Puzzle Categories
- Home
- New Items
- On Sale
- Group Specials
- Metal Puzzles
- Wire Puzzles
- Wood Puzzles
- Puzzle Locks
- Puzzle Boxes
- 3D Printed Puzzles
- More Puzzles
- Rubik's Cube & Others
- Jigsaws
-
Games & Toys
- 3D Anatomic Puzzles
- Backgammon and Checkers
- Board Games
- Boomerangs
- Card Games
- Chess
- Children's Toys & Puzzles
- Classic Toys
- Playing Cards
- Clothing & Accessories
- Dominoes
- Electronic
- Fidget Toys
- Gadgets
- Game Accessories
- Juggling Equipment
- Magic Items
- Models and Kits
- Murder Mystery
- Padlocks
- Space Rail
- Wind-up Toys
- Wood Games
- Yo Yo's & Tops
- Other Games & Toys
-
Designers
- A. Fischer
- Aaron Wang
- Abhishek Ruikar
- Adam G. Cowan
- Ad van der Schagt
- Akaki Kuumeri
- Akio Kamei
- Akio Yamamoto
- Akira Yuta
- Albert Hopping
- Aleh Hladzilin
- Alex Polonsky
- Alexander E Holroyd
- Alexander Haydon O’Brien
- Alexander Magyarics
- Alfons Eyckmans
- Alfons Eyckman
- Allan Boardman
- Allan Stein
- András Zagyvai
- Andrea Gilbert
- Andrea Mainini
- Andreas Roever
- Andrei Ivanov
- Andrew Coles
- Andrew Cormier
- Andrew Crowell
- Andrew Parr
- Andrew Reeves
- Andrew Snowie
- Andrew Ustjuzhanin
- Andrey Ubjuzhanin
- Andriy Bruns
- Andy Gilker
- Anneke Treep
- Ariel Laden
- Ayi Liu
- Benjamin Heidt
- Benno Baatsen
- Bernhard Schweitzer
- Bernhard Wiezorke
- Bertran Steinsky
- Bill Cutler
- Bill Ritchie
- Bill Sheckels
- Boaz Feldman
- Boston Abrams
- Brad Ross
- Brady Whitney
- Bram Cohen
- Brandon Wolf
- Brian Kren
- Brian Young
- Dan Fast
- Chris Yates
- Cristian Poliziani
- Christoph Lohe
- Christopher Bandelow
- Dan Feldman
- Dave Janelle
- David Goodman
- David Litwin
- David Pitcher
- Derek Bosch
- Derrick Niedermann
- Dieter Matthes
- Dick Hess
- Dion Gijswijt
- Dmitry Pevnitskiy
- Dominique Bodin
- Don Ullman
- Doug Engel
- Dugald Keith
- Edi Nagata
- Edouard Lucas
- Eldon Vaughn
- Endou Takeyuki
- Eric Fuller
- Eric Harshbarger
- Eric Johansson
- Evgeniy Grigoriev
- Felix Ure
- Ferdinand Lammertink
- Francois Dursus
- Frans de Vreugd
- Frederic Boucher
- Gali Shimoni
- Garrett Mathias
- Gary Foshee
- Geoff Wyvill
- Georg Pfäffinger
- George Bell
- George Miller
- George Sicherman
- Goh Pit Khiam
- Gregory Benedetti
- Hans J. Mai
- Haym Hirsh
- Hideaki Kawashima
- Hirokazu Iwasawa (Iwahiro)
- Hiroshi Iwahara
- Hiroshi Yamamoto
- Hiroyuki Oka
- Inon Kohn
- Ishino Keiichiro
- Istvan Bondi
- James Dalgety
- James Fortune
- Jan de Ruiter
- Jared Petersen
- Jean Carl
