Oups… Il semble que votre navigateur bloque les cookies. Veuillez régler vos paramètres pour accepter les cookies.
"La saison des fêtes est arrivée ! Vos commandes seront traitées comme d'habitude. Les commandes passées le 25 décembre et le 1er janvier seront traitées le jour suivant.
Français
... Panier vide
Ajouté à votre panier

{{vm.userCart.LastAddedItem.Name}} Qté : {{vm.userCart.LastAddedItem.Quantity}} Prix : {{vm.userCart.LastAddedItem.Price}}

Nombre total d’articles : Sous-total:

Valider la commande

Mandala Dodecahedron set A

by Pitcher Puzzles

  • Mandala Dodecahedron set A

Description

Please note that this is only one set of parts of the puzzle! You will also need to buy Mandala Dodecahedron core, and part sets B, and C!

Geometry:

Mandala Dodecahedron is a puzzle based on the geometry of the disdyakis triacontahedron. It has an incredible 120 axes of rotation; ten on each face, or four at each edge of the dodecahedron. Each axis can initially stop at any of six places where adjacent turns can be made. The puzzle features overhang bandaging along with crazy jumbling, making it an extreme challenge to solve.

 

Other Items Needed:

Dye: If you want the puzzle to be black, you can dye the pieces yourself with a nylon dye such as RIT or Dylon.

Stickers: Please contact me for the sticker template. If you want professionally cut stickers, I recommend Oliver’s Stickers or Chewie's Custom Stickers.

Screws: 120 16mm M3 pan head screws required, available in hardware stores or on the web.

Springs: 120 springs needed, available in web puzzle shops. I get mine from HK Now Store.

 

Degree of Difficulty:

Assembly: Inside out core requires skill and dexterity to assemble.

Solving: Very difficult to solve.

 

Playability:

Mandala Cube turns very nicely, and the mechanism is stable.

 

Have fun!

Pitcher Puzzles

Pitcher Puzzles

Welcome! My goal when designing puzzles is to create geometries that are visually striking and have a complexity belied by their apparent simplicity. Many of my puzzles use odd axis systems, and exhibit strange properties such as jumbling and shape-shifting. Enjoy!

Visit Shop