Packing problems

Hoffman's packing puzzle

Hoffman's packing puzzle is an assembly puzzle named after , who described it in 1978. The puzzle consists of 27 identical rectangular cuboids, each of whose edges have three different lengths. Its goal is to assemble them all to fit within a cube whose edge length is the sum of the three lengths. writes that the first person to solve the puzzle was David A. Klarner, and that typical solution times can range from 20 minutes to multiple hours. (Wikipedia).

Hoffman's packing puzzle
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Japanese Packing Puzzles are WEIRD!!

Youtooz Giveaway: http://chrisramsay.youtooz.com/ Today I'm taking a look at my new Youtooz figure! We're also looking at three unique packing puzzles! Enjoy! Get My Puzzle Here: https://www.1st.shop/ 1000's of PUZZLES Available here: http://www.puzzlemaster.ca/?a=681162 ________________

From playlist Puzzles!

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Cubic Close Packing Cube

http://demonstrations.wolfram.com/CubicClosePackingCube/ The Wolfram Demonstration Project contains thousands of free interactive visualizations with new entries added daily. Close-packed layers of spheres can be stacked to form a cubic close packing by shifting every second layer. M

From playlist Wolfram Demonstrations Project

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Math for Liberal Studies - Lecture 1.8.1 The Bin-Packing Problem

This is the first video for Math for Liberal Studies Section 1.8: Bin Packing and Scheduling. In this lecture, I discuss the general idea behind the bin-packing problem and talk about several examples of how this problem can occur in the real world.

From playlist Math for Liberal Studies Lectures

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Combinatorics and Geometry to Arithmetic of Circle Packings - Nakamura

Speaker: Kei Nakamura (Rutgers) Title: Combinatorics and Geometry to Arithmetic of Circle Packings Abstract: The Koebe-Andreev-Thurston/Schramm theorem assigns a conformally rigid fi-nite circle packing to a convex polyhedron, and then successive inversions yield a conformally rigid infin

From playlist Mathematics

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Diophantine analysis in thin orbits - Alex Kontorovich

Special Seminar Topic: Diophantine analysis in thin orbits Speaker: Alex Kontorovich Affiliation: Rutgers University; von Neumann Fellow, School of Mathematics Date: December 8, 2017 For more videos, please visit http://video.ias.edu

From playlist Mathematics

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Haym Hirsh - The Soma Renaissance - G4G14 Apr 2022

The Soma Cube was invented by Piet Hein in the 1930s and popularized by Martin Gardner in Scientific American columns starting in September 1958. Several variations of the puzzle were introduced by Hein and others in the ensuing years, but in just the last five years the puzzle received an

From playlist G4G14 Videos

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Math for Liberal Studies - Lecture 1.8.2 One-at-a-Time Algorithms

This is the second video for Math for Liberal Studies Section 1.8: Bin Packing and Scheduling. In this lecture, I discuss two algorithms for solving bin-packing problems: the first-fit algorithm and the best-fit algorithm. I work through an example of each algorithm and discuss advantages

From playlist Math for Liberal Studies Lectures

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Solving The RARE Japanese Bear Puzzle!!

Today I'm going to attempt to solve the "Bear Get Ready" Puzzle designed by the Karakuri Creation Group out of Japan. This is an extremely well crafted puzzle box. The aim here is to help the bear find his glass, watch and ticket so that he can get to work. Now.. Let's get to work! Poop C

From playlist Puzzles!

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Immigration Law Symposium Panel 6

This Immigration Law Symposium was recorded at UC Irvine School of Law on February 17-18, 2011. Our labor markets rely heavily on unauthorized workers, yet the law affords these workers only modest workplace protections. Restrictionists condemn sanctuary cities while praising Arizona's S.

