<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/KMYC64LX3/d3-die-based-on-trigonal-trapezohedron-digits" /> <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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D3 die based on trigonal trapezohedron (digits) 3d printed

D3 die based on trigonal trapezohedron (digits)

Made By
Not For Sale

Product Description

D3 die that has been obtained by cylindrical filleting 3 of 12 edges of trigonal trapezohedron. It has three convex two-part faces and can rest only on flat face segments. A cube can be used as a basis however it gives a bit longer distance between vertices. In general any polyhedron having set of faces that can be divided into three equal, complementary and compact sets of faces may be used as a basis. A regular dodecahedron or gyro-elongated trigonal bipyramid are examples of such solids. The die can be dextro- or laevo-gyrous.
What's in the Box
INCM
D3 die based on trigonal trapezohedron (digits)
Transparent Acrylic
Width
1.5 cm
Height
1.5 cm
Depth
1.5 cm

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