Number Puzzle - Sliding Puzzle 1.1.1

Number Puzzle is a sliding puzzle game that offers a challenging and engaging experience. The game involves a frame filled with numbered square blocks, with one block intentionally missing, creating a strategic puzzle-solving scenario. The main objective of the game is to arrange the blocks in numerical order by utilizing sliding moves that rely on the open space.

This game boasts several notable features, including smooth effects that make the sliding puzzle experience seamless and enjoyable. The gameplay itself is easy to grasp, making it accessible for players of all skill levels, while still offering opportunities for mastery and improvement.

One highly appealing aspect of this game is the guaranteed solution for all puzzles. This means that no matter the initial arrangement of the blocks, there will always be a way to achieve the desired numerical order.

Number Puzzle provides players with thousands of challenging levels to conquer. With boards ranging from 3x3 to 8x8 tiles, the game caters to various difficulty preferences and allows players to gradually increase the complexity of their gameplay.

The immersive audio and stunning visual effects further enhance the gameplay experience, creating a soothing and visually pleasing environment for players to enjoy.

In terms of usability, this game supports multi-block touch moves, enabling players to manipulate multiple blocks at once, adding an extra layer of strategic thinking to the puzzles.

Additionally, Number Puzzle offers the convenience of offline play. This means that even without an internet connection, players can enjoy the game wherever they are, making it ideal for travel or situations where Wi-Fi may not be readily available.

Number Puzzle is known by various names such as Sliding Block Puzzle, Sliding Tile Puzzle, Game of Fifteen, 15-puzzle, 16-puzzle, 8-puzzle, or 9-puzzle. These alternative names correspond to specific tile configurations, such as 4x4 tiles for the 16-puzzle and 3x3 tiles for the 8-puzzle.