The Hanoi Towers
About
English:
The Hanoi Towers also known as Towers of Hanoi, Tower of Brahma and Lucas' Tower, it's a puzzle with a mathematical solution consisting in three rods with a number of disks of scaled sizes from bigger to smaller, the smallest at the top like a conical shape.
The objective of the game is to move all the disks from the left rod to the right rod in the minimal amount of movements taking in count these 3 rules:
* Only one disk can be moved at a time
* Only the upper disk can be moved to another rod that can be empty or not
* A disk can't be placed over a smaller disk
The game is played by levels, each time all disk are taken to the right rod, the current level is finished and a new one begins, each new level adds a new disk to the left stack on the left rod making every new level more and more complex.
Each time a level is finished an end level dialogue appears with the following information:
* The finished level number
* The elapsed time used to complete it
* A 3 Stars rank for:
1. Minimal Movements,
2. No error or mistakes,
3. Time Record
To win the game the player must complete 7 levels
At the end the game shows a results chart with all the completed levels, it's times, records, number of good and bad movements, the 3 stars raking obtained, and which of the 6 achievements the player got, that are the following:
Achievements:
1. The First 3 Stars: When the player got its first 3 stars rank
2. 3 Impeccable Levels: When the player got 3 stars rank 3 consecutive times
3. 3 Consecutive Time Records: When the player reach 3 level records
4. ¡Unstoppable!: When the player reach 5 level records
5. Game Completed: When the player complete all the levels
6. Best Game Time: The player finished the game with the minimal amount of time
We hope you enjoy this fun mathematical game.
The Hanoi Towers also known as Towers of Hanoi, Tower of Brahma and Lucas' Tower, it's a puzzle with a mathematical solution consisting in three rods with a number of disks of scaled sizes from bigger to smaller, the smallest at the top like a conical shape.
The objective of the game is to move all the disks from the left rod to the right rod in the minimal amount of movements taking in count these 3 rules:
* Only one disk can be moved at a time
* Only the upper disk can be moved to another rod that can be empty or not
* A disk can't be placed over a smaller disk
The game is played by levels, each time all disk are taken to the right rod, the current level is finished and a new one begins, each new level adds a new disk to the left stack on the left rod making every new level more and more complex.
Each time a level is finished an end level dialogue appears with the following information:
* The finished level number
* The elapsed time used to complete it
* A 3 Stars rank for:
1. Minimal Movements,
2. No error or mistakes,
3. Time Record
To win the game the player must complete 7 levels
At the end the game shows a results chart with all the completed levels, it's times, records, number of good and bad movements, the 3 stars raking obtained, and which of the 6 achievements the player got, that are the following:
Achievements:
1. The First 3 Stars: When the player got its first 3 stars rank
2. 3 Impeccable Levels: When the player got 3 stars rank 3 consecutive times
3. 3 Consecutive Time Records: When the player reach 3 level records
4. ¡Unstoppable!: When the player reach 5 level records
5. Game Completed: When the player complete all the levels
6. Best Game Time: The player finished the game with the minimal amount of time
We hope you enjoy this fun mathematical game.
System requirements for iOS
iPad 2 Wifi, iPad 2 3G, iPhone 4S, iPad Third Gen, iPad Third Gen 4G, iPhone 5, iPod Touch Fifth Gen, iPad Fourth Gen, iPad Fourth Gen 4G, iPad Mini, iPad Mini 4G, iPhone 5c, iPhone 5s, iPad Air, iPad Air Cellular, iPad Mini Retina, iPad Mini Retina Cellular, iPhone 6, iPhone 6 Plus, iPad Air 2, iPad Air 2 Cellular, iPad Mini 3, iPad Mini 3 Cellular, iPod Touch Sixth Gen, iPhone 6s, iPhone 6s Plus, iPad Mini 4, iPad Mini 4 Cellular, iPad Pro, iPad Pro Cellular, iPad Pro 9.7, iPad Pro 9.7 Cellular, iPhone SE, iPhone 7, iPhone 7 Plus, iPad 6 1 1, iPad 6 1 2, iPad 7 1, iPad 7 2, iPad 7 3, iPad 7 4, iPhone 8, iPhone 8 Plus, iPhone X, iPad 7 5, iPad 7 6, iPhone X S, iPhone X S Max, iPhone X R, iPad 8 1 2, iPad 8 3 4, iPad 8 5 6, iPad 8 7 8, iPad Mini 5, iPad Mini 5 Cellular, iPad Air 3, iPad Air 3 Cellular, iPod Touch Seventh Gen