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Print this with as small margins as your printer will allow, and cut along the solid lines to get basic Mobius strip shapes. How many sides does this shape have? Now twist one end halfway, so the other side of the paper is facing you, and tape the ends together. You can check this by drawing a line down the middle of the strip. Do the Mobius twist!
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Am I right side up, or upside down? And is this real, or am I dreaming? A coffee mug and a donut torus are topologically equivalent shapes: I wrote briefly about topology and the deep relationship donuts have with coffee cups before in explaining the fascinating quantum phenomenon known as the Aharanov-Bohm effect. In that way, a donut is like a coffee cup: Latitude lines defining the East-West or "x" direction are always parallel to each other; longitude lines define the North-South or "y" direction, but are only parallel at the Equator. This is a coordinate singularity in mathematical terms.
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Chapter 1 Mobius Magicians In which we encounter Mobius illusions, gospel magic, the Mobius treadmill puzzle, Mobius's place in history, and my boyhood introduction to the marvelous band. Chapter 2 Knots, Civilization, Autism, and the Collapse of Sidedness In which we encounter ants inside spheres, Mobius dissections, sandwich Mobius strips, Ljubljana ribbons, Lord Kelvin's vortex knots, trefoil knots, New York lawyer and part-time topologist Kenneth Perko, the mystery unknot, Asperger's syndrome, Wolfgang Haken's unimplementable knot algorithm, the triquetra, the occult TV show "Charmed," Led Zeppelin, The Book of Kells, knots in proteins, Borromean rings, knots as catalysts of civilization, the alien knot puzzle, and Mobius aliens. Chapter 3 Mobius the Man In which we encounter Mobius's family tree, simultaneity in science, Schulpforta, Paul Julius Mobius, Mobius syndrome, Johann Benedict Listing, the "king with five sons" problem, Mobius's mathematical output, Karl August Mobius, the false dawn animal, the Mobius maze puzzle, and Mobius licentiousness.
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Product Description The ring with only one side - a symbol of unity and oneness People often ask me what is the most powerful symbol I've encountered over the years. I usually smile, take a pair of scissors and a strip of paper, reverse one of its edges, attach it and create a Mobius Strip. It is one of my favorite symbols because it is so simple and yet so powerful.
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