Pocket Cube
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Twisty Puzzles - I love to collect them, but as much as I'd want it, I'm not very good at solving them. I can solve a traditional 3x3x3 Rubik's Cube with some algorithms, a 2x2x2, of course, and maybe a few more variants that are similar in difficulty, but that's it. When things get more complex, though, I just like to admire them for what they are and won't dare venture further.
This, unfortunately for me, is the case with Justin Eplett's Pocket Cube - 4 Color Edition. Am I disappointed for it? Of course not. The puzzle looks gorgeous, despite the fact that it scares me to try and completely scramble it - It could become unsolved forever, and I don't want that...
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The Pocket Cube is a perfect example of "looks can be deceiving". At first glance, it looks like a regular 2x2x2 puzzle with a smaller cube fused within one of its corner pieces. The reality, however, is that the puzzle is far from a simple 2x2x2. It's actually a 3x3x3 puzzle disguised with bandaged corner pieces. The puzzle also shape-shits in other unusual forms by simply turning and rotating it a few times on its axis.
This puzzle is yet another great Twisty Puzzle manufactured by Meffert's in collaboration with the original designer, here beautifully made with purple stickers for the main cube and blue green yellow for the smaller cubies. It turns very well, but with a little bit of lube it might be even better for speedcubing. The Pocket Cube can be solved into different states, so for better or for worse, there's lots of different solutions for you to try. As for me, I'll just keep it on my Twisty Puzzle shelves to keep the others company.
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Closing Comments:
The Pocket Cube is a great addition to any Twisty Puzzle collection, whether you can solve it or not. If I were to get only puzzles that I could solve, I would have only a fraction of my current collection. It does look stunning among the others and really stands out.
Availability: You can get a copy of Justin's Pocket Cube at PuzzleMaster for about $20 CAD. Click here for other Meffert's puzzles.
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