A minimum of three continuous numbers is required. Swipe the numbers in increasing order all the numbers are replaced with the maximum number. We can also convert all repetitive numbers to continuous numbers. The goal is to make all 9's on the board with the least number of steps. 4x4 and 5x5 Boards are to choose from. There are 10 levels in each board. After the 10th level, there are unlimited random levels to play.
The goal of the game is to keep all the Knights in one cell. Moving Knights from one cell to another is possible through Knight moves of the Chess game. The move is possible only when the source Knights count is less than or equal to the destination Knights. The game is over when no move is possible. When the cell is selected, all the possible destination cells are highlighted. Click on any of the cells to complete the move.
Click on any cell to flip the color of the circle of the adjacent cells. The goal of the game is to remove all white circles from the board. There are 24 levels to play.
System of Linear Equations
Quadradic Equation
Rational Numbers
Polynomial Division