free Mahjong Journey: Tile Matching Puzzle for iphone download

To be able to remove it, you first need to eliminate the adjacent tiles. If you look at line 3, you can see that only one tile is free, the other tile is blocked by two other tiles and so it cannot be selected. It’s a different story with the tiles indicated by the red lines. The tiles indicated by line 2 are also free on one side, so they can be eliminated as well. If you trace the green line 1 in the picture above, you can see that both of these tiles are free on at least one side, this means these tiles can be combined and eliminated. You can only remove a tile if it is free on at least one side.A tile cannot be selected if it has other tiles on either side of it.A tile can only be selected if there are no other tiles on top of it.You can only combine tiles that meet the following conditions: Instead, you need to match the tiles in the series, such as summer and spring or autumn and winter.Īccording to the rules of Mahjong, it’s not possible to simply match and eliminate any tile that appears on the board. There are 4 tiles in each of these series, all of which only appear once in each game, so it is not possible to match them precisely. There are two exceptions: the flowers series and the seasons series. In other words, you are looking for two pairs in each series. The goal of Mahjong is to combine the tiles with matching images. If you look carefully, you’ll see that some of them are exactly the same, this is because each image appears 4 times in the game. The tiles all have different characters and images on them. When you start, the Mahjong Solitaire game appears as a board with 144 tiles arranged on top of one another in the shape of a pyramid. The Mahjong game has two different versions: the traditional Asian version, which is a game for 4 players, and Mahjong Solitaire, which is always played by one person and is mostly popular in the West, this is the game you can play online on.

Free Mahjong Journey: Tile Matching Puzzle for iphone download