Skip-Bo & Uno

Skip-Bo or Uno is known to be the best board game ever, which has been sought after in many networks, from real-world cards to mobile and console releases. Gladly, they have been integrated into a new version specifically for GBA. Mostly those who have already experienced them want to find a simpler and more streamlined digital version than doing with casual tools since the default actions can be performed by the machine. Besides, they can also connect to each other via the GBA cable.

About Uno, I will briefly discuss the rules of the game for you to understand, even for those who have never known. It is quite simple to grasp. The system will play the default card for player 2, 3, or 4. The goal to achieve is to eliminate all of your existing cards to become the winner. Basically, cards only have colors and numbers. The same color or same number can be used to insert on the opponent’s turn. There are also some special types that can take over UNO rights and interrupt any turn. In that case, the person with UNO will have to draw some more cards, and this makes them lag behind at the end. Overall, its gameplay is quite random. Skill is a part, but luck will also affect the results. If getting bad components, or not suitable for other players, the player might quickly become a loser. However, do not be so pessimistic. Understand these rules first, because even the professional player starts from the basics.

About Skip-Bo, it is considered more attractive than just pure Uno. The reason assigned is the gameplay holds more tactical element, can be transformed unpredictably, without containing much luck. And for this reason, the play will last longer than usual, about 30 minutes. In each turn, it required thinking to combine units logically, similar to the deployment of troops during the war. In some ways, Skip-Bo has become an opponent to chess, although not using specific objects but replacing by cards. The target is the same as Uno, who empties the cards first will win. And then, the scoring mechanism will work to determine the order of ranking two, three, and final.