Are you sure?

They're on foot?

She was unhappy, I admit that.

I say, well, two times one is equal to two.

Are they?

We have no remainder.

I think he's coming, but I'm not quite sure.

Couldn't possible be the meditation, it's something else, right?

Your opinion is reasonable.

The Da Vinci, Picasso, they're in.

None of your ventriloquising me, said Mr. Thomas Marvel, rising sharply to his feet.

But monkeys nevertheless

You can certainly rely on him.

There's a way to be sure.

If you search for, say, six, you're going to encounter five and seven.

I think he is from Australia, but I'm not sure.

Maybe you'll never learn, but they sure will.

You could certainly tell the difference between a Chinese restaurant and a French restaurant by what they had in a larder.

This is being answered using Bayes rule, so this is the probability of being happy given that it rains times the probability that it rains over the probability of being happy.

He's in a can?

They're inside.

But instead, this 2,000 was, essentially destroyed.

But they went up here, and India was trying to follow.

She is rich, to be sure, but I don't think she's very smart.

She is rich, certainly, but I don't think she's very smart.

He was arrested for having a small amount of marijuana in his car, not in the school.

Uncertain.

No we don't know that for sure.

On the one hand, it's nice to have some transparent costs.

Every time Google tweaks their algorithm, lots of people get upset because their PageRanks go down.

Is he in there?

So what is a and b in the problem we're trying to figure out?

I am sure of his honesty.

Well, sure.

Bring down that five.

To make this correct, we also have to compute the posterior for the non cancer option, which there is no cancer given a positive test.

We won't get exact answers that are correct here because our next day procedure is not quite correct.

Listen to me. We're here about your friend Ivan.

Subtract it and we get a remainder of zero.

And these guys are some place in between.

As a robot moves, its location uncertainty is going to increase.

This, I would argue, is pure consumption.

The answer's complicated. It's the occasion for a whole other talk.

Or is it observer relative?

I had been warned against you months ago.