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Serpentiles is the name coined by Kurt N. Van Ness for the hexagonal tiles used in various edge-matching puzzle connection abstract strategy games, such as Psyche-Paths, Kaliko, and Tantrix. [1] For each tile, one to three colors are used to draw paths linking the six sides together in various configurations.
Another way to change the puzzle is to restrict which colors squared make up the border colors. In the classic MacMahon squares puzzle, there are a total of 20 places on the border. [1] The number of each color that can be present on these 20 places can be described by B a,b,c [1] where a, b, and c are the number of each color of the border pieces.
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The tiles must be arranged into a 6×4 rectangular area such that all edges match and, furthermore, only one color is used for the outside edge of the rectangle. [ 5 ] This puzzle can be extended to tiles with permutations of 4 colors, arranged in 10×7. [ 6 ]
Swiping the screen up, down, left, or right moves all of the tiles one square (if possible) on the grid in that direction and adds a new tile to the grid in the same direction. [3] The color of the incoming tile is shown onscreen. [4] Players can preview moves by sliding the grid without letting go. [5]
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At that point, one tile from every filled row moves over to each player's 5x5 board, while the rest of the tiles in the filled row are discarded. [4] Each tile scores based on where it is placed in relation to other tiles on the board. [5] Rounds continue until at least one player has made a row of tiles all the way across their 5x5 board.