- Jean Claude Constantin
- Jean Gallati
- Jeremy Barrett
- Jerrett Metzger
- Jerry Loo
- Jerry Slocum
- Jim Winslow
- Jin-Hoo Ahn
- John Adrian
- John Foshee
- John Lin
- John Partridge
- John R. Lynn
- Jose Grant
- Joseph L. Litle
- Jo Wils
- Jon Keegan
- Jordi Gallen
- Jos Bergmans
- Josef Pelikan
- Joseph Kovell
- Joseph Turner
- Juha Levonen
- Jürgen Reiche
- K. J. Damstra
- Kagen Sound
- Kate Jones
- Keith Newstead
- Keith Winegar
- Kelly Snache
- Kennet Walker
- Kirill Grebnev
- Klaas Jan Damstra
- Klaas Noordhoek
- Kris Antibus
- Kyoo Wong
- Laurence Chen
- Laurent Levi
- Lee Krasnow
- Leonid Mochalov
- Lixy Yamada
- Logan Kleinwaks
- Lucie Pauwels
- Luke Waier
- Manvel and Sarkis Simonyan
- Marcel Gillen
- Mark Engelberg
- Markus Gotz
- Martin Raynsford
- Martin H. Watson
- Masumi Ohno
- Matt Magee
- Matthew Williams
- M.C. Escher
- Michael Lalet
- Michael & Robert Lyons
- Michail Toulouzas
- Michel van Ipenburg
- Mineyuki Uyematsu
- Nic Burger
- Nicolay Avilov
- Niek Neuwahl
- Nob Yoshigahara
- Oleg Smol'yakov
- Oliver Schaudt
- Osamu Kasho
- Osanori Yamamoto
- Oskar van Deventer
- Otake & Wong
- Patrick Alpers
- Patrick Matthews
- Patrick Timmerman
- Peter Gál
- Peter VanderMeulen
- Phil Wigfield
- Philip Black
- Philippe Dubois
- PS Zituaction
- R. Aubrey Hearn
- Raf Peeters
- Rafael Pedraza Islas
- Rainer Popp
- Ramu Kaminoff
- Ray Stanton
- René Dawir
- Rex Rossano Perez
- Rick Eason
- Robert Aaron
- Robert Abbott
- Robert Rose
- Robrecht Louage
- Rocky Chiaro
- Rod Bogart
- Rodolfo Kurchan
- Roger D.
- Roger & Pascal Hunziker
- Roger Penrose
- Ron Cook
- Ronald Kint-Bruynseels
- Ryan Plaisted
- Sam Ritchie
- Samuel Farinas
- Sashko Peshevski
- Scott Eliott
- Serhiy Grabarchuk
- Shane Hales
- Shou Sugimoto
- Silvia Heinz-Mattes
- Sjaak Griffioen
- Sonja Heinz
- Stephan Baumegger
- Stéphane Chomine
- Steve Hayton
- Steve Miller
- Steve Moore
- Steve Nicholls
- Stewart Coffin
- Tamas Vanyo
- Tatiaana Matveeva
- Tatsuo Miyamoto
- Teddy Sakamoto
- Terry Smart
- Theo & Ora Coster
- Thomas Barbèy
- Thomas Kinkade
- Thomas Liesching
- Thomas O`Beirne
- Tibor Miklos
- Tim Alkema
- Tim Selkrik
- Timo Jokitalo
- Timothy Collins
- Timur Evbatyrov
- Tom Brouwer
- Tom Jolly
- Tomas Lindén
- Tom Longtin
- Tom van der Zanden
- Tom Z
- Tony Durham
- Tony Fisher
- Tsunetaro Yamanaka
- Tuan Djeems
- Tyler Williams
- Tzy Hung Chein
- Uwe Meffert
- Vaclav Obsivac
- Valery Rudenko
- Vesa Timonen
- Vladimir Krasnoukhov
- Volker Latussek, Dr.
