Klein Bottle

Discover the impossible geometry with the authentic Mathematical Klein Bottle

🔬 Impossible mathematical object : A surface without an inside or outside that defies spatial intuition

⚗️ Premium borosilicate glass : Transparent material with a thickness of 0.06 Inch for optimal finesse

📐 Two sizes available : Size L (6.5×4.7×3.5 Inch) and M (4×3.1×2.4 Inch) according to your needs

🎨 Sleek post-modern aesthetic : Organic shape evoking impossible natural landscapes

🧮 Fascinating topological concept : A concrete demonstration of non-Euclidean mathematics

💎 Brilliant transparent finish : Optical quality revealing the complexities of geometry

A mathematical feat materialized defying the laws of classical Euclidean geometry

This bottle represents an impossible topological object in three-dimensional geometry: a closed surface without distinction between inside and outside. The 0.06 Inch borosilicate glass allows you to visualize this complex mathematical structure developed by Felix Klein in the 19th century. This concrete manifestation of an abstract concept transforms your space into a non-Euclidean geometry lab, stimulating reflection and wonder in the face of mathematical paradoxes.

A glass masterpiece combining traditional craftsmanship and contemporary scientific precision

The borosilicate glass manufacturing requires exceptional technical mastery to faithfully reproduce this complex mathematical shape. Available in two sizes (L and M), this work adapts to decorative spaces while maintaining its scientific rigor. This fusion of glass craftsmanship and pure mathematics creates a unique object that fascinates both science enthusiasts and contemporary art lovers, transforming geometric abstraction into tangible beauty.