Dodecahedron

Cubohemioctahedron

Deltoidal hexecontahedron

Disdyakisdodecahedron

Great dodecadodecahedron

Great dodecahedron

Great dodecicosahedron

Great icosidodecahedron

Great rhombidodecahedron

Pentakisdodecahedron

Rhombic dodecahedron

Rhombicosidodecahedron

Rhombidodecadodecahedron

Small dodecicosahedron

Small rhombidodecahedron

Snub dodecadodecahedron

Snub dodecahedron

Truncated dodecahedron

The dodecahedron, it's dual.

They store the plastics on the roofs.

We've lifted the earth up onto the roofs.

You women take water to the roof.

Let them be as the grass on the housetops, which withers before it grows up

Let them be as the grass upon the housetops, which withereth afore it groweth up

I hasten to say that these surfaces are completely artificial.

The silicon tetrahedra are held together by the OH group and hydrogen bonding occurs between the hydrogen in the OH and the silicon tetrahedra.

Each calcium atom is in 6 fold octahedral coordination with the oxygen, and the silicon is in 4 fold tetrahedral coordination around the oxygen.

The monkey is getting more detailed information from these surfaces.

The silicon tetrahedra are arranged so that they share an edge with calcium(1), and silicon(2) shares edges with the calcium(2) and calcium(3) polyhedral.

those who worship the army of the sky on the housetops, those who worship and swear by Yahweh and also swear by Malcam,

And them that worship the host of heaven upon the housetops and them that worship and that swear by the LORD, and that swear by Malcham

The burden of the valley of vision. What ails you now, that you have all gone up to the housetops?

The burden of the valley of vision. What aileth thee now, that thou art wholly gone up to the housetops?

And it made us rethink the whole notion of how we work and how we make things, and it led us to ideas that were closer to fashion design as we flattened out surfaces, and then brought them back together as they could make spatial combinations.

So these numbers are the numbers which denote the roughness of these surfaces.

We calculate gradient surfaces, and drive the bot over to a wall where there's a high probability of life.

In the case of running through the rain, you can figure that out using parallelepipeds again.

Cause we had no yard, my friends and I used to go to the rooftop!

Applause Thank you, that was the same rooftop I used to film on with a pillow an episode of Mataaeb

We can fly above mountains, volcanoes, impact craters we fly over valleys we can fly over surface magnetism, the polar caps, subsurface water and we can search for life on Mars.

These kinds of surfaces are called membranes or branes for short.

If you want to study how a foot works, we're going to have to simulate those surfaces, or simulate that debris.

So that means that surfaces can intersect themselves, they can become impossibly small.

Unbeknownst to me at the time, because we had only seen the outside, the surfaces were continuing to fold themselves, to grow on the inside of the column, which was quite a surprising discovery.

Glory be to Allah, years later, the same rooftop where I used to film with a pillow