Discover the award-winning 1975 game: Mastermind Superior!

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Discover the award-winning 1975 game: Mastermind Superior!

• Manufacturer: Clipper
• Manufacturing date: 1975 Game of the Year!

Description
Step into the shoes of a professional codebreaker and showcase your analytical abilities with Mastermind Superior. This game offers players the ultimate challenge to test their logical thinking. With five holes and eight colours, the game dares you to determine the colours and exact positions. Who will prove to be the true mastermind?

As the code maker, you secretly place a row of coloured pegs behind the screen, while your opponent - the codebreaker - gets twelve chances to discover the correct colours and positions. You have complete freedom to compose your code, and colours can appear multiple times.

Mastermind Superior is a valuable addition to any game collection.

The game is a classic in logical thinking and provides an immersive experience for both beginners and experienced players. One player must unravel the other player's secret code, and with the help of black and white pegs, feedback is given about the correct colours and positions. Who will crack the code first?

Whether you're a fan of strategic games, seeking a challenge, or simply looking to have fun with friends and family, Mastermind Superior is a game you shouldn't miss. Experience the Game of the Year 1975 and discover who the true mastermind is!

Order Mastermind Superior today and let your brain crackle with this timeless masterpiece.

Condition
This game itself is in a neat original condition, and the box shows minimal signs of use and wear. The attached photos provide a good representation of this and are part of the description.

Dimensions
The box has the following dimensions:

• Height: 3.2 cm
• Length: 36 cm
• Width: 16 cm.

Mastermind is a classic among logical thinking games. The objective of the game is for one player to unravel the other player's secret code.

The codemaker secretly chooses five code pegs and places them in a specific order behind the shield. It is allowed to choose two or more pegs of the same colour. The codemaker can choose from six different colours. The hidden code is what the codebreaker must try to unravel.

On their turn, the codebreaker places five code pegs of their choice in an empty row. Then, the code maker indicates how well the codebreaker has done using key pegs:

Black pegs: indicate that a color is in the correct position. White pegs: indicate how many colors are present in the code but are not in the correct position. With this new information, the codebreaker can place four additional code pegs in the next empty row.

If the code maker has placed four black pegs, the code is cracked. Then, the roles switch. The player who took the minimum number of turns to crack the code is the winner of the game.

If both players require the same number of turns to crack the code, two additional rounds can be played to determine the ultimate winner of the game.