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Let's play with Cube with JJangsaem 333


Let's play with Cube with JJangsaem 333

Let's play with Cube with JJangsaem 333

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2024-08-30
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The 3x3x3 Cube was first made by Professor Erno Rubik, a professor at the<br />University of Budapest in Hungary.<br />While explaining three-dimensional design to students, he wondered if there<br />was an easy way to teach them the concept of three-dimensional space.<br />At first, he made several cubes with paper, colored them, and connected<br />each side to explain, but it was very hard because it didn't turn.<br />While walking along the beautiful Danube River, thinking about ¡°How can I<br />make each side of the cube turn?¡± he came across a pile of stones by the river.<br />'Wait! Those stones are stacked well without falling. Aha! If the cube's corners<br />are interlocked like the shape of the stacked stones, the cube will not be<br />crumpled even if it turns.¡¯<br />The professor first cut the wood and made a 3x3x3 cube.<br />Then, he colored each side of the cube and turned it around.<br />The cube worked very well.<br />However, after the professor turned the cube, the color of it was mixed on<br />every side.<br />It was hard to solve it.<br />The professor thought and studied for a long time and finally solved the<br />cube.<br />He was so happy and had a lot of fun after solving it.<br />The professor thought, 'I should make more so that other people can try it.'<br />he made more cubes and recommended it to the people around him.<br />People who got the cube began to fall in love with a new toy, and more<br />people began to look for the cube.<br />The cube's popularity lasted so long that everyone wanted to play with the<br />cube.<br />Try to solve the Rubik's Cube!!

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A 3x3x3 cube?
3x3x3 cube turning notations
Order of solving a 3x3x3 cube
One Make a white cross
Two Solve the centers on the second layer
Three Solve the top side
Four Solve the third layer
Five Solve the second layer
Six Make a yellow cross
Seven Solve the yellow side
Eigh Solve the corners on the third layer
Nine Solve the rest