This is a pretty easy problem.

So we're in this scenario right over here.

I'll do this right over here where I have the columns labeled with the numbers I could roll on the second die 1, 2, 3, 4, 5, or a 6.

And you multiply it times itself seven times and you get 1 128.

So you cross out that row, that column.

The a's cancel out.

So I figure out this whole area.

Then when we get row 2, column 2, we cross those two out, and we take the matrix of the minor that's left.

If you get confused, draw out everything again.

So if you borrow 1 at 100 interest, if you borrow a dollar, in a year from now, I want that dollar back, and

When I just algebraically manipulated this equation, I got 1 plus y over x.

Look familiar? 8 and 13 are both numbers in the 'Fibonacci series.'

We have 1 space 1, and we could pick a different digit, and it's in the string.

So let's make sure that we really understand list comprehensions by doing them backwards.

To start off with, we haven't got any information, and we look at 7 well, that's my current one, and there's one of them.

So let's see if you can multiply these.

3 times minus 1, plus 1 times 0, plus 2 times 2.

You divide the numerator by 4, you get 9.

X 2, I get 2X.

Now if I also apply the derivative operator to

If he says a thing is good, it is good.

What is the probability of getting all four of the 1's?

And I think we get the same answer.

So Pete creates another share right over here, he gives it to Sal,

So A got 140,000, which is 7 times 20,000.

(T gt p dot Q r) and (T gt p dot Q s) from zero, in chart state 1 .

That's the one where you start by adding 1 and 1 to get 2 then 1 and 2 to get 3.

Ah, the majority. That makes me feel very good as a doctor.

While I have an opening tag remember, if we have the string we're looking for non found, then it returns 1.

This one only matches two single letter strings.

Maybe that's like here.

Then we can actually say get the value of that text node.

So when it calculated it using this stored number right here, it got 1 times 10 to the negative 14.

So what you do is, if I wanted to know the probability of getting between negative 1 and 1 what I do is let me get back to my pen tool I figure out what is the probability of getting minus 1 or lower.

We go to the next element of p.

And your ratio is twenty forty, which is two four, which is the same thing is one two.

Tuple is a reserved word.

How many pieces of information did he get?

We introduced this in Chart State 0.

100 out of 100 would be the whole.

But anyway, let's go back to this position 1, 1.

Here is a disparity map from driving in desert with our DARPA Grand Challenge car, Stanley.

All right, let me see if I have to copy and paste this one.

It goes through and identifies that there's two components.

So hopefully that's sinking in.