You can see where we're going with this.

Great cubicuboctahedron

Cubitruncated cuboctahedron

Cuboctahedron

Cubohemioctahedron

It's a multiplication of two prime numbers.

Rhombicuboctahedron

And then he takes out a little chunk from that.

They are over 2,000 years old.

Like this.

Make it hydrophobic.

So dy, which is this. dy times dx, dx times dz.

And as we're seeking to make something three dimensional, we start not with a single surface, but with a volume.

A cube 20 miles on each side.

This is studios for artists.

How old it is?

But now, notice there are two ways of seeing the cube, right?

You're too vertical.

The one who set up the drone shell company.

Now you're standing in a morgue... acting kind of weird.

Okay, the cattle go through a series of solid curves.

So if I had a little cube here in the volume under consideration, that's a little cube you consider that dv.

And that works whether you're going into space, or whether you're just going into a body.

He has a good constitution.

We all know which side of these we'd like to be on.

It became a national park.

Air One to ground, block that ramp.

Then he cuts out a little cube of side length 2 from one of the corners of the cube.

If you thought it's 3, then yes cubes might have 3 vanishing points,

That's the volume of that little cube.

I made some 3D perspective drawings.

Now there stands a fine figure of a man.

So we're going to integrate with respect to z first. so we're going to take this cube and we're going to sum up all of the cubes in the z axis.

Well, we know that the surface area of each cube is going to be 6x squared, where x is the dimensions of that cube.

Wood has a low energy density, and grows slowly.

One easy way to recover the depth with 3D vision is called Stereo.

Right in front of you a multilevel parking structure

Looks like they took it apart piece by piece and then reassembled it.

He's actually pretty good.

So for this cube, the surface area is going to be 6 times 2 squared.

I made the first evidence of the usefulness by myself.

It's a fairly tricky problem to solve if the two objects are quite different. For example, if

I was standing over her body...

And when I throw this up into the air and catch it, it has the full three dimensional structure of the protein, all of the intricacies.

We investigated the matter from all angles.