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  About site: http://www.faust.fr.bw.schule.de/mhb/backtrack/backtren.htm

Title: Algorithms/Animated - Backtracking A combinatorial puzzle is presented making visible the performance of a backtracking algorithm (requires JavaScript).
CATAI A distributed algorithm animation system. Algorithms are coded in C++ and the resulting animations displayed using lightweighted java application. Multi user and interactive animations are supported

The_Complete_Collection_of_Algorithm_Animations An extensive list of links to algorithm animations, primarily Java applets. The list includes an overview of each of the linked algorithms.

Graph_Animations_with_Combinatorica Animations of several important graph-theoretic topics and algorithms.

Hope_College_Animations Online animations of algorithms and data structures.

Java_Applets_for_Data_Structures_and_Algorithms Demonstrate fundamental concepts in Data Structures and Algorithms.

Java_Interactive_Software_Visualization_Environment JIVE is an object-oriented general-purpose animation system for the visualization of Java coded algorithms. Visualizations can be embedded in a Java browser or attended in a Virtual Classroom by sever


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Backtracking Card No.:  Pos. No.:  by mouseclickautomaticallydelay (in ms)  Backtracking  (JavaScript and MSIE 4.0 or higher required; Netscape version is here)A mouseclick on any card belonging to the array on the right side ("pool") moves that card into the next empty field of the left array ("game-area").A single mouseclick on any card in the game-area causes a quarter turn of the card counterclockwise.A double mouseclick on any card in the game-area moves the card back to the original placein the pool.Aim: all cards should be placed in the game-area such that all neighbours fit, i.e. 12unicolored letters "A" should appear.After activation of the option "automatically" a backtracking-algorithm will run down for search of a solution. It may be interrupted by activation of the option "by mouseclick". When a solution is found, the algorithm will end and in that case a search for another solution may be continued with the button "new solution".The delay (in milliseconds) regulates the frequency of the image output.This backtracking-visualisation results from lessons in computer-science ("Informatik Grundkurs") at Faust-Gymnasium Staufen 1999/2000. (© H.B. Meyer)For more backtracking see: Eight Queens or number puzzles with primes and squares or 5 x 5 magic squares.zur Seite in deutscher Sprache:
 

A

combinatorial

puzzle

is

presented

making

visible

the

performance

of

a

backtracking

algorithm

(requires

JavaScript).

http://www.faust.fr.bw.schule.de/mhb/backtrack/backtren.htm

Backtracking 2008 December

dvd rental

dvd


A combinatorial puzzle is presented making visible the performance of a backtracking algorithm (requires JavaScript).

Rules




© 2005 Internet Explorer 5+ or Netscape 6+

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