There are even some computer programs designed by Free Cell solitaire enthusiasts; Don Woods wrote one such program in 1997, Patsolve by Tom Holroyd is another computer program that uses atomic moves to automatically solve FreeCell. This game of solitaire is played often played regularly by enthusiasts, and even though such games like Sudoku develop a craze and then become less popular, the enthusiasm for FreeCell remains constant.
However FreeCell is different from other solitaire card game versions; in this variant nearly all deals are able to be solved. In FreeCell, cards on the tableau are built by alternate colours rather than built by suit. In the June 1968 edition of Scientific American, Martin Gardner in his article Mathematical Games documented another version or a rather similar version of FreeCell solitaire which dated back as early as the 1920's, making FreeCell solitaire one of the oldest card games that is still being played.
The FreeCell game can be mathematically defined in which NP-Completeness plays a strategic part, meaning that it is unlikely that any algorithm more effective than a brute-force search algorithm exists that can find solutions for arbitrary generalized FreeCell configurations.
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