- Walter Ruffler
- Wei-Hwa Huang
- Wenzel Hieke
- William Hu
- William Waite
- Wil Strijbos
- Wim Zwaan
- Wyatt P. Casey
- Yavuz Demirhan
- Y Gong Yong Ming
- Yoh Kakuda
- Yuu Asaka
- Zhong Qizhen
- Zui Shalen
- Gift Certificates
- Puzzle Solutions
Download a FREE Solution for your puzzles!
Home » Rubik's Cube & Others » Other Rotational Puzzles » Bram & Oskar Gear 2x2 Cube PLUS - Black Body (6-Color Stickers)
Bram & Oskar Gear 2x2 Cube PLUS - Black Body (6-Color Stickers)
49.99
39.99
†
† USD value is estimated.
Change displayed currency?
Object | Mix up the cube and put it back to the start. |
---|---|
Difficulty | Level 9 - Gruelling |
Brand | Calvin's Puzzles |
Types | Other Rotational Puzzles, 2x2 |
Dimensions | 6 cm x 6 cm x 6 cm / 2.4 in x 2.4 in x 2.4 in |
Packaging | plastic box |
Read reviews, and write your own!
Product Info
The Bram & Oskar Gear 2x2 Cube Plus is an innovative and challenging puzzle designed by Oskar van Deventer and invented by Bram Cohen. This PLUS version of the original Gear 2x2x2 Cube features 6-teeth gears and exposed slider pieces, making it even more complex than its original counterpart.
How it Works:
-
The puzzle combines a 2x2x2 cube with eight gears that turn in a 1:8 ratio with the cube's rotation
-
To solve, align both regular pieces and gears in the correct position and orientation
-
Requires problem-solving skills and hand-eye coordination
History:
-
The original Bram & Oskar Gear 2x2x2 Cube was invented in 2009
-
The improved Gear 2x2x2 Cube Plus was introduced in 2015
Features:
-
Innovative design combining gears and a 2x2x2 cube
-
Challenging and fun to play
Related Products
People who enjoyed Bram & Oskar Gear 2x2 Cube PLUS - Black Body (6-Color Stickers) also liked the following...
Customer Reviews
4
1 Reviews
5
4
3
2
1
Disclaimer: These reviews are written by our customers. Puzzle Master makes every attempt to keep these posts informative and relevant. If you find a post objectionable or inappropriate, please let us know by sending an email to [email protected]
4
Minor spoilers ahead! The puzzle is solved if two conditions are met: 1) The gears are flattened and 2) Each face has a solid colour. I solve these puzzles by doing these steps in order: Flattening Gears --> Matching Gear Pairs --> Solving the Two Non-Geared Faces and then aligning them with each other --> Moving Gear Pairs to their required faces. I found this puzzle EASIER than the Non-PLUS version. The vertical slider pieces on each gear face adds no complexity since they can't even be separated from the gear beside them. But what makes it easier is the fact that on this puzzle due to the number of gear teeth (6) and their size, the gears can only be flat on a face by making an even number of turns from it's solve state, e.g. U12*N. On the non-PLUS version with 7 gear teeth, you can have flattened gears with both an EVEN AND ODD number of turns, e.g. U7*N. The implications are that on this puzzle, you cannot have solve condition #1 occur while being a U or a U' turn away from a solved puzzle (where performing such a turn will unflatten the gears, hence keeping the puzzle unsolved). On the non-plus version you can, and I will (perhaps incorrect) refer to this as "parity". Note that on both puzzles, you can have solve condition #1 occur while being an EVEN number of U turns (e.g. U2 * N) from a solved puzzle, which is easy to resolve. What is difficult to resolve is having solve condition #1 occur while being an ODD number of U turns away from a solve, which does not happen on this puzzle. Both are excellent puzzles though, but this puzzle turns less smoothly than the original version. TLDR: The non-plus version of this puzzle is the harder than this puzzle due to parity, and also turns better. Get that one instead if you plan to only get one as it represents a more complete solve.