And very like him too.

The third is three times as long.

So if I were to draw the top view.

We call this this the error.

This is going to be my y axis.

And let's say I have some surface.

So this tells us that k is equal to minus 1 4.

Draw flags?

Draw the Moon?

And that is equal to dx no, sorry, this is dy.

And in fact, all of these things over here are rational numbers.

looks just like that.

And then, the middle one was the mauve layer.

Draw Ecliptic?

Draw Saturn?

Draw Mars?

Draw Venus?

Draw the Sun?

Draw Jupiter?

Draw Mercury?

Draw comets?

The documentation of this animal goes back to the Lascaux cave paintings.

For example, straight across like that.

There are three yellow marbles in it.

I draw them.

This right here is the set of cubes.

And if you take the difference between 6 t 20 and 6 t, you're going to get 2t 20.

So let's think about this way.

Let me see if I can draw it.

It's going be congruent to angle to triangle CAF

Draw constellation names?

Draw coordinate grid?

Draw horizon?

Draw Pluto?

Draw Neptune?

Draw Uranus?

Draw asteroids?

There you go.

One cube has side length 2.

So think about what 2 1 6 is going to be like.

And the best way to do is to separately visualize each of the separate layers.

So I want to represent this line right here.

It's composed of four subunits A, C, G and T, we call them.

You stand out like this and draw a camera with your hands

They are an expression of the majestic architecture of our atmosphere.