Impossible Objects

Wooden Trapped Sphere in Cube

(out of production)

Trapped Sphere in Cube: a surprising aspect of the geometry of spheres and cubes- carved from a single block of wood is a sphere trapped within a cube frame. A classic folk woodworking novelty reconceived here with precision machining to create this seemingly impossible object. 

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Doubly Impossible Bottle

Each constructed by hand, each a work of art-  get a personalized bottle here:

From The Bottleologist website: BUY NOW: Impossible Bottle with Frame

From his Etsy store: BUY NOW: Impossible Bottles

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Doubly Impossible Bottle: the newest seemingly impossible object in my collection from craftsman/artist Grant Wicks @thebottleologist. An “impossible nail” object was somehow assembled within a Fannys Bay Whisky bottle- and personalized with my logo too! The puzzle aspect is to consider how the bottle was produced (I personally have some theories- but I do not know the secrets of this artist). I can tell you with high certainty that the bottle was never cut or altered in anyway, and it was not somehow formed around the objects inside. 

Floating Teapot Illusion Foutain

Get this USB and/or battery powered fountain here:

From Amazon:BUY NOW: Floating Teapot Fountain

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Levitating Teapot Fountain: water flows continuously from a small teapot seemingly floating in air. What physics do you think is involved in this battery powered fountain? An April First post for 2024! 

 


Impossible Braid 

Get nice examples of mystery braids here:

From Etsy: BUY NOW: Impossible Braid Key Fob

Here is a great video on how to make the mystery braid

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See other Impossible Objects in my collection. 

Mystery Braid: challenge- how can three strands be braided if both sets of ends are connected? A favorite in my collection of “impossible objects”, this leather key fob is braided from a single piece of leather, constructed by making two parallel slits but not cutting the ends. The solution (demonstrated here with red felt) is well known to those in the field of leatherwork- due to a twist of topology it’s possible to make this braid if the number of left strand over right crossings equals the times the right strand crosses over the left. Four strands braided this way is not mathematically possible, but 3, 5, or any odd number can be done!