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Encyclopedia > Ataxx
Ataxx screenshot

Ataxx (also known as SlimeWars and Frog Cloning) is a board game which first appeared in 1990 as an arcade video game by The Leland Corporation. The game was invented by Dave Crummack and Craig Galley in 1988 and was called Infection. It was first programmed on Amiga, Commodore 64, and Atari ST. The game is purportedly in the public domain now.[citation needed] Image File history File links Ataxx. ... Image File history File links Ataxx. ... A board game is a game played with counters or pieces that are placed on, removed from, or moved across a board (a premarked surface, usually specific to that game). ... 1990 1990 in games 1989 in video gaming 1991 in video gaming Notable events of 1990 in video gaming. ... “Computer and video games” redirects here. ... Notable events of 1988 in computer and video games. ... This article is about the family of home computers. ... C-64 redirects here. ... The Atari ST is a home/personal computer that was commercially popular from 1985 to the early 1990s. ...

Contents

Game play

Two players take turns placing pieces on a 7x7 board. In the starting position, each player has two pieces of his color around diagonally opposite corners of the board. Player take turns to move any one of their pieces to any square up to two steps away, including diagonally. If the piece is moved to a neighboring (in any direction, including diagonal) square, an additional piece is left on the starting square of the move, so the player has one more piece on the board after the move than before. If the piece is moved to a square two steps away, no new piece is added. After the move, all enemy pieces adjacent to the piece moved change to its color.


The game ends when one or both of the players can't move. The player with the most pieces wins.


The board configuration may be altered by having certain squares filled (not playable by either player).


Ataxx Complexity

Ataxx has between 2^n and 3^n possible end game positions, where n represents the board area. Attempts to calculate the complexity of games are normally made by raising the branching factor to the power of the number of plies. In Ataxx, the average number of plies is about 100 and the average branching factor about 60, giving 60^100 games. However, this greatly underestimates the true complexity. In Ataxx, nearly every combination of the 4 original pieces on the board can be obtained. Thus C = ( n! / r! (n – r)! ), where n is the board area, r is the number of slimes, and C is the number of possible positions. Even this value is much too small, as each combination without repetition having r slimes may have any permutation with repetition of red or blue slimes (with the exception of 0 red or blue). Therefore, C = ( n! / r! (n – r)! )*( 2^r – 2 ) approximates the number of possible positions for a given number of slimes. To calculate the state space complexity, i.e. the number of different positions which may arise in a game, one calculates the summation of C for all values of r where n > r >= 4. Note that the game is over when n = r, so it would be incorrect to add ( 2^r – 2 ) as only one of these possible positions will occur. Thus: For other uses, see Combination (disambiguation). ... Permutation is the rearrangement of objects or symbols into distinguishable sequences. ... In game theory, game complexity is a measure of the complexity of a game. ...


S = Σ ( n! / (r! (n – r)!) )*( 2^r – 2 )


For a 7 by 7 board this gives 5.982483 * 10^22


where r represents to the number of slimes and goes from 4 to n – 1, n represents the board area, and S is the state space complexity. The formula calculates the summation of the combinations without repetition for r slimes multiplied by the permutations with repetition for r slimes, or the total number of positions which can be achieved for every number of slimes possible without ending the game. The – 2 present in 2^r – 2 is necessary to avoid the two situations where all slimes are either blue or red. In fact, not all permutations with repetition of red or blue slimes may be achieved; for example, if r = 4 and the four slimes are adjacent, then they must necessarily be the same colour. Even so, it is probable that the above formula is fairly accurate, and at least serves as an upper bound. For evaluation of sums in closed form see evaluating sums. ...


To calculate the game tree complexity, i.e. the total number of possible games that can be played, the summation must be replaced with a product. This gives the following formula: In game theory, game complexity is a measure of the complexity of a game. ...


G = Π ( n! / (r! (n – r)!) )*( 2^r – 2 )


For a 7 by 7 board this gives 1.371545 * 10^896


where r represents to the number of slimes and goes from 4 to n (not n – 1 as above), n represents the board area, and G is the game tree complexity. The reason multiplication is used rather than addition is that, for each position obtained with r slimes, all possible positions with r + 1 slimes (except the restrictions mentioned above) may be obtained. The – 2 again adds some ambiguity; including it implies that a player cannot have zero slimes, excluding it implies that once a player has zero slimes the game may continue (neither of which are true). This answer is probably less accurate than the approximation of the state-space complexity.


