【Product Name】: Educational Building Block Puzzle 【Product Packaging】: Color Box + Glossy Film 【Color Box Dimensions】: 32.5*31.5*5 cm Gladiator is an educational board game invented by the French scientist Bernard Tavitian. Thanks to Bernard Tavitian's ingenious design and creativity, Gladiator has won many game awards worldwide. Game Introduction: Its rules are simple, yet highly entertaining, allowing players to unleash their full potential. At the start of the game, you sequentially place your colored pieces on the board from the starting point. Each piece can only connect to a corner of a piece of the same color; it is not allowed to place them along the edges. Many players often get frustrated when playing because you can't just focus on placing your own pieces; you must also prevent others from placing theirs. This competitive element adds a lot of fun to the game. Gladiator has almost no age limit, and its ease of learning makes it a popular introductory choice for many puzzle game buyers. The goal is to fill the board with as many pieces as possible, testing your wit and strategy to block your opponent and expand your territory. Each piece has a unique shape, each move requires precise calculation, and each game is different. It is an endlessly strategic game suitable for two to four players. How to Play: Each player chooses a set of 21 pieces of the same color and takes turns placing them on the board. Each player's first piece must be placed in a corner. Gladiator's (Blokus) is one of the world's 100 most popular classic games. This game is perfect for friends and family gatherings! Gladiator's adds another option to your home life and family activities. 1. Each new piece must connect to at least one piece of the same color on the board, but only at corners, not along any of the four sides. There are no restrictions on how pieces of different colors can connect. 2. The game ends when all players cannot place any more pieces. The winner is the player who placed the piece on the last square, and that player has the fewest number of squares remaining.