The Game of the Generals, also called GG or GOG as it is most fondly called, or simply The Generals, is an educational war game invented in the Philip...
The Game of the Generals, also called GG or GOG as it is most fondly called, or simply The Generals, is an educational war game invented in the Philippines by Sofronio H. Pasola Jr. in 1970. Its Filipino name is "Salpakan." It can be played within twenty to thirty minutes. It is designed for two players, each controlling an army, and a neutral arbiter (sometimes called a referee or an adjutant) to decide the results of "challenges" between opposing playing pieces, that like playing cards, have their identities hidden from the opponent.
The game simulates armies at war trying to overpower, misinform, outflank, outmaneuver, and destroy each other. It optimizes the use of logic, memory, and spatial skills. It simulates the "fog of war" because the identities of the opposing pieces are hidden from each player and can only be guessed at by their location, movements, or from the results of challenges. The game allows only one side's plan to succeed, although a player may change plans during the course of the game. In addition, there are two different ways of winning the game (see below). Certain strategies and tactics, however, allow both sides the chance of securing a better idea of the other's plan as the game progresses. Players can also speak or gesture to their opponents during matches, hoping to create a false impression about the identity of their pieces or their overall strategy.
This game was invented by Sofronio H. Pasola, Jr. with the inspiration of his son Ronnie Pasola.
The Pasolas first tried the Game of the Generals on a chessboard. Even then, the pieces had no particular arrangement. There were no spies in the experimental game; but after Ronnie Pasola remembered the James Bond movies and Mata Hari, he added the Spies. Making the pieces hidden was the idea of the Pasolas after remembering card games.
The Game of the Generals' public introduction was on February 28, 1973. After the game was made, it angered many Filipino chess players thinking that Pasola was trying to denigrate or supplant chess.
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GUESS WHO
Guess Who? is a two-player character guessing game created by Ora and Theo Coster, also known as Theora Design, that was first manufactured by Milton...
Guess Who? is a two-player character guessing game created by Ora and Theo Coster, also known as Theora Design, that was first manufactured by Milton Bradley in 1979 and is now owned by Hasbro. It was first brought to the UK by Jack Barr Sr. in 1982. The classic edition is currently being produced by Winning Moves Games USA.
Each player starts the game with a board that includes cartoon images of 24 people and their first names with all the images standing up. Each player selects a card of their choice from a separate pile of cards containing the same 24 images. The objective of the game is to be the first to determine which card one's opponent has selected. Players alternate asking various yes or no questions to eliminate candidates, such as:
"Does your person wear a hat?"
"Does your person wear glasses?"
"Is your person a man?"
The player will then eliminate candidates (based on the opponent's response) by flipping those images down until only one is left. Well-crafted questions allow players to eliminate one or more possible cards.
Special editions which have different faces have been released, including Star Wars, Marvel Comics and Disney. There are smaller, "travel" editions which have only 20 different faces. In 2008 and 2010, extra and mix and match games were released. A computer game based on the series was released in 1999 by Hasbro Interactive.
In the United States, advertisements for the board game often showed the characters on the cards coming to life, and making witty comments to each other. This caused later editions of such ads to carry the spoken disclaimer line "game cards do not actually talk" in order to meet Federal Trade Commission advertising guidelines requiring full disclosure of toy features unable to be replicated with the actual product.
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