4×4 Mirror Cube Lee Mod (handmade)
49.99 €
This is a handmade collector’s puzzle. A so-called Mirror cube, or Mirror blocks, is a 3D puzzle similar to Rubik’s cube, where you work with shape instead of color. With this one they have modified a standard 4×4 by placing 3D-printed pieces in different sizes on the outside of the cube to create the mirror blocks shape. Since it is a handmade puzzle, it can look quite rough, but it is a really cool puzzle that stands out in the collection. Especially because of the size, as it is much larger than a regular 4×4.
Out of stock
4x4 Mirror Cube Lee Mod (handmade) is often bought with:
Often bought together with:
| Release date | 2022-05-02 | |
|---|---|---|
| Magnetic | No | |
| Weight | 260 g | |
| Dimensions | 82.2 × 82.2 × 82.2 mm | |
| Weight (with packaging) | 302 g | |
| Dimensions (with packaging) | 92.3 × 92.3 × 92.3 mm | |
| SKU | 154003 |
Price
Find more information in our terms of sale.
Right of withdrawal applies provided that the item and its packaging are in unchanged condition, i.e. you may inspect it and make sure everything is ok.
Returns may only be made after agreement. On returns because of a change of heart, the shipping cost is paid by the customer. We offer return shipping labels. The original shipping cost is not refunded.
More information can be found in our terms of sale.
Many of our products are consumables and the warranty for these products only applies to manufacturing defects. Normal wear and tear damage is outside the warranty, as well as damage caused by physical overload, modifications and tricks.
More information can be found in our terms and conditions.
1 review for 4×4 Mirror Cube Lee Mod (handmade)
Show only reviews in English (1)
christinax7 (verified owner) –
The idea is good. If you can solve a normal 4×4 and a mirror 3×3 you can solve this cube as well. I didn’t check the dimensions carefully and was surprise to see that it is actually a really big cube. Such a disappointment because I can’t take it around to play. Also the various lengths were very similar with each other. Could have been done better, but it’s still fun to solve.