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Minima Ronde
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| Minima Ronde by Volker Latussek |
The basic premise of the Minima series is to have a 2x2x3 box to be packed
with relatively simple pieces in such a way that the holes in the walls always
end up filled. The interior may not be and the need for interesting rotations
is often part of the fun but not always. Volker has taken this simple idea
here with packing pieces that are just 2 voxels in volume but spread over a 3
voxel space with the use of diagonal cuts across one of them. Here is what
Volker said about this design:
"MINIMA FOR FREDERIC was actually meant to mark the end of my foray into the world of MINIMAs. Over the last few months, I’ve been playing once again with one of my favourite building blocks: this is the complete set of fourteen building blocks, each consisting of a cube and a second cube that is cut diagonally into two parts, with each half glued across its entire surface to the cube. Accordingly, the building blocks in this set each have the volume of a bicube. Twelve of these blocks uniquely fill a 3x4x2 box (TOUR), nine fill a 3x3x2 box (GIRO) and six fill a MINIMA box (3x2x2). Years ago, I designed a ‘put-together’ puzzle for Pelikan’s RONDE using five pieces. Naturally, I now wanted to find out which building blocks could be used to fill a MINIMA box and provide it with suitable openings."
Oh boy! He has really provided us with a puzzle where the openings are crucial
and used in different ways. It arrives in a special configuration (as almost
all of his puzzles do) which gives a tiny hint of what might be coming up for
the intrepid puzzler. Most of the pieces come out through the large 2x1½ voxel
hole in the top surface but one of them is blocked and needs a bit of
rotational fiddling to be released.
As usual, the initial challenge is to make the cuboid shape that will fit
(this time the cavity will be completely filled. The handedness of the pieces
means that you have to be careful which position they are placed in. I quickly
realised that the arrival position had the 4 pieces with bevels at 90º to each
other would form a cube and then the straight-line pieces would have to be
used as a sort of length extender.
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| The straight-line pieces lengthen the sides |
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| Absolutely incredible! |
BUY IT! IT'S AMAZING!
333 & 444 Cubes
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| 333 & 444 Cubes by Lucie Pauwels |
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| 4x4x4 and a 3x3x3 |
Apteek
This incredible creation has been made from a deep Purpleheart wood for the box and an incredibly dark and fabulously grained Acacia. It is simply gorgeous. It arrives in a special configuration that Volker deliberately designed - the pieces seem to fit inside the 3x3x3 cavity but the central row is protruding above the surface. Obviously, this needs to be remedied and the pieces rearranged so that the pieces fit flush with the top surface. It's not going to be an easy process as the pieces (five L-triominoes and three L-tetrominoes) each have either a dowel protruding from one of the voxels and a reciprocal hole for accepting them. The box has a single dowel protruding into the top row of the puzzle. This reminded me a lot of a puzzle that I still haven't managed to solve from last year, Farmacia - this is still sitting on my desk waiting for me to complete it.
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| Apteek by Volker Latussek |
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| Apteek and Farmacia |
Volker wrote this about it:
"As promised, here it is APTEEK. When working with the usual v’s and developing FARMACIA, I had to learn that some very nice moves are not possible. However, from my experience with FILLING V, I know how powerful L’s are. So what could be more obvious than turning four v’s into three L’s and filling the 3x3x3 box together with the remaining five v’s? And suddenly, the previously impossible moves become possible. I really hope that you too will see that the price of losing the simple and clean construction principle of the 9 v’s of FARMACIA is not too high and that the beauty of the APTEEK solution - just as in APOTHECA - justifies the mixture of eight v’s and L’s."
Unlike the Farmacia there is no hole in the box to accept a dowel and with the dowel positioned in the top row, I had a funny feeling that this puzzle was going to require rotations to solve it. I spent a good few days trying to make at least a cube shape with the interlocking dowels and holes all fitting together. Interestingly, after many hours I had completely failed to find one. This didn't bode well for solving the puzzle in the box! 😱
Eventually, I resorted to Burrtools. Initially I looked for cube shapes and was slightly horrified to see that there were 7 cubic assemblies and 3 had a single hole that occurred in the correct place were it to be placed inside the box. I will need to assemble each of these cubes and then try the disassembly to see whether I can put one of them in the box. I did recreate the file with the box and found that there are 8 possible assemblies but no solutions. OMG! It will need rotational moves to assemble. Burrtools can only be used to give you a hint as to how it might possibly be assembled but not the actual solution.
I have spent several days on this and gotten nowhere so far and also to my horror, I cannot put it back into the transport position either.
This is an incredible challenge and best suited to the hardcore packing/interlocking puzzle solver amongst you.
Hopefully these will be going on sale within the next week or so.











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