From playlist UC Irvine School of Law: 2012 Lectures & Seminar Series

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Lindbergh Baby Case Aka The Lindbergh Kidnapping - Reel 2 (1935)

Unused / unissued material - no paperwork - dates unclear or unknown. 1935? New Jersey, United States of America. Title reads: "Lindbergh Baby Case - Scenes at Hauptmann's Trial at Flemington, N.J." Mrs Hauptmann on way to court. Colonel Charles Lindbergh goes into court. Bruno (Be

From playlist 20th Century Crimes

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Cosmology with wide angle X-ray Surveys by Marat Gilfanov

Program Cosmology - The Next Decade ORGANIZERS : Rishi Khatri, Subha Majumdar and Aseem Paranjape DATE : 03 January 2019 to 25 January 2019 VENUE : Ramanujan Lecture Hall, ICTS Bangalore The great observational progress in cosmology has revealed some very intriguing puzzles, the most i

From playlist Cosmology - The Next Decade

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Sorting Secret - Computerphile

Two different sorting algorithms are actually the same. Professor Graham Hutton explains. Note from Professor Hutton: It's great to see all the discussions here! To clarify a point raised in some of the comments, the video shows that if you consider the essential underlying idea of selec

From playlist Subtitled Films

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Chem 51C. Lecture 17. Ch. 23 continued. Reactions of Amines

Full Chem 51C Playlist: https://www.youtube.com/playlist?list=PLqOZ6FD_RQ7lherMlgcDNCBHbQi5paAO_ Lecture 17. Ch. 23 continued. Reactions of Amines: Hofmann Elimination, Diazotization, and Reactions of Aryl Diazonium Salts Instructor: James S. Nowick, Ph.D. License: Creative Commons BY-NC-

From playlist Chem 51C, Organic Chemistry (2022)

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An Argument Against Reality - Why You Can't Trust Your Senses

Watch over 2,400 documentaries for free for 30 days AND get a free Nebula account by signing up at https://curiositystream.com/upandatom and using the code "upandatom". Nebula: The new streaming platform by and for educational creators - https://watchnebula.com/ Do you think you see an o

From playlist Popular Uploads

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Abraham Lincoln Family Tree

Sign up for a 14-day free trial and enjoy all the amazing features MyHeritage has to offer. If you decide to continue your subscription, you’ll get a 50% discount: https://bit.ly/UsefulCharts-MH CREDITS: Charts & Narration by Matt Baker Animation by Syawish Rehman Audio editing by Ali Sha

From playlist US President & VP Family Trees

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The Assassin Puzzle | Infinite Series

Viewers like you help make PBS (Thank you 😃) . Support your local PBS Member Station here: https://to.pbs.org/donateinfi Imagine you have a square-shaped room, and inside there is an assassin and a target. And suppose that any shot that the assassin takes can ricochet off the walls of the

From playlist An Infinite Playlist

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Watch Tempers Flare As A Fight Breaks Out On The Hoffman Claim | Gold Rush

#GoldRush The tension within the Hoffman crew finally explodes as Dave and Trey get into a physical altercation on the claim. Full Episodes Streaming FREE on Discovery GO: https://www.discoverygo.com/gold-rush/ Subscribe to Discovery: http://bit.ly/SubscribeDiscovery Join us on Facebook:

From playlist Gold Rush

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Sharp sphere packings – Maryna Viazovska – ICM2018

Number Theory | Combinatorics Invited Lecture 3.1 | 13.1 Sharp sphere packings Maryna Viazovska Abstract: In this talk we will speak about recent progress on the sphere packing problem. The packing problem can be formulated for a wide class of metric spaces equipped with a measure. An in

From playlist Number Theory

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Instant Insanity Puzzle | Infinite Series

Viewers like you help make PBS (Thank you 😃) . Support your local PBS Member Station here: https://to.pbs.org/donateinfi Imagine you have four cubes, whose faces are colored red, blue, yellow, and green. Can you stack these cubes so that each color appears exactly once on each of the four

From playlist An Infinite Playlist

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Math for Liberal Studies - Lecture 1.8.3 Sorted-Weight Algorithms

This is the third video for Math for Liberal Studies Section 1.8: Bin Packing and Scheduling. In this lecture, I discuss variations of the first-fit and best-fit packing algorithms. In these methods, we first sort the list of objects from largest to smallest before applying the packing alg

From playlist Math for Liberal Studies Lectures

Related pages

Geometric mean | Inequality of arithmetic and geometric means | Arithmetic progression | Prime number | David A. Klarner | Mechanical puzzle | Cuboid | Smooth number | Hypercube | Arithmetic mean