script for getting original route info

And it's. The, standard deviation.

In other words, we'd have to stop exploiting the best policy we'd found so far which is this one and start exploring, to see if maybe there's a better policy.

large, we can then simplify that get rid of all the, both the angular terms and just have the radial term.

It's a little hard to see.

Alright. How do we build a heap out of this smaller piece? Well, we can do it again recursively.

Well, if I just wanted to figure out the area of

This is a climb called the Dike Route, on Pywjack Dome, up in the Yosemite high country.

You can get rid of that negative by just putting a 1 over this whole thing.

Take this.

But if a stochastic error makes us slip into the minus 1, then it hurts us.

If we wanted to simplify this out a well, this is right here.

In the route finding problem, the actions are dependent on the state.

So what I did last year was we hired a car, looked up on Google, found a route into northern India from New Delhi which, you know, which did not cross any big cities or any big metropolitan centers.

The answer ends up being 4, Xi µ σ² and the reason is the way the derivative works.

In state 1 2, it's policy is moving down and then following this path, which it learned, towards the goal.

If I multiply this side by 1 2, if I essentially take away half of the mass, or I'll only leave half of the mass,

We'd like to be able to say we're going to stop doing that and somehow find this route.

Setting route failed route still exists.

Cancel this operation.

left hand side.

Cut Click this to cut the selected area.

So we said, OK, we need a banking system.

Well look, if you take this, if you assume this part right here, then we can replace each of these i's with the square root of negative 1 And they'd be right.

Which equals 1 over 10.

Can I cancel this ticket?

And we want 4 5.

No route to host.

This isn't any kind of fancy factoring.

So to take away 3 from this 4 Let's say this one goes away.

Which equals negative 1.

That's its height.

Take my Trikey.

The party, therefore, had to take another route.

Then I go through it sequentially, and that allows me to index the i'th item in my data structure.

We now take 10 of this amount.

Let's say we had a constant y.

Take a seat.

Taking a dump.

Take him.

Can you please extract this camera?

This is going to be the name of the item and that's how we're going to get the tuple out of the dictionary and we just care about the first item and that dictionary in for takings.

They also tend to be able to think more abstractly.

Any real number will work here.

And then, let's see, I want to get rid of this minus, and I want to get rid of this b squared.