Doodle Connect is the perfect game to pass the time. Attractive graphics in the popular doodle style, a simple concept and tricky puzzles await you! Tricky puzzles? How hard can it be to connect a couple of dots with a continuous line? But once you’ve tried, and failed, to draw the infamous “Santa’s House” a couple of times, you’ll know that the answer is: pretty hard. Starting with simple shapes, the aim is to complete almost fifty levels of increasingly complex pictures – your head will soon start to spin.
(No Ratings Yet)
0 votes, average: 0/5
Child of a Witch 1
Find out her secret. Look for the differences… Click on the differences.
Think you can achieve the highest score in this most challenging of puzzle games? Find out in Twisted Sky and become the best there is in the world!
Summer Sports: Javelin
Chalk your hands, grab your javelin and get ready to compete for that gold medal! A perfect combination of precision, power, and timing is required to nail that perfect throw and crush your opponents in this olympic-inspired simulation. Combine in a tournament with other Qlympics [...]
Insects Mahjong is based on the classic Chinese game. The goal is to eliminate all blocks from the board. Playing this game is very easy and fun. You can eliminate only paired free blocks. The block is free when at least two adjacent neighbouring sides of it are free, i.e. they h [...]
Beautiful Nature Puzzle
Beautiful Nature is a jigsaw flash puzzle game. There are two game modes to play; time mode and free mode. Time mode, as well as free mode, has three difficulties; easy, medium and hard. In time mode, you can race against the clock to set the best time you possibly can. In free m [...]
Classic Battleship board game. Place your five ships on the grid and try to sink the ships of your opponent before he sinks your ships.
Beautiful Like a Rainbow
Fall’s “it” colors are in, and rainbow hues have never been brighter!
Beautiful Like a Rainbow 3
It’s time for another batch of multicolored fun, fabulous fashion.
Rotate parts of a path and complete paths between begin and end points.