Rounded or Bridged Polyominoes

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Rounded or Bridged Polyominoes can be regarded as unit squares joined edge-to-edge or corner-to corner. The cornerwise joints are regarded as being solid - unlike those of polykings, which may cross at these points. Physical pieces can be constructed in several ways, which include using polyarcs, bridged circles, polyoctagonsquares, joined circles or rounded squares.

  Rounded Monomino - 1 (1 tile)

       

  Rounded Dominos - 2 (4 tiles)

     
1 2      

  Rounded Trominos - 5 (15 tiles)

1 2 3 4 5

  Rounded Tetrominos - 22 (88 tiles)

1 2 3 4 5
I L T N O
6 7 8 9 10
J S C V K
11 12 13 14 15
Y Z P R Q
16 17 18 19 20
F G O T N
     
21 22      
L I      

 

  For higher orders of polyominoes, the number of pieces is as follows:

  Rounded Pentominos - 99

  Rounded Hexominos  - 580

  Rounded Heptominos - 3557

 

Puzzles using Rounded Polyominos

 

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