So ecstasy is essentially a stepping into an alternative reality.

This is true. I believe this.

So that's amazing.

12 years ago it would be '4B 12'

I mean, let's let the reader do a little work.

But it's a really interesting kind of number theory.

There's actually more mountains in the ocean than there are on land.

But for example, it doesn't work so well for small world kind of networks.

Negative 7 plus 5, that's negative 2.

So it's 1 over s squared minus 0.

(Laughter)

But they are really interesting problems.

OK, next, clubbing.

And of that stuff, what do you actually use?

Yesterday I thought.

We have transferred enough energy.

So I did.

And I think the most interesting way to think about how all this is going on is in terms of rewards.

interesting.

So then we are done.

And I think you're familiar with numbers this large by now.

And there you get your parabola.

And then what is the range here?

And then what is the range?

So you get c squared plus d squared.

It actually depends on the actual problem.

So let's just graph this first of all.

In other words, who controls the world?

He wouldn't have granted the cart, and he had a very interesting dissent.

And that was really cool.

How do you make a profit in a capitalist system, doing that?

We're actually teaching him.

It's increase.

Marcia is using a straightedge and compass to do the construction below.

So that's the same thing as two to the eighth.

Your factors are one, two and four.

The factors are one, three and nine.

They're one, two, four, eight and 16.

What is the area in square inches of the triangle below.

Oh, I don't know, but we've got to find him. Won't you help me?

Interesting.

Interesting.

It's interesting.

Oh, interesting.

How can that possibly be?