You're each going to a different foreign country.

So first, a little bit of definitions.

Each country has its own customs.

It's meaningless.

So here's what we think we want to do

They have different assets, commercial and military.

Every nation has its peculiar character.

He says, We have and there's 12 seconds left on the clock

We heard it in other forms. And who are these?

This isn't going to be solved by any one person or one group.

It appears 3 times throughout the text.

CA All right.

Well, they didn't stop there they localized it into 18 different languages.

Portland, Oregon.

There are five such decision points each one needs an international standard.

I can go here and I can split sub Saharan Africa into its countries.

And you get a network that looks like this.

Each on a different continent.

The kids make up the names of the countries some are rich some are poor.

NZ was a lot like Japan's Sengoku Period at that time

We love our country with every grade of love.

It really gives you a whole different vision of the world.

Now, without having to draw it, one way you could just think about this is I'll have my real part. I have my imaginary part.

With 0.1 chance, we'll stay in the same state, in which case the value is 3.

We had a uniform distribution over places.

I'm looking for a different color.

We're stepping on the roads we chose. Now I know why people said I sang too hard.

So we're zooming in here just to show you a little bit of it.

Now, these aren't just little points of light, little pixels.

So we decided to integrate with respect to x next.

And you could imagine just counting the square meters.

And Anne Hathaway and Julia Roberts were in Valentines Day.

And then he died. And then Deng Xiaoping came and brought money to China, and brought them into the mainstream again.

Each of these is a 2 tuple, but R2 is a set of all 2 tuples such that that line there just means such that or maybe for which each of the numbers and I'll write it this way.

But a quicker way is to say, well, we have five pies.

He can't tell a cherry tree from a plum tree, but he can name them in twelve languages.

In depth first search, we always expand first the longest path, the path with the most lengths in it.

There's all kinds of people.

So many emotions

Maybe he's getting neater.

Each.

(Applause)

It's essentially this virtual map that only exists in your brain.

We have 81 units of local government.

You all come from varied backgrounds.