Experience the beauty of higher-dimensional geometry with this exquisite handmade Klein Bottle. A true conversation starter, this mathematical wonder is the closest you’ll get to a 4D object in our universe.
Like a Möbius strip, a Klein Bottle has no inside or outside—if you trace a path along its surface, you’ll travel on both sides before returning to your starting point. In topology, it represents a closed, one-sided, non-orientable, boundary-free manifold. While a true Klein Bottle can only fully exist in 4D space, this is its 3D “shadow,” a stunning representation of the concept.
✨ Product Details:
Handblown with laboratory-grade borosilicate glass
Approximate dimensions: 7.9” tall x 4.7” wide (size may vary slightly)
A mesmerizing mathematical and scientific display piece
The perfect gift for math lovers, scientists, and curious minds
This Klein Bottle is more than just a stunning glass sculpture—it’s a visual and intellectual exploration of dimensions beyond our own.
