<div class="sw-email-modal sw--display-block"> <div id="emailModalContentContainer"> <span class="noty_close sw--position-absolute sw--position-right sw--padding-top-3 sw--padding-right-3 icon-cancel sw--opacity-8"></span> <div class="sw-row"> <div class="sw-email-modal__copy sw--position-relative sw--display-block sw--padding-vert-4"> <p class="last sw--font-size-16">Sign up to get email alerts on discount promotions. There might be one very soon...</p> <form action="/register/email-signup" class="sw-email-modal__signup sw--position-relative" data-confirmation="emailConfirmationModal" data-sw-email-modal-form> <input type="text" class="sw-email-modal__signup-input sw--input-height__medium" placeholder="Email address" name="email" /> <input type="hidden" class="sw-email-modal__signup-input" name="location" value="/product/6T6LLPJJ5/torus-of-mobius-strips?option=57618485&amp;etId=74880270&amp;utm_source=automated-contact&amp;utm_medium=email&amp;utm_campaign=payment-received&amp;utm_content=5" /> <input type="hidden" class="sw-email-modal__signup-input" name="confirmation" value="emailConfirmationModal" /> <input type="submit" class="btn-primary" value="Sign Up" /> <div id="emailModalFormError" class="text-error" style="display:none"></div> </form> </div> </div> </div>

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Torus of Mobius Strips 3d printed Rendering showing the strip spacing.

DIGITAL PREVIEW
Not a Photo

Rendering showing the strip spacing.
Torus of Mobius Strips 3d printed Rendering showing the strip spacing.
Torus of Mobius Strips 3d printed Rendering showing the strip spacing.

DIGITAL PREVIEW
Not a Photo

Torus of Mobius Strips 3d printed
Torus of Mobius Strips 3d printed

DIGITAL PREVIEW
Not a Photo

Torus of Mobius Strips

OVERVIEW
  • 3D printed in White Strong & Flexible: White nylon plastic with a matte finish and slight grainy feel.
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  • This product is intended for mature audiences.
$18.14
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Product Description

This is a torus formed of 12 touching Mobius strips, every one interlinked with every other one.  The twist allows you to see inside the torus, while the strips remain connected.The centers of the strips can also be seen as a set of circles of the Hopf fibration, which maps the surface of a hypersphere in 4D to our entire 3D space. (For a stunning video of the Hopf Fibrations, see: nilesjohnson.net/hopf.html ). These circles are also called Villarceau circles, which you get by cutting a hollow torus with a plane that is tangent to it on both its top and its bottom (see Wikipedia).  

What's in the Box
INCM
Torus of Mobius Strips
White Strong & Flexible
Width
6.2 cm
Height
6.2 cm
Depth
2.2 cm

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