Other versions

The arcade version is timed, similarly to blitz chess. Each player's timer counts down while it is their turn to move; they lose if it reaches zero, but may buy more time (100 seconds per quarter) while the game is in progress. After completing a game (whether they won or lost), a player may choose whether or not to play another game with the time remaining. Blitz chess (also known as speed chess or blitzkrieg chess) is a game of chess where each side is given very little time to make all of their moves. ...


Ataxx can be found all over the internet in numerous variations including board size. The GNOME desktop environment for Linux features an Ataxx game. This article is about the mythical creature. ... This article is about operating systems that use the Linux kernel. ...


Ataxx can be played by email, using Richard Rognlie's Play-By-eMail Server. Play-by-mail games are games, of any type, played through postal mail or e-mail. ...


Hexxagōn is a variant of Ataxx that is played on a hexagonal board instead of a square one. The rules of the game are the same as in Ataxx. A Hex map, or hexagonal map is often used in tactical board games. ...


Ataxx clones

The most popular of the Ataxx clones is the Laboratory Puzzle in The 7th Guest, where the player faces off with the AI in the game, in this case the antagonist "Stauf", who is incredibly difficult to beat - all the while laughing and ridiculing the player with phrases like "Ooooooooo Baaaaaaaad Mooooooooove." and "We'll all be dead by the time you solve this!" The pieces were seen through a microscope on a slide, interpreted as viral infections, two sets blue and two sets green. Passing over this puzzle in the game requires two trips to the library to the hint book. Winning this puzzle causes Stauf to let out a growl, then say "Don't think you'll be so lucky next time!" The 7th Guest, published in 1992 by Virgin Games, is a video-based puzzle computer game, not unlike The Fools Errand and predating Myst. ... Robert Hookes microscope (1665) - an engineered device used to study living systems. ...

Another popular Ataxx clone was Boogers, an online 4 player version hosted by the ImagiNation Network, a pre-internet dial-up game network. Two to four players fought on a large board (9×9). The pieces, called boogers, were colored green, yellow, purple and blue. Blocks were randomly placed on the board to alter game play. Jumping one's booger over an opponent's booger would change the victim's color, resulting in more boogers for the aggressor. Chatting both openly and privately was integrated into the game: this promoted shady non-aggression pacts, ganging up, and stabbing opponents in the back. Screen Shot from the ImagiNation Networks game Boogers (fair use image) File history Legend: (cur) = this is the current file, (del) = delete this old version, (rev) = revert to this old version. ... First available to the public in 1991, the ImagiNation Network was a unique online gaming network that gave subscribers from all over the United States of America a place where they could play games, make friends and have fun. With a wide variety of games including RPGs, WWI aeroplane simulations...


Spot for NES, PC, and Game Boy implements the same rules as Ataxx. // 7up Mascot In the first half of the 1990s, the red spot in the 7Up logo was given arms, legs a mouth, and sunglasses and served as the mascot of the popular soft drink in the United States. ...


The 11th Hour also features a puzzle similar to Ataxx, but with a board of hexagons. The 11th Hour is a 1995 puzzle computer game with a horror setting. ... For other uses, see Hexagon (disambiguation). ...


The Sierra educational title Mega Math included a clone of Ataxx where the player must answer math questions in order to move. [1] Sierra Entertainment was a computer game developer and publisher active from 1980 to 2004. ...


Trivia

  • In an episode of Mystery Science Theater 3000 (612- The Starfighters), Crow T. Robot sets up a PC in an attempt to get on the "Information Super Highway". After numerous setbacks throughout the episode, he finally succeeds, only to find himself invited to play "Four-person Boogers". He accepts the offer.

Mystery Science Theater 3000, often abbreviated MST3K, is an American cult television comedy series created by Joel Hodgson and produced by Best Brains, Inc. ... Crow T. Robot Crow T. Robot is a fictional character from the American science fiction comedy television series Mystery Science Theater 3000 (MST3K). ...

External links


  Results from FactBites:
 
free math board games (642 words)
The programs listed here will be those of positional strategic board games involving no chance events or hidden information.
Examples would be: go, othello/reversi, hex, ataxx, abalone.
Encyclopedia wikipedia.org offers a wealth of info on math board games and computational aspects...
  More results at FactBites »


 

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