Mechanical puzzles

Magnetic Tower of Hanoi

The Magnetic Tower of Hanoi (MToH) puzzle is a variation of the classical Tower of Hanoi puzzle (ToH), where each disk has two distinct sides, for example, with different colors "red" and "blue". The rules of the MToH puzzle are the same as the rules of the original puzzle, with the added constraints that each disk is flipped as it is moved, and that two disks may not be placed one on another if their touching sides have the same color. Each disk has a North and South pole, with similar poles repelling one another and opposite poles attracting one another.Magnets inside each disk physically prevent illegal moves. One of the striking features of the classical ToH puzzle is its relation to the base 2: the minimum number of total moves required to solve the puzzle is 2n − 1 (where n is the number of disks), while the minimum number of moves made by disk k is 2k − 1 (disks are numbered bottom up so that k = 1 being the largest disk, and k = n being the smallest). It will be shown below that just as the original ToH puzzle is related to base 2, so the MToH is related to base 3, though in a more complex manner. (Wikipedia).

Magnetic Tower of Hanoi
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Macau Tower Tour - Macau

Macau Tower Convention & Entertainment Centre (Chinese: 澳門旅遊塔會展娛樂中心;Portuguese: Centro de Convenções e Entretenimento da Torre de Macau), also known as Macau Tower, is a tower located in the Special Administrative Region of the People's Republic of China. Macau used to be a Portuguese colo

From playlist Observation Decks

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The Shanghai Tower Rising

Opening this year, Shanghai Tower is a soaring symbol of China's economic future. The mixed-use tower designed by Gensler will be the tallest building in China--a vertical city defining a new form of urban life. Read more at http://bit.ly/1J3FiVC

From playlist Shanghai Tower | The B1M Mail Feature

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Tower Of Hanoi Problem | Tower Of Hanoi Problem Explanation | Recursive Visualization | Simplilearn

This video on the Tower of Hanoi problem will offer you a thorough comprehension of the problem statement as well as a methodology for implementing a solution based on the rules provided. In this video, you will contemplate recursive visualization of the Tower of Hanoi problem. Finally, yo

From playlist Data Structures & Algorithms [2022 Updated]

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The Tower Of Hanoi

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From playlist Shorts

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Shanghai Tower (650 meters)

Today we will show you how to climb on the second tallest building in the world. Shanghai Tower, China. NFT from this climb is available via the link: https://superrare.com/artwork-v2/shanghai-tower-31858 Contacts: mail@ontheroofs.com Music: N'to - Trauma (Worakls Remix)

From playlist Shanghai Tower | The B1M Mail Feature

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A Rare Look Inside Shanghai Tower

Get a glimpse of the sky gardens, which set Shanghai Tower apart from any high-rise ever built. http://bit.ly/1aNxP18

From playlist Shanghai Tower | The B1M Mail Feature

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A train ride from Hanoi to Saigon...

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From playlist Sleeper trains

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MahaNakhon: Building Thailand's Tallest Tower

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From playlist Skyscrapers - The B1M

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The ultimate tower of Hanoi algorithm

There must be millions of people who have heard of the Tower of Hanoi puzzle and the simple algorithm that generates the simplest solution. But what happens when you are playing the game not with three pegs, as in the original puzzle, but with 4, 5, 6 etc. pegs? Hardly anybody seems to kno

From playlist Recent videos

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Towers of Hanoi: A Complete Recursive Visualization

This video is about an in depth look at one of the most challenging recursive problems for computer science students: Towers of Hanoi. We first take the perspective of how we would solve it if it was just a puzzle, where we look specifically at developing a general strategy. Afterwards, we

From playlist Problem Solving

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Binary, Hanoi, and Sierpinski, part 2

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From playlist Binary, Hanoi and Sierpinski

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Binary, Hanoi and Sierpinski, part 1

Binary counting can solve the towers of Hanoi puzzle, and if this isn't surprising enough, it can lead to a method for finding a curve that fills Sierpinski's triangle (which I get to in part 2). Thanks to Desmos for their help in supporting this video. They're hiring, and anyone interes

From playlist Binary, Hanoi and Sierpinski

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Key to the Tower of Hanoi - Numberphile

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From playlist Ayliean MacDonald on Numberphile

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From playlist Comparison

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Tower of Hanoi tutorial

The famous Towers of Hanoi puzzle, sometimes called Towers of Brahma and mistakenly Hanoi Towers by myself. Invented by French mathematician Édouard Lucas and related to the baguenaudier puzzle. http://www.youtube.com/watch?v=qtkvROd1YLY Very interesting for its math contents, it is also

From playlist Wooden Burr Puzzles and Other

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Vollständige Induktion (Teil 2) – Die Türme von Hanoi (eine Rekursion) | Kaleidoskop der Mathematik

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From playlist Kaleidoskop der Mathematik - Kurzvorlesungen für Schüler*innen der Oberstufe

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11 1 Problem Solving

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From playlist PSY 422 Memory and Cognition with Dr. B

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Discrete Math - 8.1.1 Modeling with Recurrence Relations

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From playlist Discrete Math I (Entire Course)

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Related pages

Integer sequence | Tower of Hanoi | Magnetic Tower of Hanoi | Characteristic polynomial | Recurrence relation | Symmetry | Markov chain | Mathematical induction | Recursion