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ID: 152168 Draft
Listing ID: #152168 has been added to your wishlist.
Juno - Meanders Box (348-step version) (2019)
Juno - Meanders Box (348-step version) (2019)
Juno - Meanders Box (348-step version) (2019)

Juno - Meanders Box (348-step version) (2019)

xenokathexis 98
Item Location: United States

$130.00

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Description

⟬ Juno Fortnight ⟭——[ puzzles designed by Junichi Yananose ]——14. Meanders Box (348-step version) (2019)


from Juno's description:


This is Juno’s seventh secret puzzle box product. One day, he realized that he has never designed burr puzzles or puzzle boxes that require more than 100 steps to remove the first piece. OK, let’s do it, he thought, and started designing the puzzle box. Although he doesn’t know much about traditional Japanese puzzle boxes, he at least knows that the ends of some of the parts of these puzzle boxes have a stair shape. Combining the ideas of the stair shape to something else, designing a high level puzzle would not be difficult. He chose a pin and groove mechanism for the puzzle, like our former product A Mazing Burr.


There are two versions to the puzzle, maximum 172steps version and 348 steps version. The grooved lid can be set to the box four ways to have four different challenges. Two pairs of two solutions are very similar but when you flip the lid over to be set to the box, the challenge is completely different to the others.


[for the] 348 steps version, the lid can be set to have 260, 263, 337 and 348 steps to fully open the puzzle box.


This is a very high level puzzle and you may be stranded on the halfway of solving the puzzle. To reset this situation, you can disassemble the puzzle box removing the two screws on the bottom of the box with a PH2 screwdriver. When you tighten the screw again after setting all the puzzle pieces, please do it gently and carefully, so as not to poke the bottom surface of the box with the tip of the screwdriver. Please do NOT use an electric driver. Over-tightening is not recommended.


made from Burmese teak, rose alder, silver ash, and a pinch of metal.




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Juno - Aussie Crystal (2017)
xenokathexis 98
Juno - Aussie Crystal (2017)
⟬ Juno Fortnight ⟭——[ puzzles designed by Junichi Yananose ]——04. Aussie Crystal (2017) from Juno's description: An interlocking puzzle designed by Junichi Yananose (Juno) in 2013. The assembled shape of the puzzle is the same as a traditional 9 piece burr puzzle commonly known as Japanese Crystal or Great Pagoda. Juno's version consists of six complex and unusual shaped pieces and it has a level 6 unique solution. The puzzl...
$50.00
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Juno - Merope (2018)
xenokathexis 98
Juno - Merope (2018)
⟬ Juno Fortnight ⟭——[ puzzles designed by Junichi Yananose ]——16. Merope (2018) from Juno's description: Merope is a 6- piece non-orthogonal interlocking burr puzzle. The puzzle is a relative of Alcyone. Merope, Alcyone, both stars named from the constellation of Taurus. made from Burmese teak and zebrano. this will be sent disassembled for safety and to reduce shipping cost. ♫:  —1. everything i hav...
$110.00
2 bids
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Juno - Card Case (2022)
xenokathexis 98
Juno - Card Case (2022)
⟬ Juno Fortnight ⟭——[ puzzles designed by Junichi Yananose ]——06. Card Case (2022) from Juno's description: This puzzle can be classified as a hidden maze-type puzzle box, but as you play with it, you will be able to partially see the hidden paths and reach the goal if you persevere in your efforts. As you begin to play, you will notice that there is more than one challenge to the puzzle. One of them is a bit more subtle: removing the red-colored slider ...
$150.00
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Juno - Headed Lattice (2019)
xenokathexis 98
Juno - Headed Lattice (2019)
⟬ Juno Fortnight ⟭——[ puzzles designed by Junichi Yananose ]——10. Headed Lattice (2019) from Juno's description: There are only four pieces to the puzzle, but it requires relatively high numbers of 20 moves to remove the first piece from the assembled shape. The pieces become unstable during assembling/disassembling the puzzle, but the end pieces prevent a shortcut solution done by rotational piece movements. The puzzle has only two possible assemblies and i...
$75.00
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