• The ArenA
  • The Pit
  • Play / Watch
  • Get
  • Guestbook
  • About

MindSports

  • You are here:  
  • Home
  • Puzzles
  • Tilings
  • The China Labyrinth
  • Compact solutions
  • Solutions - shapes

Main menu

  • Home
  • The ArenA
  • The Pit
  • AiAi
  • Dagaz
  • Axiom Game System
  • Puzzles
    • The China Labyrinth
    • Tilings
      • The China Labyrinth
        • Compact solutions
    • 3D
  • Game links
  • Puzzle links
  • How I invented games and why not
  • Balancing protocols in symmetric 2-player games
  • Draughts Dissected
  • On the Evolution of Draughts Variants
  • On 'inside out' inventing
  • Organicity in abstract strategy games
  • Othelloanian capture in Go variants
  • Sight Lines & Knight Spots
  • Clarity - foggy notions
  • Chad, Shakti & the irony
  • Moving forward looking back
  • I Ching Connexion
  • I Ching links

Who's Online

We have 77 guests and no members online

Solutions - shapes

Article Index

  • Solutions - shapes
  • 4 groups, r-symmetry
  • 4 groups, r-symmetry
  • 4 groups, r-symmetry
  • 4 groups, r-symmetry
  • 2 groups, d-symmetry
  • symmetric shapes
  • 2 groups, star of sorts
  • 2 groups, clover
  • 2 gr. - truncated star
  • 2 groups, diamond
  • 2 groups, triangle
  • 2 groups, triangle
  • 2 groups, rectangle
  • 3 groups, star
  • 3 groups, diamond
  • 3 groups, star
Page 1 of 17
Here are some examples of symmetric compact solutions, starting with ...


4 hexes Four groups with orthogonal symmetry.

The sixteen orthogonally symmetric pieces are in the axis of the solution.

  • Next

MindSports, Powered by Joomla!