Game Reviews: Mind Games, year 2006

These are Wei-Hwa Huang's personal reviews of games that might or might not have been submitted to the Mensa Mind Games event in 2006. (You'll have to go to that site to get the official list of submitted games, when they decide to post it.)

DISCLAIMER: The opinions, ratings, and reviews stated in this document and related webpages are the sole personal opinions of Wei-Hwa Huang and Wei-Hwa Huang alone. Wei-Hwa Huang does not speak for the more than 200 participants on the Mensa Mind Games selection panel. This is not an official site of Mensa Mind Games or Mensa Select, although the statements on which games are winners of Mensa Select are factually correct. Mensa Mind Games and Mensa Select are registered trademarks of American Mensa.

If you have any questions or concerns about my reviews and comments, please feel free to mail me.



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  • You Must Be an Idiot! (9;9;9)
  • *Keesdrow (9;7;9)
  • Pickomino (8;7;9)
  • Quelf (9;7;8)
  • *Hive (9;7;8)
  • Pünct (8;6;10)
  • *Wits & Wagers (7;8;8)
  • Zeus on the Loose (8;8;7)
  • *Pentago (8;8;7)
  • ()
  • Questionary (8;8;5)
  • Portrayal (5;7;9)
  • Pepper (9;7;5)
  • Regatta (2;9;9)
  • Linq (6;8;6)
  • Poison (7;8;5)
  • It-Dah-Gan (7;8;5)
  • Don't Quote Me - TIME for Kids Edition (9;6;5)
  • Tricky Town (5;8;6)
  • Evolution (6;7;6)
  • Codebreaker (6;7;6)
  • Sketchword (7;7;5)
  • LonPos 101 Pyramid and Rectangle Game (4;6;9)
  • The Invention Game (6;6;7)
  • Pacru 302 (7;6;6)
  • *Deflexion (7;4;8)
  • Da Vinci Code Board Game (2;9;7)
  • Top Speed (6;7;5)
  • Heximania (6;4;8)
  • Cephalopod (8;8;1)
  • Diffusion (9;7;1)
  • Space Faces (4;7;6)
  • mental_floss: The Trivia Game (6;6;5)
  • Snatch (7;6;4)
  • JabberJot (7;6;4)
  • Eve's Quest (8;6;3)
  • Gordian's Knot (2;5;10)
  • Castle Keep (3;8;5)
  • Dragon Chess (6;6;4)
  • Bonkers (6;6;4)
  • Pick Two Deluxe (7;6;3)
  • Byte (9;6;1)
  • 800: The Game of Verbal Perfection (7;5;4)
  • Thing-A-Ma-Bots (4;6;5)
  • Net Y (8;6;1)
  • Nymble (6;5;4)
  • Nerdy Wordy (6;4;5)
  • Cosmic Cows (5;5;4)
  • Baffle Gab (6;5;3)
  • Debate This! (7;3;3)
  • Jot (6;4;3)
  • Summit (3;2;7)
  • Match of the Penguins (3;5;3)
  • Mind's I (4;4;3)
  • Ringgz (5;3;2)
  • Da Vinci's Challenge Card Game (4;3;2)
  • Fikloo: The Game of Crazy Commands (5;2;1)
  • Kiss My Rules! (2;3;2)
  • Pairs or Better (4;1;2)
  • Wordigy: A World of Words for Family Fun (3;1;1)
  • Wreck the Nation: the Game of Political Misbehavior (1;2;1)
  • Urban Legends the Game (1;2;1)
  • Darter

    (search on Board Game Geek)

    (small images)
    large pic of Darter

    • Replay Value (1-10): 8
    • Fun Factor (1-10): 8
    • Worth Buying (1-10): 7
    The game comes with a standard roll-up chess board and a bunch of nice wooden pieces with transparent decals on them. Two of the pieces are "bases", and each (of two) players places them on the board on the first turn. Four of the pieces are "darters," and start in a nice symmetrical arrangement near the middle of the board. The rest of the pieces are tiles that are turned face down and shuffled, with each player then drawing a hand of three tiles. The way the game works is this: each player plays a tile onto an empty space, creating a "board element". Then, all the darters move one space -- but they can be affected by "board elements". Board elements are things like magnets, deflectors, walls, etc. that change how darters behave when they are near or around them. If you can manage to set things up such that a darter flies into your opponent's base, you win!

    I find this game to be a bit like a cross between RoboRally and ChuChu Rocket! The darters follow fixed rules, which means that by playing the right moves you can set up threats that have to be deferred within the next few moves, while your opponent is basically trying to do the same. Since almost all of the tiles can create a threat or dispose of one given enough time, playing this game well requires good (strategic) timing and a sense of defense and offense -- and this is a rare trait for a hidden-information abstract with randomness to have.


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    By Wei-Hwa Huang