Hint Press the help button for descriptions of the fields

I, uh...

But what is this system like?

There is no accounting for tastes.

And you could expand it even more

We hoped Dr. Richards could tell us.

You may think we can explain the Great Divergence in terms of geography.

Now in some cases math can even help explain, or propose explanations for, historical forces.

Laurie Garret What factors determine the duration of a pandemic, we don't really know.

A possible explanation for what you just observed.

There is no accounting for tastes.

Let me switch colors, because it's monotonous.

I can explain it to you.

We can even have a belief state which is an arbitrary formula in Boolean logic, and that can represent anything we want.

I can't account for his absence.

But we now know enough about the future of the universe to say a lot more.

It's not necessarily a matter of right or wrong.

Within Web GL on 3JS, there's a whole process where you can take a mesh in some 3D file format and convert it to a form that Web GL can read.

With a 3D visualization like this, we can not only just say Voyager 1 flew by Saturn.

I will explain my purpose to them.

Some conspiracies really are true.

I cannot account for this strange happening.

So, if this is the vertical ...

Here's another case, a knifing.

So this is the way it works.

Before I show you what an exact equation is, I'm just going to give you a little bit of the building blocks, just so that when I later prove it, or at least give you the intuition behind it, it doesn't seem like it's coming out of the blue.

I'll tell you about it later.

That is 100 degrees away.

Or you can almost imagine, un distribute it out, and I'll show you what I'm talking about in a second.

If you want to check this, I'm using 2.365 for (a).

And on some level you can do that.

And what the hell does that mean to you?

But in America you have to explain. What are clubs?

Everything will be explained.

And all of this is kind of a fast way to do it.

Look, Coreen, just get down here as fast as you can. I'll explain everything then.

So this is not a function.

We're going to talk about how to extend classicial planning to allow active perception to deal with partial observability.

There are many methods, most of which you don't need to know, and when there's one that interests you, you can click on it and get a detailed explanation. You will have lots of practice with that during this lesson.

You also draw into the Z buffer as usual.

I'm sure that Roy can explain everything.

(Laughter)

And that's actually called a power series.

I'll explain later.

You understand?