Tiles
41 Tiles
Unsolved Pair
Last revised 2022-09-21.
Back to Polyform Oddities
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Polyform Curiosities
Col. George Sicherman
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