Description

Features

• THE ORIGINAL RUBIK’S CUBE 3X3 – A combination of mathematics, art and science, the iconic Rubik’s Cube challenges your mind and problem-solving skills. The classic 3×3 Rubik’s Cube is the world’s best-known addictive puzzle and has fascinated fans for decades. A legendary mental challenge at home or on the move
• PUZZLE THE FOR VISUALLY IMPAIRED – The Rubik’s Touch Cube has been specially developed for visually impaired gamers who want to tackle the iconic Rubik’s Cube
• FEATURES EMBOSSED PATTERNS – Each face of Rubik’s Touch Cube contains a different embossed pattern and colour to help the blind solve the Rubik’s Cube. The aim of the game is to twist and turn the Rubik’s Cube to return it to its original state, with every side having one solid colour and texture
• IMPROVED PLAY – All the features of the original Cube but with faster, smoother and more reliable play. No more frustrating snagging or popping core
• STICKERLESS – If anyone ever tells you they solved the Rubik’s Cube by picking the stickers off – hand them one of these. The traditional stickers have been replaced with plastic, which means no fading, peeling or cheating!

Description

The addictive Rubik’s Cube is now available in a design that allows visually impaired gamers to solve the Cube. Each face of the 3x3x3 Touch Cube features a different embossed pattern and colour ensuring that visually impaired Cubers can play with the world’s best-selling toy. 

A must for puzzle lovers, the aim is to try twist and turn the Rubik’s Cube to its original state, with every side having one solid colour.

There are… wait for it… 43,252,003,274,489,856,000 ways of arranging the squares, and only one of these is the solution. Turn and twist away – can you solve it?

The new and improved Rubik’s Cube features a mechanism that results in a smoother, faster and more reliable play. The traditional stickers have been replaced with plastic tiles which means no fading, peeling or cheating

Solve the puzzle by matching the patterns up on all sides of the Cube.