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ID: 139932 Open
Inelegant Soma, by Haym Hirsh
Inelegant Soma, by Haym Hirsh
Inelegant Soma, by Haym Hirsh
Inelegant Soma, by Haym Hirsh
Inelegant Soma, by Haym Hirsh
Inelegant Soma, by Haym Hirsh

Inelegant Soma, by Haym Hirsh

Ginosergios 43
Item Location: Italy

€25.00

Quantity
4
€25.00
  • Sales
User Price Quantity Date
FrRehm 589 €25.00 1 05.10.2025 15:19:29
73 watching 424 views
Description

It all began in 1978. Dean Hoffman designed his Packing Puzzle, a cube made up of 27 identical pieces. But it was different from the usual; it was imperfect, because its volume was smaller than that of the box it was contained in. Despite its six completely parallel faces, it contained empty spaces. This cube had 21 valid solutions.

The brilliant Haym Hirsh drew inspiration from this cube. He began by designing the Hoffman Jr. puzzle (Inelegant 5x5) and continued the series with Inelegant Soma, Inelegant Box, Inelegant Cube, Inelegant Snakes, Inelegant Fake, Inelegant So-Ma, Inelegant N's. Haym Hirsh combined the 27 original pieces into different groups, thus creating puzzles with only one solution.

All these puzzles, produced in wooden limited editions, are now sold out. I'm re-proposing some of them, made with a 3D printer and at affordable prices, so that everyone can enjoy these fantastic and fun puzzles. 

All are printed and sold under license from Haym Hirsh, who is the designer and copyright holder.

I printed these Puzzles as an 80mm cube, and they turned out bigger than I expected. I took a comparison photo with Neptune, which is 62mm wide.

This puzzle is printed with two different Wood filaments and so has a pleasant woody look.

Dimensions of the "cube": 80 x 80 x 80  mm + included pedestal

I ship from Italy all over the World. You will choose the courier / shipping methods and you are responsible for custom duties. Before paying, please send me your address so I can find the cheapest shipping option for you.

Christmas Offer!
For all orders of at least three puzzles, placed between November 1st and December 21th inclusive, you will receive an additional free puzzle.
This puzzle will be chosen at random, based on availability; it may or may not be a puzzle listed by me on PuzzleParadise.
For these orders, please allow at least a couple of days for printing.

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