A Cup With No Handle Is A Plate, Topologically.

A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Polished Silver
Polished Silver
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Polished Silver
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Polished Silver
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Frosted Ultra Detail
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Frosted Ultra Detail
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining White Strong & Flexible Polished
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining White Strong & Flexible Polished
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Blue Strong & Flexible Polished
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Blue Strong & Flexible Polished
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Red Strong & Flexible Polished
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Red Strong & Flexible Polished
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Transparent Detail
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Transparent Detail
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Polished Nickel Steel
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Polished Nickel Steel
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Polished Brass
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Polished Brass
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Polished Bronze
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Polished Bronze
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Gold Plated Brass
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Gold Plated Brass
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Sandstone
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining Sandstone
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A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining
A Cup With No Handle Is A Plate, Topologically. 3d printed Mathematical Art Dining
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Not a Photo

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About this Product

Trying to cut down on your coffee, alcohol, or other beverage consumption? Why not get this inconveniently sized cup? The texture, created using frequency modulation, is characterized by the equation sin(3*u+5*v+sin(2*u+sin(3*u))+sin(7*v+sin(5*v))+sin(11*u+13*v)+sin(17*u-5*v)+sin(23*v-11*u)). Just so you know.

Dimensions

IN: 2.756 w x 2.756 d x 1.9 h
CM: 7 w x 7 d x 4.826 h
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