Mobius strip non orientable



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This kind of surface, in which paths exist that can reverse one's orientation, is known as a non-orientable surface. The Klein bottle has a mirror reversing effect just like the Moebius strip, but it also has the nice property of having no boundary so you can go off what looks to be the edge in the diagram without ever really coming to the edge. This means that if a Flatlander takes a trip through this region, they will return "mirrored," as our explorer did. By cutting it down the middle again, this forms two interlocking whole-turn strips. The tree that used to be to the left as she approached her front door now is on the right. Your entire world simply looks like one infinite plane.
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Mobius Strip


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Non-orientable wormhole - Wikipedia


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The Math of Non-Orientable Surfaces

Using trigonometry, We find that the Point's xy position is given by v cosu and its z location, by v sinu. To learn more about the Mobius strip go to: The universal cover of both the torus and the Klein bottle is the plane R2. For all we know, the space that a sphere encloses does not even exist.
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