Well we've already thought about that

And then measure the returns, both from a financial perspective and from a social impact perspective.

I feel I can be more effective with Tyler if I have her cooperation.

So we're talking about as x approaches one from the positive direction, so for values greater than one

These are the same thing.

We could just solve for x here.

But what we really need is one for the interactive segmentation approach.

And now what's the limit... ...the limit of f(x) as x approaches one from the negative direction?

Isn't that going to bring us too much controversy?

Why sentences? you may ask.

Now this constraint, x plus 2 is less than 0.

And you get x squared plus 6x minus 16 is equal to 0.

We said, hey, this thing has to be equal to forty.

Because this thing right here, this evaluates to 1.

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

And it gives anybody, anywhere in the world the opportunity to host a TED like event.

And we are also buying a bunch of stuff, just like Japan did,

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

But now here comes the real convenience.

As you can see, there's not a lot of difference between the way a Bonobo walks and the way an early australopithecine would have walked.

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

What direction does your house face?

So we get x plus 8 is equal to plus or minus 11.

Rhombicuboctahedron

So 1, 2, 3, 4, 5 and you see it's going in the right direction 6, 7, and 8.

What is the total surface area that she has to paint?

Is there anyone who can look after the boy?

Problem 38.

Chris Anderson

Oh, I just realized I made a mistake here.

Great cubicuboctahedron

I'd like to think the approach which is data centric method, which combines the two approaches.

Cuboctahedron

Tetrakishexahedron

Triakisoctahedron

Triakistetrahedron

You're a funny guy.

I'm your man. Yes, the expert.

Well, we know that the surface area of each cube is going to be 6x squared, where x is the dimensions of that cube.

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

So they are the same price and they are in comparable neighborhoods.

So for this cube, the surface area is going to be 6 times 2 squared.

And they say, what is the ratio between the areas of the two squares?

And so we're looking at these concepts, and we were just like, whoa, this guy's good.

Is it nature, genes, or is it nurture?