A Möbius strip has only one edge and one side. It is created by taking a strip of paper, giving it a half-twist, and then joining the ends together. If you trace the edge with a pencil, you will return to your starting point after traversing the entire length of both the "top" and "bottom" sides, which are in fact a single surface. | 𝑶𝒑𝒆𝒏𝑴𝒂𝒕𝒉𝑪𝒊𝒓𝒄𝒍𝒆

This Simple Shape Has No Inside or Outside Meet the Möbius strip - a mathematical paradox that breaks the rules of geometry. You can make this at home with just paper and a twist! If you wanna join the world's most curious network, check out ‪@thecuriositybox All new subscribers receive a free box 👉🏻 curiositybox.com/vt.physics #MobiusStrip #Math #Science #Geometry #MindBlown #ScienceExperiment #InfiniteLoop | vt.physics

47K views · 161 reactions | The Mobius strip is a topological object...

Our next featured demonstration is for all the topology aficionados! This demonstration displays a Möbius Strip, defined as a continuous closed surface with only one side, morphing into the ring-shaped torus. Learn more about the animation, contributed by Oliver Seipel, here: https://wolfr.am/R2nHq2aH | Wolfram Research

The Möbius Strip is one of the most fascinating shapes in mathematics, with only one side and one edge, challenging our common understanding of dimensions and surfaces. More than just a curiosity, its study is important and has applications in several areas, such as pure mathematics, when exploring topology and geometry; science and technology, inspiring innovative designs in engineering, electronics and even conveyor belts; and art and philosophy, where it symbolizes infinity, continuity and th