Ukudos (v. 1.1)
Kjetil Eide опубликовал приложение 2011-02-19
Sudoku puzzle game. |
Бесплатно
|
Christmas Math Free (v. 1.0)
Daniel Development опубликовал приложение 2011-02-19
This is the free edition. The ads are based on phone settings and locations. If you want to play ad free please purchase. |
Бесплатно
|
4-Letter Words (v. 1.0)
Robomuse опубликовал приложение 2011-02-18
Your game begins with a common four-letter word and four randomly chosen letters. The goal of the game is to exchange one of the letters of the four-letter word with one of the random letters to form a new word. |
Бесплатно
|
Thanksgiving Math Free (v. 1.0)
Daniel Development опубликовал приложение 2011-02-18
This is the free edition. The ads are based on phone settings and locations. If you want to play ad free please purchase. |
Бесплатно
|
Ramanujam's Magic Square (v. 0.0.8)
Phantom Arts опубликовал приложение 2011-02-18
A magic square is an nxn table of natural numbers in which a sum along any row, column, or diagonal always equals to the same number. |
Бесплатно
|
anguish (v. 1.0)
reincloud опубликовал приложение 2011-02-18
play with your words! |
Бесплатно
|
Card Match (Free) Memory Game (v. 1.2)
VG Web Solutions опубликовал приложение 2011-02-18
Inspired by the classic kid's board game "Memory" or "Concentration", this is an educational, engaging and entertaining game for children of all ages. |
Бесплатно
|
脱出ゲーム開始 (v. 2.0)
MocoGame опубликовал приложение 2011-02-18
セーブ可能な脱出ゲームです。 |
Бесплатно
|
iSlider Puppy slide Puzzles (v. 1.1)
fse, llc опубликовал приложение 2011-02-17
Modern twist on the traditional slide puzzle. This puzzle consists of several puzzles of adorable pictures of Puppies. The puzzle consists of several options for the squares that you slide to form the image of the puppy |
Бесплатно
|
Traveling Salesman (v. 1.0)
Dances with Code опубликовал приложение 2011-02-17
A graphical version of the classic "Traveling Salesman" mind-puzzle. The objective is to find the shortest route that connects a series of nine "cities" and returns to the starting point. Although there are 40,320 possible paths for each puzzle, most people can find the answer in only a few attempts. Try your luck! |
Бесплатно
|
|