Pentomino Pair Dual Diagonal Oddities

Introduction

A polyomino oddity is a symmetrical figure formed by an odd number of copies of a polyomino. Symmetrical figures can also be formed with copies of two different pentominoes. Here are the smallest known dual-diagonal oddities for the 66 pairs of pentominoes.

See also

  • Pentomino Pair Dual Orthogonal Oddities
  • Pentomino Pair 4-Rotary Oddities
  • Pentomino Pair Full Oddities
  • Hexiamond Pair Oddities
  • Pentahex Pair Oddities
  • Carl Schwenke and Johann Schwenke contributed improvements.

    Basic Solutions

     FILNPTUVWXYZ
    F*79759797555
    I7*5735377575
    L95*759777597
    N777*791375597
    P5357*5735553
    T95995*21911597
    U73713721*313597
    V9777393*5357
    W7975511135*397
    X555555533*55
    Y5799599595*5
    Z55773777755*

    3 Tiles

    5 Tiles

    7 Tiles

    9 Tiles

    11 Tiles

    13 Tiles

    21 Tiles

    Holeless Variants

    Solutions shown above that are holeless are not shown here.

    7 Tiles

    9 Tiles

    11 Tiles

    13 Tiles

    15 Tiles

    25 Tiles

    Last revised 2025-05-25.


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    Polyform Oddities < Polyform Curiosities
    Col. George Sicherman [ HOME | MAIL ]