Download software tagged by breakout game

ADA cartoon solitaire game, a picture-matching game based on mah jong solitaire. Your goal is to remove all the matching tiles by inking pair of them. The deluxe cartoon solitaire has Animated Background. Enjoy all wonderful pictures & animation!

Click on a puzzle square to uncover the image under it. Click on another piece to uncover a second image. If the uncovered images match, the two pieces will be removed from the memory match grid. Restart will begin a new game.

Clickris is arcade-style puzzle game for Windows.The goal of game is to get as much points as you can by removing stones from game field. You can remove groups by clicking on them of stones with the same picture, but not on isolated stones.

JongPuzzle is the mah jongg - like tile solitaire game for Windows.The goal of JongPuzzle is to remove all of the tiles from the game board. Tiles can be removed only in pairs and must have at least one free side.

The aim of the game is recolouring multi-coloured game blocks placed on a field, on grey colour. The recolouring occurs if in one or several directions, there were four or more blocks of one colour.

The game Minimum is intended for children from 5 years. Before the beginning of game the game field is partially filled in with units. It is necessary, installing new units, to achieve full clearing of a field of units.

Magic Blast combines existing and successful game mechanics with new twist, powerups and features to create a fun and addictive game experience. You will have hours of fun playing over 50 uniquely challenging levels.

3DJongPuzzle is the mah jongg - like tile solitaire game for Windows. It is a fun tile matching game, that tests your mind. The goal of 3DJongPuzzle is to remove all of the tiles from the game board. Tiles can be removed only in pairs of free tiles.

It is a new look on the popular Sudoku game. Now you can play not only with digits, but also with other high-quality images. You can print out the game at any moment and play on paper. The problem of equivalent solutions is solved.