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73.
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<qt>Mathematicians calculate that a 3x3x3 cube can be shuffled into 43,252,003,274,489,856,000 different patterns, yet they conjecture that all positions can be solved in 20 moves or less. The method that can do that (as yet undiscovered) is called God's Algorithm.<br><br>Many longer methods are known. See the two Wikipedia articles on Rubik's Cube and Optimal Solutions for Rubik's Cube.<br><br>Several methods work systematically by building the solution one layer at a time, using sequences of moves that solve a few pieces without disturbing what has already been done. The 'Beginner Solution' demonstrated here uses that approach. Just over 100 moves solve a cube that is shuffled in 20.</qt>
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(no translation yet)
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Located in
kubrick.cpp:175
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74.
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3x3x3 Layer 1, Edges First
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(no translation yet)
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Located in
kubrick.cpp:193
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75.
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3x3x3 Layer 2, Edge from Bottom Right
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(no translation yet)
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Located in
kubrick.cpp:194
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76.
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3x3x3 Layer 2, Edge from Bottom Left
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(no translation yet)
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Located in
kubrick.cpp:195
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77.
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3x3x3 Layer 3, Flip Edge Pieces
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(no translation yet)
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Located in
kubrick.cpp:196
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78.
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3x3x3 Layer 3, Place Corners
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(no translation yet)
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Located in
kubrick.cpp:197
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79.
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3x3x3 Layer 3, Twist Corners
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(no translation yet)
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Located in
kubrick.cpp:198
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80.
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3x3x3 Layer 3, Place Edges and DONE!
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(no translation yet)
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Located in
kubrick.cpp:199
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82.
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3x3x3 Swap 2 Pairs of Edges
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(no translation yet)
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Located in
kubrick.cpp:201
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83.
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3x3x3 Untwist 2 Corners
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(no translation yet)
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Located in
kubrick.cpp:202
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