Implementation of Rubik's Cube Formula in PyCuber
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The document discusses PyCuber, a Python package for solving Rubik's Cubes. It introduces Rubik's Cube and its creator Erno Rubik. It then describes how PyCuber implements classes like Step and Formula to represent cube positions and solving algorithms. Various methods are included, like optimizing formulas and randomizing or mirroring solutions. Some interesting Rubik's Cube facts and records are also mentioned.
![INITIALISING A FORMULA
Formula([Step("R"), Step("U")])
Formula("R U R' U'")](https://image.slidesharecdn.com/rubiks-cube-formula-150607065416-lva1-app6891/85/Implementation-of-Rubik-s-Cube-Formula-in-PyCuber-42-320.jpg)
Implementation of Rubik's Cube Formula in PyCuber
- 1. RUBIK'S CUBE FORMULA IN PYCUBER Adrian Liaw
- 3. ABOUT ME Junior high school student Home-schooling "Learning Reinforcer" at Agilearning
- 5. AGENDA Why / What's PyCuber Several Parts in PyCuber Rubik's Cube (And Notations) Implementations Things About Rubik's Cube
- 6. JUST FOR FUN
- 9. RUBIK'S CUBE
- 10. ERNŐ RUBIK
- 11. RUBIK'S CUBE
- 12. RUBIK'S REVENGE
- 13. PROFESSOR'S CUBE
- 14. OVER THE TOP
- 15. POCKET CUBE
- 16. ...
- 17. NOTATIONS
- 19. BASIC NOTATIONS R (right) L (left) U (up) B (bottom) F (front) B (back)
- 20. R
- 21. L
- 22. U
- 23. D
- 24. F
- 25. B
- 26. F'
- 27. U2
- 28. WIDE TURNS
- 29. r
- 30. l'
- 31. d2
- 33. x
- 34. y'
- 35. z2
- 36. IT'S TIME FOR SOME PYTHONIC STUFF
- 38. STEP face (F, L, d, y) extra symbol (counter-clockwise, 180 degrees)
- 40. FORMULA It's just a sequence of Steps
- 42. INITIALISING A FORMULA Formula([Step("R"), Step("U")]) Formula("R U R' U'")
- 53. L2 U' R -> R' U L2
- 54. USEFUL METHODS
- 56. L2 U' R -> R2 U L'
- 59. OPTIMISE No wide actions No whole cube rotations No repeated steps
- 63. RUBIK'S CUBE IS 41 YEARS OLD!
- 64. FASTEST SOLVE 5.25 SECONDS BY COLLIN BURNS
- 65. FASTEST ONE-HANDED SOLVE 6.88 SECONDS BY FELIKS ZEMDEGS
- 66. FASTEST BLINDFOLDED SOLVE (Including memorisation) 21.17 SECONDS BY MARCIN KOWALCZYK
- 67. FASTEST NON-HUMAN SOLVING 3.253 SECONDS BY CUBESTORMER III
- 68. EVERY LEGAL PERMUTATION CAN BE SOLVED IN 20 MOVES OR LESS
- 69. THERE ARE 43,252,003,274,489,856,000 POSSIBLE PERMUTATIONS
- 72. “If you are curious, you’ll find the puzzles around you. If you are determined, you will solve them.” – Ernő Rubik.