Oh, for Al Gore to come and be in the real world as president.

Already, we can see that Apple and Microsoft have a severely divergent approach to software design.

So if we have the limit as x approaches c of f(x) divided by g(x), this is the exact same thing as the limit of f(x) as x approaches c divided by the limit of g(x) as x approaches c which is going to be equal to

We can call it the engineering approach, and I claim that the engineering approach is within range.

Is it nature, genes, or is it nurture?

So how can you live little?

So what's the limit of this as A approaches infinity?

Because you have this extra plus 4 there.

I don't think, being Pepsi, anything we say about Coca Cola, anyone's going to believe us.

That's a good approach.

And you can't really simplify this anymore.

Wouldn't it be awesome if we all had BLlS on our phones?

That means improvise.

My initial approach was far to narrow.

The first year budget was 250 million US dollars.

So I kind of have a this is BumpTop.

Because this thing right here, this evaluates to 1.

I'm just really giving you the properties here

So, some recognition has to be included in the machinery in order to do this job right.

The approach employed in this analysis was as follows.

Given a state space and a problem description, we can find a solution, a path to the goal.

While other object categorically will be other key points such as, for example, for an airplane, you might have a key point on the tip of the nose or the tip of the wings and so on and so forth.

But it's not really what is probably most efficient.

Let me demonstrate how it works.

And since you know you're there, you know it's going to be like this and approach this asymptote.

I want to change yours.

It's the purest form of cinematic storytelling.

One, you say, well this is an approximation.

Those are just a couple of the approaches and directions that we're taking.

A third thing we are looking at and very interested in is simulation.

(Applause)

So that's the conventional approach.

That's not good enough. We need to be able to localize the object, mark the key points and so on.

We've all seen this. (Laughter)

That's a tough question. And different statisticians take different approaches to this.

People, this is the biggest investment of their life.

That will produce a legitimate and accountable government.

Look at Penn State.

We are thinking big. It's the right thing to do.

So there's a third approach, if we look at it this way.

And, once again, I always forget the formulas.

In particular, we'll, we'll go through the logic again.

As delta x aproaches zero of change in y over your change in x and when you do that you are going to approach that instantaneous rate of change you could view it as instantaneous slope at that point of the curve.

So I thought, around last year in the beginning of the last year

So when you've evaluate what's the limit of this as t approaches infinity?